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Model.lp
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Model.lp
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\ Model Network Model
\ LP format - for model browsing. Use MPS format to capture full model detail.
Minimize
0.2 c[0] + 0.2 c[1] + 0.2 c[2] + 0.2 c[3] + 0.2 c[4] + 0.2 c[5] + 0.2 c[6]
+ 0.2 c[7] + 0.2 c[8] + 0.2 c[9] + 0 P[0,0,0] + 0 P[0,0,1] + 0 P[0,0,2]
+ 0 P[0,0,3] + 0 P[0,0,4] + 0 P[0,0,5] + 0 P[0,0,6] + 0 P[0,0,7]
+ 0 P[0,0,8] + 0 P[0,0,9] + 0 P[0,1,0] + 0 P[0,1,1] + 0 P[0,1,2]
+ 0 P[0,1,3] + 0 P[0,1,4] + 0 P[0,1,5] + 0 P[0,1,6] + 0 P[0,1,7]
+ 0 P[0,1,8] + 0 P[0,1,9] + 0 P[0,2,0] + 0 P[0,2,1] + 0 P[0,2,2]
+ 0 P[0,2,3] + 0 P[0,2,4] + 0 P[0,2,5] + 0 P[0,2,6] + 0 P[0,2,7]
+ 0 P[0,2,8] + 0 P[0,2,9] + 0 P[0,3,0] + 0 P[0,3,1] + 0 P[0,3,2]
+ 0 P[0,3,3] + 0 P[0,3,4] + 0 P[0,3,5] + 0 P[0,3,6] + 0 P[0,3,7]
+ 0 P[0,3,8] + 0 P[0,3,9] + 0 P[0,4,0] + 0 P[0,4,1] + 0 P[0,4,2]
+ 0 P[0,4,3] + 0 P[0,4,4] + 0 P[0,4,5] + 0 P[0,4,6] + 0 P[0,4,7]
+ 0 P[0,4,8] + 0 P[0,4,9] + 0 P[0,5,0] + 0 P[0,5,1] + 0 P[0,5,2]
+ 0 P[0,5,3] + 0 P[0,5,4] + 0 P[0,5,5] + 0 P[0,5,6] + 0 P[0,5,7]
+ 0 P[0,5,8] + 0 P[0,5,9] + 0 P[0,6,0] + 0 P[0,6,1] + 0 P[0,6,2]
+ 0 P[0,6,3] + 0 P[0,6,4] + 0 P[0,6,5] + 0 P[0,6,6] + 0 P[0,6,7]
+ 0 P[0,6,8] + 0 P[0,6,9] + 0 P[0,7,0] + 0 P[0,7,1] + 0 P[0,7,2]
+ 0 P[0,7,3] + 0 P[0,7,4] + 0 P[0,7,5] + 0 P[0,7,6] + 0 P[0,7,7]
+ 0 P[0,7,8] + 0 P[0,7,9] + 0 P[0,8,0] + 0 P[0,8,1] + 0 P[0,8,2]
+ 0 P[0,8,3] + 0 P[0,8,4] + 0 P[0,8,5] + 0 P[0,8,6] + 0 P[0,8,7]
+ 0 P[0,8,8] + 0 P[0,8,9] + 0 P[0,9,0] + 0 P[0,9,1] + 0 P[0,9,2]
+ 0 P[0,9,3] + 0 P[0,9,4] + 0 P[0,9,5] + 0 P[0,9,6] + 0 P[0,9,7]
+ 0 P[0,9,8] + 0 P[0,9,9] + 0 P[1,0,0] + 0 P[1,0,1] + 0 P[1,0,2]
+ 0 P[1,0,3] + 0 P[1,0,4] + 0 P[1,0,5] + 0 P[1,0,6] + 0 P[1,0,7]
+ 0 P[1,0,8] + 0 P[1,0,9] + 0 P[1,1,0] + 0 P[1,1,1] + 0 P[1,1,2]
+ 0 P[1,1,3] + 0 P[1,1,4] + 0 P[1,1,5] + 0 P[1,1,6] + 0 P[1,1,7]
+ 0 P[1,1,8] + 0 P[1,1,9] + 0 P[1,2,0] + 0 P[1,2,1] + 0 P[1,2,2]
+ 0 P[1,2,3] + 0 P[1,2,4] + 0 P[1,2,5] + 0 P[1,2,6] + 0 P[1,2,7]
+ 0 P[1,2,8] + 0 P[1,2,9] + 0 P[1,3,0] + 0 P[1,3,1] + 0 P[1,3,2]
+ 0 P[1,3,3] + 0 P[1,3,4] + 0 P[1,3,5] + 0 P[1,3,6] + 0 P[1,3,7]
+ 0 P[1,3,8] + 0 P[1,3,9] + 0 P[1,4,0] + 0 P[1,4,1] + 0 P[1,4,2]
+ 0 P[1,4,3] + 0 P[1,4,4] + 0 P[1,4,5] + 0 P[1,4,6] + 0 P[1,4,7]
+ 0 P[1,4,8] + 0 P[1,4,9] + 0 P[1,5,0] + 0 P[1,5,1] + 0 P[1,5,2]
+ 0 P[1,5,3] + 0 P[1,5,4] + 0 P[1,5,5] + 0 P[1,5,6] + 0 P[1,5,7]
+ 0 P[1,5,8] + 0 P[1,5,9] + 0 P[1,6,0] + 0 P[1,6,1] + 0 P[1,6,2]
+ 0 P[1,6,3] + 0 P[1,6,4] + 0 P[1,6,5] + 0 P[1,6,6] + 0 P[1,6,7]
+ 0 P[1,6,8] + 0 P[1,6,9] + 0 P[1,7,0] + 0 P[1,7,1] + 0 P[1,7,2]
+ 0 P[1,7,3] + 0 P[1,7,4] + 0 P[1,7,5] + 0 P[1,7,6] + 0 P[1,7,7]
+ 0 P[1,7,8] + 0 P[1,7,9] + 0 P[1,8,0] + 0 P[1,8,1] + 0 P[1,8,2]
+ 0 P[1,8,3] + 0 P[1,8,4] + 0 P[1,8,5] + 0 P[1,8,6] + 0 P[1,8,7]
+ 0 P[1,8,8] + 0 P[1,8,9] + 0 P[1,9,0] + 0 P[1,9,1] + 0 P[1,9,2]
+ 0 P[1,9,3] + 0 P[1,9,4] + 0 P[1,9,5] + 0 P[1,9,6] + 0 P[1,9,7]
+ 0 P[1,9,8] + 0 P[1,9,9] + 0 P[2,0,0] + 0 P[2,0,1] + 0 P[2,0,2]
+ 0 P[2,0,3] + 0 P[2,0,4] + 0 P[2,0,5] + 0 P[2,0,6] + 0 P[2,0,7]
+ 0 P[2,0,8] + 0 P[2,0,9] + 0 P[2,1,0] + 0 P[2,1,1] + 0 P[2,1,2]
+ 0 P[2,1,3] + 0 P[2,1,4] + 0 P[2,1,5] + 0 P[2,1,6] + 0 P[2,1,7]
+ 0 P[2,1,8] + 0 P[2,1,9] + 0 P[2,2,0] + 0 P[2,2,1] + 0 P[2,2,2]
+ 0 P[2,2,3] + 0 P[2,2,4] + 0 P[2,2,5] + 0 P[2,2,6] + 0 P[2,2,7]
+ 0 P[2,2,8] + 0 P[2,2,9] + 0 P[2,3,0] + 0 P[2,3,1] + 0 P[2,3,2]
+ 0 P[2,3,3] + 0 P[2,3,4] + 0 P[2,3,5] + 0 P[2,3,6] + 0 P[2,3,7]
+ 0 P[2,3,8] + 0 P[2,3,9] + 0 P[2,4,0] + 0 P[2,4,1] + 0 P[2,4,2]
+ 0 P[2,4,3] + 0 P[2,4,4] + 0 P[2,4,5] + 0 P[2,4,6] + 0 P[2,4,7]
+ 0 P[2,4,8] + 0 P[2,4,9] + 0 P[2,5,0] + 0 P[2,5,1] + 0 P[2,5,2]
+ 0 P[2,5,3] + 0 P[2,5,4] + 0 P[2,5,5] + 0 P[2,5,6] + 0 P[2,5,7]
+ 0 P[2,5,8] + 0 P[2,5,9] + 0 P[2,6,0] + 0 P[2,6,1] + 0 P[2,6,2]
+ 0 P[2,6,3] + 0 P[2,6,4] + 0 P[2,6,5] + 0 P[2,6,6] + 0 P[2,6,7]
+ 0 P[2,6,8] + 0 P[2,6,9] + 0 P[2,7,0] + 0 P[2,7,1] + 0 P[2,7,2]
+ 0 P[2,7,3] + 0 P[2,7,4] + 0 P[2,7,5] + 0 P[2,7,6] + 0 P[2,7,7]
+ 0 P[2,7,8] + 0 P[2,7,9] + 0 P[2,8,0] + 0 P[2,8,1] + 0 P[2,8,2]
+ 0 P[2,8,3] + 0 P[2,8,4] + 0 P[2,8,5] + 0 P[2,8,6] + 0 P[2,8,7]
+ 0 P[2,8,8] + 0 P[2,8,9] + 0 P[2,9,0] + 0 P[2,9,1] + 0 P[2,9,2]
+ 0 P[2,9,3] + 0 P[2,9,4] + 0 P[2,9,5] + 0 P[2,9,6] + 0 P[2,9,7]
+ 0 P[2,9,8] + 0 P[2,9,9] + 0 P[3,0,0] + 0 P[3,0,1] + 0 P[3,0,2]
+ 0 P[3,0,3] + 0 P[3,0,4] + 0 P[3,0,5] + 0 P[3,0,6] + 0 P[3,0,7]
+ 0 P[3,0,8] + 0 P[3,0,9] + 0 P[3,1,0] + 0 P[3,1,1] + 0 P[3,1,2]
+ 0 P[3,1,3] + 0 P[3,1,4] + 0 P[3,1,5] + 0 P[3,1,6] + 0 P[3,1,7]
+ 0 P[3,1,8] + 0 P[3,1,9] + 0 P[3,2,0] + 0 P[3,2,1] + 0 P[3,2,2]
+ 0 P[3,2,3] + 0 P[3,2,4] + 0 P[3,2,5] + 0 P[3,2,6] + 0 P[3,2,7]
+ 0 P[3,2,8] + 0 P[3,2,9] + 0 P[3,3,0] + 0 P[3,3,1] + 0 P[3,3,2]
+ 0 P[3,3,3] + 0 P[3,3,4] + 0 P[3,3,5] + 0 P[3,3,6] + 0 P[3,3,7]
+ 0 P[3,3,8] + 0 P[3,3,9] + 0 P[3,4,0] + 0 P[3,4,1] + 0 P[3,4,2]
+ 0 P[3,4,3] + 0 P[3,4,4] + 0 P[3,4,5] + 0 P[3,4,6] + 0 P[3,4,7]
+ 0 P[3,4,8] + 0 P[3,4,9] + 0 P[3,5,0] + 0 P[3,5,1] + 0 P[3,5,2]
+ 0 P[3,5,3] + 0 P[3,5,4] + 0 P[3,5,5] + 0 P[3,5,6] + 0 P[3,5,7]
+ 0 P[3,5,8] + 0 P[3,5,9] + 0 P[3,6,0] + 0 P[3,6,1] + 0 P[3,6,2]
+ 0 P[3,6,3] + 0 P[3,6,4] + 0 P[3,6,5] + 0 P[3,6,6] + 0 P[3,6,7]
+ 0 P[3,6,8] + 0 P[3,6,9] + 0 P[3,7,0] + 0 P[3,7,1] + 0 P[3,7,2]
+ 0 P[3,7,3] + 0 P[3,7,4] + 0 P[3,7,5] + 0 P[3,7,6] + 0 P[3,7,7]
+ 0 P[3,7,8] + 0 P[3,7,9] + 0 P[3,8,0] + 0 P[3,8,1] + 0 P[3,8,2]
+ 0 P[3,8,3] + 0 P[3,8,4] + 0 P[3,8,5] + 0 P[3,8,6] + 0 P[3,8,7]
+ 0 P[3,8,8] + 0 P[3,8,9] + 0 P[3,9,0] + 0 P[3,9,1] + 0 P[3,9,2]
+ 0 P[3,9,3] + 0 P[3,9,4] + 0 P[3,9,5] + 0 P[3,9,6] + 0 P[3,9,7]
+ 0 P[3,9,8] + 0 P[3,9,9] + 0 P[4,0,0] + 0 P[4,0,1] + 0 P[4,0,2]
+ 0 P[4,0,3] + 0 P[4,0,4] + 0 P[4,0,5] + 0 P[4,0,6] + 0 P[4,0,7]
+ 0 P[4,0,8] + 0 P[4,0,9] + 0 P[4,1,0] + 0 P[4,1,1] + 0 P[4,1,2]
+ 0 P[4,1,3] + 0 P[4,1,4] + 0 P[4,1,5] + 0 P[4,1,6] + 0 P[4,1,7]
+ 0 P[4,1,8] + 0 P[4,1,9] + 0 P[4,2,0] + 0 P[4,2,1] + 0 P[4,2,2]
+ 0 P[4,2,3] + 0 P[4,2,4] + 0 P[4,2,5] + 0 P[4,2,6] + 0 P[4,2,7]
+ 0 P[4,2,8] + 0 P[4,2,9] + 0 P[4,3,0] + 0 P[4,3,1] + 0 P[4,3,2]
+ 0 P[4,3,3] + 0 P[4,3,4] + 0 P[4,3,5] + 0 P[4,3,6] + 0 P[4,3,7]
+ 0 P[4,3,8] + 0 P[4,3,9] + 0 P[4,4,0] + 0 P[4,4,1] + 0 P[4,4,2]
+ 0 P[4,4,3] + 0 P[4,4,4] + 0 P[4,4,5] + 0 P[4,4,6] + 0 P[4,4,7]
+ 0 P[4,4,8] + 0 P[4,4,9] + 0 P[4,5,0] + 0 P[4,5,1] + 0 P[4,5,2]
+ 0 P[4,5,3] + 0 P[4,5,4] + 0 P[4,5,5] + 0 P[4,5,6] + 0 P[4,5,7]
+ 0 P[4,5,8] + 0 P[4,5,9] + 0 P[4,6,0] + 0 P[4,6,1] + 0 P[4,6,2]
+ 0 P[4,6,3] + 0 P[4,6,4] + 0 P[4,6,5] + 0 P[4,6,6] + 0 P[4,6,7]
+ 0 P[4,6,8] + 0 P[4,6,9] + 0 P[4,7,0] + 0 P[4,7,1] + 0 P[4,7,2]
+ 0 P[4,7,3] + 0 P[4,7,4] + 0 P[4,7,5] + 0 P[4,7,6] + 0 P[4,7,7]
+ 0 P[4,7,8] + 0 P[4,7,9] + 0 P[4,8,0] + 0 P[4,8,1] + 0 P[4,8,2]
+ 0 P[4,8,3] + 0 P[4,8,4] + 0 P[4,8,5] + 0 P[4,8,6] + 0 P[4,8,7]
+ 0 P[4,8,8] + 0 P[4,8,9] + 0 P[4,9,0] + 0 P[4,9,1] + 0 P[4,9,2]
+ 0 P[4,9,3] + 0 P[4,9,4] + 0 P[4,9,5] + 0 P[4,9,6] + 0 P[4,9,7]
+ 0 P[4,9,8] + 0 P[4,9,9] + 0 P[5,0,0] + 0 P[5,0,1] + 0 P[5,0,2]
+ 0 P[5,0,3] + 0 P[5,0,4] + 0 P[5,0,5] + 0 P[5,0,6] + 0 P[5,0,7]
+ 0 P[5,0,8] + 0 P[5,0,9] + 0 P[5,1,0] + 0 P[5,1,1] + 0 P[5,1,2]
+ 0 P[5,1,3] + 0 P[5,1,4] + 0 P[5,1,5] + 0 P[5,1,6] + 0 P[5,1,7]
+ 0 P[5,1,8] + 0 P[5,1,9] + 0 P[5,2,0] + 0 P[5,2,1] + 0 P[5,2,2]
+ 0 P[5,2,3] + 0 P[5,2,4] + 0 P[5,2,5] + 0 P[5,2,6] + 0 P[5,2,7]
+ 0 P[5,2,8] + 0 P[5,2,9] + 0 P[5,3,0] + 0 P[5,3,1] + 0 P[5,3,2]
+ 0 P[5,3,3] + 0 P[5,3,4] + 0 P[5,3,5] + 0 P[5,3,6] + 0 P[5,3,7]
+ 0 P[5,3,8] + 0 P[5,3,9] + 0 P[5,4,0] + 0 P[5,4,1] + 0 P[5,4,2]
+ 0 P[5,4,3] + 0 P[5,4,4] + 0 P[5,4,5] + 0 P[5,4,6] + 0 P[5,4,7]
+ 0 P[5,4,8] + 0 P[5,4,9] + 0 P[5,5,0] + 0 P[5,5,1] + 0 P[5,5,2]
+ 0 P[5,5,3] + 0 P[5,5,4] + 0 P[5,5,5] + 0 P[5,5,6] + 0 P[5,5,7]
+ 0 P[5,5,8] + 0 P[5,5,9] + 0 P[5,6,0] + 0 P[5,6,1] + 0 P[5,6,2]
+ 0 P[5,6,3] + 0 P[5,6,4] + 0 P[5,6,5] + 0 P[5,6,6] + 0 P[5,6,7]
+ 0 P[5,6,8] + 0 P[5,6,9] + 0 P[5,7,0] + 0 P[5,7,1] + 0 P[5,7,2]
+ 0 P[5,7,3] + 0 P[5,7,4] + 0 P[5,7,5] + 0 P[5,7,6] + 0 P[5,7,7]
+ 0 P[5,7,8] + 0 P[5,7,9] + 0 P[5,8,0] + 0 P[5,8,1] + 0 P[5,8,2]
+ 0 P[5,8,3] + 0 P[5,8,4] + 0 P[5,8,5] + 0 P[5,8,6] + 0 P[5,8,7]
+ 0 P[5,8,8] + 0 P[5,8,9] + 0 P[5,9,0] + 0 P[5,9,1] + 0 P[5,9,2]
+ 0 P[5,9,3] + 0 P[5,9,4] + 0 P[5,9,5] + 0 P[5,9,6] + 0 P[5,9,7]
+ 0 P[5,9,8] + 0 P[5,9,9] + 0 P[6,0,0] + 0 P[6,0,1] + 0 P[6,0,2]
+ 0 P[6,0,3] + 0 P[6,0,4] + 0 P[6,0,5] + 0 P[6,0,6] + 0 P[6,0,7]
+ 0 P[6,0,8] + 0 P[6,0,9] + 0 P[6,1,0] + 0 P[6,1,1] + 0 P[6,1,2]
+ 0 P[6,1,3] + 0 P[6,1,4] + 0 P[6,1,5] + 0 P[6,1,6] + 0 P[6,1,7]
+ 0 P[6,1,8] + 0 P[6,1,9] + 0 P[6,2,0] + 0 P[6,2,1] + 0 P[6,2,2]
+ 0 P[6,2,3] + 0 P[6,2,4] + 0 P[6,2,5] + 0 P[6,2,6] + 0 P[6,2,7]
+ 0 P[6,2,8] + 0 P[6,2,9] + 0 P[6,3,0] + 0 P[6,3,1] + 0 P[6,3,2]
+ 0 P[6,3,3] + 0 P[6,3,4] + 0 P[6,3,5] + 0 P[6,3,6] + 0 P[6,3,7]
+ 0 P[6,3,8] + 0 P[6,3,9] + 0 P[6,4,0] + 0 P[6,4,1] + 0 P[6,4,2]
+ 0 P[6,4,3] + 0 P[6,4,4] + 0 P[6,4,5] + 0 P[6,4,6] + 0 P[6,4,7]
+ 0 P[6,4,8] + 0 P[6,4,9] + 0 P[6,5,0] + 0 P[6,5,1] + 0 P[6,5,2]
+ 0 P[6,5,3] + 0 P[6,5,4] + 0 P[6,5,5] + 0 P[6,5,6] + 0 P[6,5,7]
+ 0 P[6,5,8] + 0 P[6,5,9] + 0 P[6,6,0] + 0 P[6,6,1] + 0 P[6,6,2]
+ 0 P[6,6,3] + 0 P[6,6,4] + 0 P[6,6,5] + 0 P[6,6,6] + 0 P[6,6,7]
+ 0 P[6,6,8] + 0 P[6,6,9] + 0 P[6,7,0] + 0 P[6,7,1] + 0 P[6,7,2]
+ 0 P[6,7,3] + 0 P[6,7,4] + 0 P[6,7,5] + 0 P[6,7,6] + 0 P[6,7,7]
+ 0 P[6,7,8] + 0 P[6,7,9] + 0 P[6,8,0] + 0 P[6,8,1] + 0 P[6,8,2]
+ 0 P[6,8,3] + 0 P[6,8,4] + 0 P[6,8,5] + 0 P[6,8,6] + 0 P[6,8,7]
+ 0 P[6,8,8] + 0 P[6,8,9] + 0 P[6,9,0] + 0 P[6,9,1] + 0 P[6,9,2]
+ 0 P[6,9,3] + 0 P[6,9,4] + 0 P[6,9,5] + 0 P[6,9,6] + 0 P[6,9,7]
+ 0 P[6,9,8] + 0 P[6,9,9] + 0 P[7,0,0] + 0 P[7,0,1] + 0 P[7,0,2]
+ 0 P[7,0,3] + 0 P[7,0,4] + 0 P[7,0,5] + 0 P[7,0,6] + 0 P[7,0,7]
+ 0 P[7,0,8] + 0 P[7,0,9] + 0 P[7,1,0] + 0 P[7,1,1] + 0 P[7,1,2]
+ 0 P[7,1,3] + 0 P[7,1,4] + 0 P[7,1,5] + 0 P[7,1,6] + 0 P[7,1,7]
+ 0 P[7,1,8] + 0 P[7,1,9] + 0 P[7,2,0] + 0 P[7,2,1] + 0 P[7,2,2]
+ 0 P[7,2,3] + 0 P[7,2,4] + 0 P[7,2,5] + 0 P[7,2,6] + 0 P[7,2,7]
+ 0 P[7,2,8] + 0 P[7,2,9] + 0 P[7,3,0] + 0 P[7,3,1] + 0 P[7,3,2]
+ 0 P[7,3,3] + 0 P[7,3,4] + 0 P[7,3,5] + 0 P[7,3,6] + 0 P[7,3,7]
+ 0 P[7,3,8] + 0 P[7,3,9] + 0 P[7,4,0] + 0 P[7,4,1] + 0 P[7,4,2]
+ 0 P[7,4,3] + 0 P[7,4,4] + 0 P[7,4,5] + 0 P[7,4,6] + 0 P[7,4,7]
+ 0 P[7,4,8] + 0 P[7,4,9] + 0 P[7,5,0] + 0 P[7,5,1] + 0 P[7,5,2]
+ 0 P[7,5,3] + 0 P[7,5,4] + 0 P[7,5,5] + 0 P[7,5,6] + 0 P[7,5,7]
+ 0 P[7,5,8] + 0 P[7,5,9] + 0 P[7,6,0] + 0 P[7,6,1] + 0 P[7,6,2]
+ 0 P[7,6,3] + 0 P[7,6,4] + 0 P[7,6,5] + 0 P[7,6,6] + 0 P[7,6,7]
+ 0 P[7,6,8] + 0 P[7,6,9] + 0 P[7,7,0] + 0 P[7,7,1] + 0 P[7,7,2]
+ 0 P[7,7,3] + 0 P[7,7,4] + 0 P[7,7,5] + 0 P[7,7,6] + 0 P[7,7,7]
+ 0 P[7,7,8] + 0 P[7,7,9] + 0 P[7,8,0] + 0 P[7,8,1] + 0 P[7,8,2]
+ 0 P[7,8,3] + 0 P[7,8,4] + 0 P[7,8,5] + 0 P[7,8,6] + 0 P[7,8,7]
+ 0 P[7,8,8] + 0 P[7,8,9] + 0 P[7,9,0] + 0 P[7,9,1] + 0 P[7,9,2]
+ 0 P[7,9,3] + 0 P[7,9,4] + 0 P[7,9,5] + 0 P[7,9,6] + 0 P[7,9,7]
+ 0 P[7,9,8] + 0 P[7,9,9] + 0 P[8,0,0] + 0 P[8,0,1] + 0 P[8,0,2]
+ 0 P[8,0,3] + 0 P[8,0,4] + 0 P[8,0,5] + 0 P[8,0,6] + 0 P[8,0,7]
+ 0 P[8,0,8] + 0 P[8,0,9] + 0 P[8,1,0] + 0 P[8,1,1] + 0 P[8,1,2]
+ 0 P[8,1,3] + 0 P[8,1,4] + 0 P[8,1,5] + 0 P[8,1,6] + 0 P[8,1,7]
+ 0 P[8,1,8] + 0 P[8,1,9] + 0 P[8,2,0] + 0 P[8,2,1] + 0 P[8,2,2]
+ 0 P[8,2,3] + 0 P[8,2,4] + 0 P[8,2,5] + 0 P[8,2,6] + 0 P[8,2,7]
+ 0 P[8,2,8] + 0 P[8,2,9] + 0 P[8,3,0] + 0 P[8,3,1] + 0 P[8,3,2]
+ 0 P[8,3,3] + 0 P[8,3,4] + 0 P[8,3,5] + 0 P[8,3,6] + 0 P[8,3,7]
+ 0 P[8,3,8] + 0 P[8,3,9] + 0 P[8,4,0] + 0 P[8,4,1] + 0 P[8,4,2]
+ 0 P[8,4,3] + 0 P[8,4,4] + 0 P[8,4,5] + 0 P[8,4,6] + 0 P[8,4,7]
+ 0 P[8,4,8] + 0 P[8,4,9] + 0 P[8,5,0] + 0 P[8,5,1] + 0 P[8,5,2]
+ 0 P[8,5,3] + 0 P[8,5,4] + 0 P[8,5,5] + 0 P[8,5,6] + 0 P[8,5,7]
+ 0 P[8,5,8] + 0 P[8,5,9] + 0 P[8,6,0] + 0 P[8,6,1] + 0 P[8,6,2]
+ 0 P[8,6,3] + 0 P[8,6,4] + 0 P[8,6,5] + 0 P[8,6,6] + 0 P[8,6,7]
+ 0 P[8,6,8] + 0 P[8,6,9] + 0 P[8,7,0] + 0 P[8,7,1] + 0 P[8,7,2]
+ 0 P[8,7,3] + 0 P[8,7,4] + 0 P[8,7,5] + 0 P[8,7,6] + 0 P[8,7,7]
+ 0 P[8,7,8] + 0 P[8,7,9] + 0 P[8,8,0] + 0 P[8,8,1] + 0 P[8,8,2]
+ 0 P[8,8,3] + 0 P[8,8,4] + 0 P[8,8,5] + 0 P[8,8,6] + 0 P[8,8,7]
+ 0 P[8,8,8] + 0 P[8,8,9] + 0 P[8,9,0] + 0 P[8,9,1] + 0 P[8,9,2]
+ 0 P[8,9,3] + 0 P[8,9,4] + 0 P[8,9,5] + 0 P[8,9,6] + 0 P[8,9,7]
+ 0 P[8,9,8] + 0 P[8,9,9] + 0 P[9,0,0] + 0 P[9,0,1] + 0 P[9,0,2]
+ 0 P[9,0,3] + 0 P[9,0,4] + 0 P[9,0,5] + 0 P[9,0,6] + 0 P[9,0,7]
+ 0 P[9,0,8] + 0 P[9,0,9] + 0 P[9,1,0] + 0 P[9,1,1] + 0 P[9,1,2]
+ 0 P[9,1,3] + 0 P[9,1,4] + 0 P[9,1,5] + 0 P[9,1,6] + 0 P[9,1,7]
+ 0 P[9,1,8] + 0 P[9,1,9] + 0 P[9,2,0] + 0 P[9,2,1] + 0 P[9,2,2]
+ 0 P[9,2,3] + 0 P[9,2,4] + 0 P[9,2,5] + 0 P[9,2,6] + 0 P[9,2,7]
+ 0 P[9,2,8] + 0 P[9,2,9] + 0 P[9,3,0] + 0 P[9,3,1] + 0 P[9,3,2]
+ 0 P[9,3,3] + 0 P[9,3,4] + 0 P[9,3,5] + 0 P[9,3,6] + 0 P[9,3,7]
+ 0 P[9,3,8] + 0 P[9,3,9] + 0 P[9,4,0] + 0 P[9,4,1] + 0 P[9,4,2]
+ 0 P[9,4,3] + 0 P[9,4,4] + 0 P[9,4,5] + 0 P[9,4,6] + 0 P[9,4,7]
+ 0 P[9,4,8] + 0 P[9,4,9] + 0 P[9,5,0] + 0 P[9,5,1] + 0 P[9,5,2]
+ 0 P[9,5,3] + 0 P[9,5,4] + 0 P[9,5,5] + 0 P[9,5,6] + 0 P[9,5,7]
+ 0 P[9,5,8] + 0 P[9,5,9] + 0 P[9,6,0] + 0 P[9,6,1] + 0 P[9,6,2]
+ 0 P[9,6,3] + 0 P[9,6,4] + 0 P[9,6,5] + 0 P[9,6,6] + 0 P[9,6,7]
+ 0 P[9,6,8] + 0 P[9,6,9] + 0 P[9,7,0] + 0 P[9,7,1] + 0 P[9,7,2]
+ 0 P[9,7,3] + 0 P[9,7,4] + 0 P[9,7,5] + 0 P[9,7,6] + 0 P[9,7,7]
+ 0 P[9,7,8] + 0 P[9,7,9] + 0 P[9,8,0] + 0 P[9,8,1] + 0 P[9,8,2]
+ 0 P[9,8,3] + 0 P[9,8,4] + 0 P[9,8,5] + 0 P[9,8,6] + 0 P[9,8,7]
+ 0 P[9,8,8] + 0 P[9,8,9] + 0 P[9,9,0] + 0 P[9,9,1] + 0 P[9,9,2]
+ 0 P[9,9,3] + 0 P[9,9,4] + 0 P[9,9,5] + 0 P[9,9,6] + 0 P[9,9,7]
+ 0 P[9,9,8] + 0 P[9,9,9]
Subject To
C13.1: z[0] - za[0,0] - za[0,1] - za[0,2] - za[0,3] - za[0,4] - za[0,5]
- za[0,6] - za[0,7] - za[0,8] - za[0,9] <= 0
C13.1: z[1] - za[1,0] - za[1,1] - za[1,2] - za[1,3] - za[1,4] - za[1,5]
- za[1,6] - za[1,7] - za[1,8] - za[1,9] <= 0
C13.1: z[2] - za[2,0] - za[2,1] - za[2,2] - za[2,3] - za[2,4] - za[2,5]
- za[2,6] - za[2,7] - za[2,8] - za[2,9] <= 0
C13.1: z[3] - za[3,0] - za[3,1] - za[3,2] - za[3,3] - za[3,4] - za[3,5]
- za[3,6] - za[3,7] - za[3,8] - za[3,9] <= 0
C13.1: z[4] - za[4,0] - za[4,1] - za[4,2] - za[4,3] - za[4,4] - za[4,5]
- za[4,6] - za[4,7] - za[4,8] - za[4,9] <= 0
C13.1: z[5] - za[5,0] - za[5,1] - za[5,2] - za[5,3] - za[5,4] - za[5,5]
- za[5,6] - za[5,7] - za[5,8] - za[5,9] <= 0
C13.1: z[6] - za[6,0] - za[6,1] - za[6,2] - za[6,3] - za[6,4] - za[6,5]
- za[6,6] - za[6,7] - za[6,8] - za[6,9] <= 0
C13.1: z[7] - za[7,0] - za[7,1] - za[7,2] - za[7,3] - za[7,4] - za[7,5]
- za[7,6] - za[7,7] - za[7,8] - za[7,9] <= 0
C13.1: z[8] - za[8,0] - za[8,1] - za[8,2] - za[8,3] - za[8,4] - za[8,5]
- za[8,6] - za[8,7] - za[8,8] - za[8,9] <= 0
C13.1: z[9] - za[9,0] - za[9,1] - za[9,2] - za[9,3] - za[9,4] - za[9,5]
- za[9,6] - za[9,7] - za[9,8] - za[9,9] <= 0
C13.1: z[10] - za[10,0] - za[10,1] - za[10,2] - za[10,3] - za[10,4]
- za[10,5] - za[10,6] - za[10,7] - za[10,8] - za[10,9] <= 0
C13.1: z[11] - za[11,0] - za[11,1] - za[11,2] - za[11,3] - za[11,4]
- za[11,5] - za[11,6] - za[11,7] - za[11,8] - za[11,9] <= 0
C13.1: z[12] - za[12,0] - za[12,1] - za[12,2] - za[12,3] - za[12,4]
- za[12,5] - za[12,6] - za[12,7] - za[12,8] - za[12,9] <= 0
C13.1: z[13] - za[13,0] - za[13,1] - za[13,2] - za[13,3] - za[13,4]
- za[13,5] - za[13,6] - za[13,7] - za[13,8] - za[13,9] <= 0
C13.1: z[14] - za[14,0] - za[14,1] - za[14,2] - za[14,3] - za[14,4]
- za[14,5] - za[14,6] - za[14,7] - za[14,8] - za[14,9] <= 0
C13.1: z[15] - za[15,0] - za[15,1] - za[15,2] - za[15,3] - za[15,4]
- za[15,5] - za[15,6] - za[15,7] - za[15,8] - za[15,9] <= 0
C13.1: z[16] - za[16,0] - za[16,1] - za[16,2] - za[16,3] - za[16,4]
- za[16,5] - za[16,6] - za[16,7] - za[16,8] - za[16,9] <= 0
C13.1: z[17] - za[17,0] - za[17,1] - za[17,2] - za[17,3] - za[17,4]
- za[17,5] - za[17,6] - za[17,7] - za[17,8] - za[17,9] <= 0
C13.1: z[18] - za[18,0] - za[18,1] - za[18,2] - za[18,3] - za[18,4]
- za[18,5] - za[18,6] - za[18,7] - za[18,8] - za[18,9] <= 0
C13.1: z[19] - za[19,0] - za[19,1] - za[19,2] - za[19,3] - za[19,4]
- za[19,5] - za[19,6] - za[19,7] - za[19,8] - za[19,9] <= 0
C13.1: z[20] - za[20,0] - za[20,1] - za[20,2] - za[20,3] - za[20,4]
- za[20,5] - za[20,6] - za[20,7] - za[20,8] - za[20,9] <= 0
C13.1: z[21] - za[21,0] - za[21,1] - za[21,2] - za[21,3] - za[21,4]
- za[21,5] - za[21,6] - za[21,7] - za[21,8] - za[21,9] <= 0
C13.1: z[22] - za[22,0] - za[22,1] - za[22,2] - za[22,3] - za[22,4]
- za[22,5] - za[22,6] - za[22,7] - za[22,8] - za[22,9] <= 0
C13.1: z[23] - za[23,0] - za[23,1] - za[23,2] - za[23,3] - za[23,4]
- za[23,5] - za[23,6] - za[23,7] - za[23,8] - za[23,9] <= 0
C13.1: z[24] - za[24,0] - za[24,1] - za[24,2] - za[24,3] - za[24,4]
- za[24,5] - za[24,6] - za[24,7] - za[24,8] - za[24,9] <= 0
C13.1: z[25] - za[25,0] - za[25,1] - za[25,2] - za[25,3] - za[25,4]
- za[25,5] - za[25,6] - za[25,7] - za[25,8] - za[25,9] <= 0
C13.1: z[26] - za[26,0] - za[26,1] - za[26,2] - za[26,3] - za[26,4]
- za[26,5] - za[26,6] - za[26,7] - za[26,8] - za[26,9] <= 0
C13.1: z[27] - za[27,0] - za[27,1] - za[27,2] - za[27,3] - za[27,4]
- za[27,5] - za[27,6] - za[27,7] - za[27,8] - za[27,9] <= 0
C13.1: z[28] - za[28,0] - za[28,1] - za[28,2] - za[28,3] - za[28,4]
- za[28,5] - za[28,6] - za[28,7] - za[28,8] - za[28,9] <= 0
C13.1: z[29] - za[29,0] - za[29,1] - za[29,2] - za[29,3] - za[29,4]
- za[29,5] - za[29,6] - za[29,7] - za[29,8] - za[29,9] <= 0
C13.2: z[0] + z[1] + z[2] + z[3] + z[4] + z[5] + z[6] + z[7] + z[8] + z[9]
+ z[10] + z[11] + z[12] + z[13] + z[14] + z[15] + z[16] + z[17] + z[18]
+ z[19] + z[20] + z[21] + z[22] + z[23] + z[24] + z[25] + z[26] + z[27]
+ z[28] + z[29] >= 27
C14: - 0.3 zb[0,1] - 0.3 zb[0,2] - 0.3 zb[0,3] - 0.3 zb[0,4] - 0.3 zb[0,5]
- 0.3 zb[0,6] - 0.3 zb[0,7] - 0.3 zb[0,8] - 0.3 zb[0,9] - 0.3 zb[1,0]
- 0.3 zb[1,2] - 0.3 zb[1,3] - 0.3 zb[1,4] - 0.3 zb[1,5] - 0.3 zb[1,6]
- 0.3 zb[1,7] - 0.3 zb[1,8] - 0.3 zb[1,9] - 0.3 zb[2,0] - 0.3 zb[2,1]
- 0.3 zb[2,3] - 0.3 zb[2,4] - 0.3 zb[2,5] - 0.3 zb[2,6] - 0.3 zb[2,7]
- 0.3 zb[2,8] - 0.3 zb[2,9] - 0.3 zb[3,0] - 0.3 zb[3,1] - 0.3 zb[3,2]
- 0.3 zb[3,4] - 0.3 zb[3,5] - 0.3 zb[3,6] - 0.3 zb[3,7] - 0.3 zb[3,8]
- 0.3 zb[3,9] - 0.3 zb[4,0] - 0.3 zb[4,1] - 0.3 zb[4,2] - 0.3 zb[4,3]
- 0.3 zb[4,5] - 0.3 zb[4,6] - 0.3 zb[4,7] - 0.3 zb[4,8] - 0.3 zb[4,9]
- 0.3 zb[5,0] - 0.3 zb[5,1] - 0.3 zb[5,2] - 0.3 zb[5,3] - 0.3 zb[5,4]
- 0.3 zb[5,6] - 0.3 zb[5,7] - 0.3 zb[5,8] - 0.3 zb[5,9] - 0.3 zb[6,0]
- 0.3 zb[6,1] - 0.3 zb[6,2] - 0.3 zb[6,3] - 0.3 zb[6,4] - 0.3 zb[6,5]
- 0.3 zb[6,7] - 0.3 zb[6,8] - 0.3 zb[6,9] - 0.3 zb[7,0] - 0.3 zb[7,1]
- 0.3 zb[7,2] - 0.3 zb[7,3] - 0.3 zb[7,4] - 0.3 zb[7,5] - 0.3 zb[7,6]
- 0.3 zb[7,8] - 0.3 zb[7,9] - 0.3 zb[8,0] - 0.3 zb[8,1] - 0.3 zb[8,2]
- 0.3 zb[8,3] - 0.3 zb[8,4] - 0.3 zb[8,5] - 0.3 zb[8,6] - 0.3 zb[8,7]
- 0.3 zb[8,9] - 0.3 zb[9,0] - 0.3 zb[9,1] - 0.3 zb[9,2] - 0.3 zb[9,3]
- 0.3 zb[9,4] - 0.3 zb[9,5] - 0.3 zb[9,6] - 0.3 zb[9,7] - 0.3 zb[9,8]
+ y[0,1] + y[0,2] + y[0,3] + y[0,4] + y[0,5] + y[0,6] + y[0,7] + y[0,8]
+ y[0,9] + y[1,0] + y[1,2] + y[1,3] + y[1,4] + y[1,5] + y[1,6] + y[1,7]
+ y[1,8] + y[1,9] + y[2,0] + y[2,1] + y[2,3] + y[2,4] + y[2,5] + y[2,6]
+ y[2,7] + y[2,8] + y[2,9] + y[3,0] + y[3,1] + y[3,2] + y[3,4] + y[3,5]
+ y[3,6] + y[3,7] + y[3,8] + y[3,9] + y[4,0] + y[4,1] + y[4,2] + y[4,3]
+ y[4,5] + y[4,6] + y[4,7] + y[4,8] + y[4,9] + y[5,0] + y[5,1] + y[5,2]
+ y[5,3] + y[5,4] + y[5,6] + y[5,7] + y[5,8] + y[5,9] + y[6,0] + y[6,1]
+ y[6,2] + y[6,3] + y[6,4] + y[6,5] + y[6,7] + y[6,8] + y[6,9] + y[7,0]
+ y[7,1] + y[7,2] + y[7,3] + y[7,4] + y[7,5] + y[7,6] + y[7,8] + y[7,9]
+ y[8,0] + y[8,1] + y[8,2] + y[8,3] + y[8,4] + y[8,5] + y[8,6] + y[8,7]
+ y[8,9] + y[9,0] + y[9,1] + y[9,2] + y[9,3] + y[9,4] + y[9,5] + y[9,6]
+ y[9,7] + y[9,8] >= 0
C18: 2.2539498979582007e+283 za[0,0] >= 0
C18: 8.6478572264458952e+282 za[0,1] >= 0
C18: 1.5218889872170231e+283 za[0,2] >= 0
C18: 1.1479206214080308e+284 za[0,3] >= 0
C18: 2.9600274923965525e+285 za[0,4] >= 0
C18: 1.8884362766936077e+287 za[0,5] >= 0
C18: 2.0978033918846809e+289 za[0,6] >= 0
C18: 2.9464154670946638e+291 za[0,7] >= 0
C18: 4.027366726984182e+293 za[0,8] >= 0
C18: 4.4230315043075612e+295 za[0,9] >= 0
C18: 3.215309957290218e+291 za[1,0] >= 0
C18: 4.9220451022982547e+289 za[1,1] >= 0
C18: 1.1800612463992738e+288 za[1,2] >= 0
C18: 5.8939794324604099e+286 za[1,3] >= 0
C18: 8.0448239206728783e+285 za[1,4] >= 0
C18: 3.6673475931548507e+285 za[1,5] >= 0
C18: 6.0716053425392574e+285 za[1,6] >= 0
C18: 3.4598341902676199e+286 za[1,7] >= 0
C18: 5.671283351685182e+287 za[1,8] >= 0
C18: 2.0642269438834886e+289 za[1,9] >= 0
C18: 1.5543634815016395e+257 za[2,0] >= 0
C18: 8.5694751503853001e+244 za[2,1] >= 0
C18: 2.3470592697063861e+229 za[2,2] >= 0
C18: 1.4163939053082642e+210 za[2,3] >= 0
C18: 1.2073971927933204e+191 za[2,4] >= 0
C18: 5.0209302109578521e+187 za[2,5] >= 0
C18: 2.4227944983079356e+204 za[2,6] >= 0
C18: 2.1496170301734327e+224 za[2,7] >= 0
C18: 8.7585708785175902e+240 za[2,8] >= 0
C18: 1.1120607205682958e+254 za[2,9] >= 0
C18: 2.6456404847809045e+288 za[3,0] >= 0
C18: 9.5094772016843698e+283 za[3,1] >= 0
C18: 4.8145521397847201e+278 za[3,2] >= 0
C18: 2.541472332323306e+272 za[3,3] >= 0
C18: 1.072047284908423e+265 za[3,4] >= 0
C18: 3.4458686108614631e+256 za[3,5] >= 0
C18: 1.5775018494583265e+247 za[3,6] >= 0
C18: 1.0086023183625237e+238 za[3,7] >= 0
C18: 1.5564858356202796e+231 za[3,8] >= 0
C18: 4.6092842595276509e+229 za[3,9] >= 0
C18: 6.0952211812750202e+266 za[4,0] >= 0
C18: 2.7168720494163187e+257 za[4,1] >= 0
C18: 1.0528897155901424e+246 za[4,2] >= 0
C18: 2.5194677678297567e+232 za[4,3] >= 0
C18: 4.1008104660804101e+217 za[4,4] >= 0
C18: 3.0206327782633934e+206 za[4,5] >= 0
C18: 1.5093884286947961e+207 za[4,6] >= 0
C18: 1.1266241767012195e+219 za[4,7] >= 0
C18: 7.1259073229626888e+233 za[4,8] >= 0
C18: 1.8353136459116234e+247 za[4,9] >= 0
C18: 2.3406506604040613e+277 za[5,0] >= 0
C18: 9.1363441246946292e+269 za[5,1] >= 0
C18: 3.9905648801859299e+260 za[5,2] >= 0
C18: 3.023281259152139e+248 za[5,3] >= 0
C18: 1.4368673297931239e+232 za[5,4] >= 0
C18: 4.4215184785410594e+208 za[5,5] >= 0
C18: 9.0921088162606322e+169 za[5,6] >= 0
C18: 2.0657088334556357e+83 za[5,7] >= 0
C18: 1.016433657288452e+145 za[5,8] >= 0
C18: 6.5531715152139821e+195 za[5,9] >= 0
C18: 7.6373879867090009e+287 za[6,0] >= 0
C18: 1.2007483240057858e+285 za[6,1] >= 0
C18: 2.2888792987011777e+282 za[6,2] >= 0
C18: 8.3684443769313129e+279 za[6,3] >= 0
C18: 1.0092638500997645e+278 za[6,4] >= 0
C18: 6.7784975220446845e+276 za[6,5] >= 0
C18: 3.6691974185515569e+276 za[6,6] >= 0
C18: 1.748442742013023e+277 za[6,7] >= 0
C18: 5.8777490688880392e+278 za[6,8] >= 0
C18: 8.8155116541601121e+280 za[6,9] >= 0
C18: 1.2914076639034545e+188 za[7,0] >= 0
C18: 7.4936576143823883e+125 za[7,1] >= 0
C18: 2.0606515496407799e+99 za[7,2] >= 0
C18: 3.4227653319244179e+178 za[7,3] >= 0
C18: 4.5749057370150493e+213 za[7,4] >= 0
C18: 3.6814018647358977e+235 za[7,5] >= 0
C18: 9.5908280268783575e+250 za[7,6] >= 0
C18: 3.3000103533790488e+262 za[7,7] >= 0
C18: 2.9685747793544274e+271 za[7,8] >= 0
C18: 3.8109083752982801e+278 za[7,9] >= 0
C18: 9.5518956169085912e+260 za[8,0] >= 0
C18: 2.0848987587130439e+253 za[8,1] >= 0
C18: 1.4355987528099209e+246 za[8,2] >= 0
C18: 1.1987951098496847e+241 za[8,3] >= 0
C18: 6.7373531892303872e+239 za[8,4] >= 0
C18: 8.5794073537079875e+242 za[8,5] >= 0
C18: 1.4466880726482309e+249 za[8,6] >= 0
C18: 4.9724817695191971e+256 za[8,7] >= 0
C18: 1.8062077249565997e+264 za[8,8] >= 0
C18: 1.6444609443518594e+271 za[8,9] >= 0
C18: 7.2305869388460229e+290 za[9,0] >= 0
C18: 8.5076266779502554e+288 za[9,1] >= 0
C18: 1.5690788962436547e+287 za[9,2] >= 0
C18: 6.2085156717300944e+285 za[9,3] >= 0
C18: 7.0863394036495387e+284 za[9,4] >= 0
C18: 2.9293187569007846e+284 za[9,5] >= 0
C18: 4.827145725547506e+284 za[9,6] >= 0
C18: 3.0038231381620273e+285 za[9,7] >= 0
C18: 5.8064492386572912e+286 za[9,8] >= 0
C18: 2.6221467148424292e+288 za[9,9] >= 0
C18: 2.7420336252872033e+268 za[10,0] >= 0
C18: 1.0240726250038279e+265 za[10,1] >= 0
C18: 7.6403716965586403e+262 za[10,2] >= 0
C18: 3.1137403500948633e+262 za[10,3] >= 0
C18: 8.4731621510176505e+263 za[10,4] >= 0
C18: 7.5192787844092262e+266 za[10,5] >= 0
C18: 6.2882556506844486e+270 za[10,6] >= 0
C18: 1.4394900782790014e+275 za[10,7] >= 0
C18: 3.543384769778328e+279 za[10,8] >= 0
C18: 5.2253462465677351e+283 za[10,9] >= 0
C18: 1.7398866880670524e+275 za[11,0] >= 0
C18: 5.641441869311586e+268 za[11,1] >= 0
C18: 2.8730606053703382e+261 za[11,2] >= 0
C18: 4.7560809371602097e+253 za[11,3] >= 0
C18: 1.7214396323054444e+246 za[11,4] >= 0
C18: 4.897013580847892e+240 za[11,5] >= 0
C18: 8.0630826965091015e+238 za[11,6] >= 0
C18: 4.4254790296417025e+241 za[11,7] >= 0
C18: 5.9578207241263132e+247 za[11,8] >= 0
C18: 2.5103882878700095e+255 za[11,9] >= 0
C18: 3.1734707729788116e+298 za[12,0] >= 0
C18: 6.9285818338896678e+296 za[12,1] >= 0
C18: 1.1572291465704573e+295 za[12,2] >= 0
C18: 1.6742728318004854e+293 za[12,3] >= 0
C18: 2.496145916299433e+291 za[12,4] >= 0
C18: 4.7863390116593459e+289 za[12,5] >= 0
C18: 1.5354292368020595e+288 za[12,6] >= 0
C18: 1.0833577754795431e+287 za[12,7] >= 0
C18: 2.1447343757519261e+286 za[12,8] >= 0
C18: 1.4046539983176718e+286 za[12,9] >= 0
C18: 4.7584708296385595e+249 za[13,0] >= 0
C18: 2.9142798062504298e+234 za[13,1] >= 0
C18: 7.0353878038360116e+213 za[13,2] >= 0
C18: 4.7934450617854441e+185 za[13,3] >= 0
C18: 1.6025745242904159e+159 za[13,4] >= 0
C18: 7.1019260065540977e+174 za[13,5] >= 0
C18: 1.4971325387965609e+205 za[13,6] >= 0
C18: 1.4991317367299406e+228 za[13,7] >= 0
C18: 9.6027545655128032e+244 za[13,8] >= 0
C18: 4.5998177424811024e+257 za[13,9] >= 0
C18: 1.1389279725265894e+285 za[14,0] >= 0
C18: 1.5560568727887993e+280 za[14,1] >= 0
C18: 3.4893518685385207e+274 za[14,2] >= 0
C18: 1.2470264560066946e+268 za[14,3] >= 0
C18: 9.3466458518496305e+260 za[14,4] >= 0
C18: 3.7926776143744073e+253 za[14,5] >= 0
C18: 7.1367354383869545e+246 za[14,6] >= 0
C18: 2.1705078066009054e+242 za[14,7] >= 0
C18: 3.7619136537706081e+241 za[14,8] >= 0
C18: 7.593835491298016e+244 za[14,9] >= 0
C18: 3.1356358761475509e+296 za[15,0] >= 0
C18: 3.4564470584643594e+294 za[15,1] >= 0
C18: 2.9343091642707585e+292 za[15,2] >= 0
C18: 2.2645508089344715e+290 za[15,3] >= 0
C18: 2.0049866961693334e+288 za[15,4] >= 0
C18: 2.732915659606252e+286 za[15,5] >= 0
C18: 8.0212099483429846e+284 za[15,6] >= 0
C18: 7.0375600541725071e+283 za[15,7] >= 0
C18: 2.3969523452403868e+283 za[15,8] >= 0
C18: 3.5828017416687146e+283 za[15,9] >= 0
C18: 2.9768593826934627e+272 za[16,0] >= 0
C18: 1.7505831333626747e+267 za[16,1] >= 0
C18: 2.1052521398310945e+262 za[16,2] >= 0
C18: 2.5611207439093243e+258 za[16,3] >= 0
C18: 1.9536224134502317e+256 za[16,4] >= 0
C18: 3.2223346269205543e+256 za[16,5] >= 0
C18: 1.0067491946679269e+259 za[16,6] >= 0
C18: 1.4391824892095658e+263 za[16,7] >= 0
C18: 1.5059388168804495e+268 za[16,8] >= 0
C18: 2.5675374102521534e+273 za[16,9] >= 0
C18: 1.0577700758239641e+228 za[17,0] >= 0
C18: 2.0016724428611529e+223 za[17,1] >= 0
C18: 1.4697974449141096e+226 za[17,2] >= 0
C18: 6.8756881536359103e+234 za[17,3] >= 0
C18: 2.8986937594351041e+245 za[17,4] >= 0
C18: 4.6933307935179672e+255 za[17,5] >= 0
C18: 4.4935152995853818e+264 za[17,6] >= 0
C18: 1.966432045591887e+272 za[17,7] >= 0
C18: 5.1785895575429625e+278 za[17,8] >= 0
C18: 1.2085287981297662e+284 za[17,9] >= 0
C18: 1.2721128643081522e+273 za[18,0] >= 0
C18: 5.6890804807004339e+265 za[18,1] >= 0
C18: 1.5917542494916287e+257 za[18,2] >= 0
C18: 4.0823523295272057e+247 za[18,3] >= 0
C18: 6.3876735095048254e+237 za[18,4] >= 0
C18: 8.3381497920281623e+229 za[18,5] >= 0
C18: 1.5992148190275407e+227 za[18,6] >= 0
C18: 1.5494778439368774e+231 za[18,7] >= 0
C18: 5.0746900788900312e+239 za[18,8] >= 0
C18: 3.8589682769009905e+249 za[18,9] >= 0
C18: 8.8555775893742294e+243 za[19,0] >= 0
C18: 4.2603701633596327e+226 za[19,1] >= 0
C18: 3.9015783007818991e+202 za[19,2] >= 0
C18: 1.0934175951812435e+170 za[19,3] >= 0
C18: 5.6720068146062124e+154 za[19,4] >= 0
C18: 1.4783846725297885e+185 za[19,5] >= 0
C18: 1.5589427924245483e+214 za[19,6] >= 0
C18: 8.1369295175043636e+234 za[19,7] >= 0
C18: 1.2287666596563959e+250 za[19,8] >= 0
C18: 4.346957577680949e+261 za[19,9] >= 0
C18: 1.9294893309092961e+281 za[20,0] >= 0
C18: 5.5900857542524353e+275 za[20,1] >= 0
C18: 2.3082132750382939e+269 za[20,2] >= 0
C18: 1.5497459055374484e+262 za[20,3] >= 0
C18: 3.3537870448336944e+254 za[20,4] >= 0
C18: 1.4243455539113392e+247 za[20,5] >= 0
C18: 3.6120636256690067e+241 za[20,6] >= 0
C18: 3.5918186680168519e+239 za[20,7] >= 0
C18: 9.6140998050006158e+241 za[20,8] >= 0
C18: 6.9413826999421018e+247 za[20,9] >= 0
C18: 2.2616233656042624e+288 za[21,0] >= 0
C18: 3.2581508090330696e+285 za[21,1] >= 0
C18: 5.1342349534434608e+282 za[21,2] >= 0
C18: 1.3774525411853893e+280 za[21,3] >= 0
C18: 1.0793330753120389e+278 za[21,4] >= 0
C18: 4.3100112383780445e+276 za[21,5] >= 0
C18: 1.3513568277582419e+276 za[21,6] >= 0
C18: 3.9490271122295965e+276 za[21,7] >= 0
C18: 9.1726932914553229e+277 za[21,8] >= 0
C18: 1.1075523873517983e+280 za[21,9] >= 0
C18: 4.4224098003728262e+292 za[22,0] >= 0
C18: 1.6836284643064702e+290 za[22,1] >= 0
C18: 5.539453501597878e+287 za[22,2] >= 0
C18: 2.0829725563755113e+285 za[22,3] >= 0
C18: 1.2935725107920843e+283 za[22,4] >= 0
C18: 2.0512319949243141e+281 za[22,5] >= 0
C18: 1.2815690959462349e+280 za[22,6] >= 0
C18: 4.3988128947696939e+279 za[22,7] >= 0
C18: 9.5685146872581309e+279 za[22,8] >= 0
C18: 1.1880723997874895e+281 za[22,9] >= 0
C18: 1.1952491732011646e+292 za[23,0] >= 0
C18: 8.4665780574406771e+288 za[23,1] >= 0
C18: 2.5522522797451146e+285 za[23,2] >= 0
C18: 3.7205409309316627e+281 za[23,3] >= 0
C18: 3.485454492172946e+277 za[23,4] >= 0
C18: 3.5008722264718619e+273 za[23,5] >= 0
C18: 8.3203757869308733e+269 za[23,6] >= 0
C18: 1.3202315326076112e+267 za[23,7] >= 0
C18: 4.0376939003437297e+265 za[23,8] >= 0
C18: 4.6919389309670682e+265 za[23,9] >= 0
C18: 2.3517004703818028e+274 za[24,0] >= 0
C18: 1.6714340103579319e+266 za[24,1] >= 0
C18: 7.1852260074784665e+255 za[24,2] >= 0
C18: 1.9601723986554619e+242 za[24,3] >= 0
C18: 5.5049018558440943e+223 za[24,4] >= 0
C18: 2.8746163401454739e+196 za[24,5] >= 0
C18: 8.6706647483277615e+151 za[24,6] >= 0
C18: 1.1086712313672316e+124 za[24,7] >= 0
C18: 1.3488893288739455e+177 za[24,8] >= 0
C18: 3.690917478495597e+211 za[24,9] >= 0
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C19: 1.6982773801278414e+268 zb[0,6] >= 0
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C19: 1.8092189987181587e+287 zb[0,9] >= 0
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C19: 1.0131891286920565e+228 zb[2,5] >= 0
C19: 3.3567418719296569e+245 zb[2,6] >= 0
C19: 2.3834248789247361e+258 zb[2,7] >= 0
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C19: 9.8325182044072394e+275 zb[2,9] >= 0
C19: 1.0131891286920565e+228 zb[3,0] >= 0
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C19: 1.0760975665989487e+157 zb[3,4] >= 0
C19: 1.4855455091931244e+202 zb[3,5] >= 0
C19: 1.0131891286920565e+228 zb[3,6] >= 0
C19: 3.3567418719296569e+245 zb[3,7] >= 0
C19: 2.3834248789247361e+258 zb[3,8] >= 0
C19: 1.6982773801278414e+268 zb[3,9] >= 0
C19: 3.3567418719296569e+245 zb[4,0] >= 0
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C19: 1.4855455091931244e+202 zb[4,2] >= 0
C19: 1.0760975665989487e+157 zb[4,3] >= 0
C19: 1.0760975665989487e+157 zb[4,5] >= 0
C19: 1.4855455091931244e+202 zb[4,6] >= 0
C19: 1.0131891286920565e+228 zb[4,7] >= 0
C19: 3.3567418719296569e+245 zb[4,8] >= 0
C19: 2.3834248789247361e+258 zb[4,9] >= 0
C19: 2.3834248789247361e+258 zb[5,0] >= 0
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C19: 1.0131891286920565e+228 zb[5,2] >= 0
C19: 1.4855455091931244e+202 zb[5,3] >= 0
C19: 1.0760975665989487e+157 zb[5,4] >= 0
C19: 1.0760975665989487e+157 zb[5,6] >= 0
C19: 1.4855455091931244e+202 zb[5,7] >= 0
C19: 1.0131891286920565e+228 zb[5,8] >= 0
C19: 3.3567418719296569e+245 zb[5,9] >= 0
C19: 1.6982773801278414e+268 zb[6,0] >= 0
C19: 2.3834248789247361e+258 zb[6,1] >= 0
C19: 3.3567418719296569e+245 zb[6,2] >= 0
C19: 1.0131891286920565e+228 zb[6,3] >= 0
C19: 1.4855455091931244e+202 zb[6,4] >= 0
C19: 1.0760975665989487e+157 zb[6,5] >= 0
C19: 1.0760975665989487e+157 zb[6,7] >= 0
C19: 1.4855455091931244e+202 zb[6,8] >= 0
C19: 1.0131891286920565e+228 zb[6,9] >= 0
C19: 9.8325182044072394e+275 zb[7,0] >= 0
C19: 1.6982773801278414e+268 zb[7,1] >= 0
C19: 2.3834248789247361e+258 zb[7,2] >= 0
C19: 3.3567418719296569e+245 zb[7,3] >= 0
C19: 1.0131891286920565e+228 zb[7,4] >= 0
C19: 1.4855455091931244e+202 zb[7,5] >= 0
C19: 1.0760975665989487e+157 zb[7,6] >= 0
C19: 1.0760975665989487e+157 zb[7,8] >= 0
C19: 1.4855455091931244e+202 zb[7,9] >= 0
C19: 1.642097276978057e+282 zb[8,0] >= 0
C19: 9.8325182044072394e+275 zb[8,1] >= 0
C19: 1.6982773801278414e+268 zb[8,2] >= 0
C19: 2.3834248789247361e+258 zb[8,3] >= 0
C19: 3.3567418719296569e+245 zb[8,4] >= 0
C19: 1.0131891286920565e+228 zb[8,5] >= 0
C19: 1.4855455091931244e+202 zb[8,6] >= 0
C19: 1.0760975665989487e+157 zb[8,7] >= 0
C19: 1.0760975665989487e+157 zb[8,9] >= 0
C19: 1.8092189987181587e+287 zb[9,0] >= 0
C19: 1.642097276978057e+282 zb[9,1] >= 0
C19: 9.8325182044072394e+275 zb[9,2] >= 0
C19: 1.6982773801278414e+268 zb[9,3] >= 0
C19: 2.3834248789247361e+258 zb[9,4] >= 0
C19: 3.3567418719296569e+245 zb[9,5] >= 0
C19: 1.0131891286920565e+228 zb[9,6] >= 0
C19: 1.4855455091931244e+202 zb[9,7] >= 0
C19: 1.0760975665989487e+157 zb[9,8] >= 0
C20: za[0,0] - c[0] <= 0
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C20: za[0,2] - c[2] <= 0
C20: za[0,3] - c[3] <= 0
C20: za[0,4] - c[4] <= 0
C20: za[0,5] - c[5] <= 0
C20: za[0,6] - c[6] <= 0
C20: za[0,7] - c[7] <= 0
C20: za[0,8] - c[8] <= 0
C20: za[0,9] - c[9] <= 0
C20: za[1,0] - c[0] <= 0
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C20: za[1,2] - c[2] <= 0
C20: za[1,3] - c[3] <= 0
C20: za[1,4] - c[4] <= 0
C20: za[1,5] - c[5] <= 0
C20: za[1,6] - c[6] <= 0
C20: za[1,7] - c[7] <= 0
C20: za[1,8] - c[8] <= 0
C20: za[1,9] - c[9] <= 0
C20: za[2,0] - c[0] <= 0
C20: za[2,1] - c[1] <= 0
C20: za[2,2] - c[2] <= 0
C20: za[2,3] - c[3] <= 0
C20: za[2,4] - c[4] <= 0
C20: za[2,5] - c[5] <= 0
C20: za[2,6] - c[6] <= 0
C20: za[2,7] - c[7] <= 0
C20: za[2,8] - c[8] <= 0
C20: za[2,9] - c[9] <= 0
C20: za[3,0] - c[0] <= 0
C20: za[3,1] - c[1] <= 0
C20: za[3,2] - c[2] <= 0
C20: za[3,3] - c[3] <= 0
C20: za[3,4] - c[4] <= 0
C20: za[3,5] - c[5] <= 0
C20: za[3,6] - c[6] <= 0
C20: za[3,7] - c[7] <= 0
C20: za[3,8] - c[8] <= 0
C20: za[3,9] - c[9] <= 0
C20: za[4,0] - c[0] <= 0
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C20: za[4,2] - c[2] <= 0
C20: za[4,3] - c[3] <= 0
C20: za[4,4] - c[4] <= 0
C20: za[4,5] - c[5] <= 0
C20: za[4,6] - c[6] <= 0
C20: za[4,7] - c[7] <= 0
C20: za[4,8] - c[8] <= 0
C20: za[4,9] - c[9] <= 0
C20: za[5,0] - c[0] <= 0
C20: za[5,1] - c[1] <= 0
C20: za[5,2] - c[2] <= 0
C20: za[5,3] - c[3] <= 0
C20: za[5,4] - c[4] <= 0
C20: za[5,5] - c[5] <= 0
C20: za[5,6] - c[6] <= 0
C20: za[5,7] - c[7] <= 0
C20: za[5,8] - c[8] <= 0
C20: za[5,9] - c[9] <= 0
C20: za[6,0] - c[0] <= 0
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C20: za[6,2] - c[2] <= 0
C20: za[6,3] - c[3] <= 0
C20: za[6,4] - c[4] <= 0
C20: za[6,5] - c[5] <= 0
C20: za[6,6] - c[6] <= 0
C20: za[6,7] - c[7] <= 0
C20: za[6,8] - c[8] <= 0
C20: za[6,9] - c[9] <= 0
C20: za[7,0] - c[0] <= 0
C20: za[7,1] - c[1] <= 0
C20: za[7,2] - c[2] <= 0
C20: za[7,3] - c[3] <= 0
C20: za[7,4] - c[4] <= 0
C20: za[7,5] - c[5] <= 0
C20: za[7,6] - c[6] <= 0
C20: za[7,7] - c[7] <= 0
C20: za[7,8] - c[8] <= 0
C20: za[7,9] - c[9] <= 0
C20: za[8,0] - c[0] <= 0
C20: za[8,1] - c[1] <= 0
C20: za[8,2] - c[2] <= 0
C20: za[8,3] - c[3] <= 0
C20: za[8,4] - c[4] <= 0
C20: za[8,5] - c[5] <= 0
C20: za[8,6] - c[6] <= 0
C20: za[8,7] - c[7] <= 0
C20: za[8,8] - c[8] <= 0
C20: za[8,9] - c[9] <= 0
C20: za[9,0] - c[0] <= 0
C20: za[9,1] - c[1] <= 0
C20: za[9,2] - c[2] <= 0
C20: za[9,3] - c[3] <= 0
C20: za[9,4] - c[4] <= 0
C20: za[9,5] - c[5] <= 0
C20: za[9,6] - c[6] <= 0
C20: za[9,7] - c[7] <= 0
C20: za[9,8] - c[8] <= 0
C20: za[9,9] - c[9] <= 0
C20: za[10,0] - c[0] <= 0
C20: za[10,1] - c[1] <= 0
C20: za[10,2] - c[2] <= 0
C20: za[10,3] - c[3] <= 0
C20: za[10,4] - c[4] <= 0
C20: za[10,5] - c[5] <= 0
C20: za[10,6] - c[6] <= 0
C20: za[10,7] - c[7] <= 0
C20: za[10,8] - c[8] <= 0
C20: za[10,9] - c[9] <= 0
C20: za[11,0] - c[0] <= 0
C20: za[11,1] - c[1] <= 0
C20: za[11,2] - c[2] <= 0
C20: za[11,3] - c[3] <= 0
C20: za[11,4] - c[4] <= 0
C20: za[11,5] - c[5] <= 0
C20: za[11,6] - c[6] <= 0
C20: za[11,7] - c[7] <= 0
C20: za[11,8] - c[8] <= 0
C20: za[11,9] - c[9] <= 0
C20: za[12,0] - c[0] <= 0
C20: za[12,1] - c[1] <= 0
C20: za[12,2] - c[2] <= 0
C20: za[12,3] - c[3] <= 0
C20: za[12,4] - c[4] <= 0
C20: za[12,5] - c[5] <= 0
C20: za[12,6] - c[6] <= 0
C20: za[12,7] - c[7] <= 0
C20: za[12,8] - c[8] <= 0
C20: za[12,9] - c[9] <= 0
C20: za[13,0] - c[0] <= 0
C20: za[13,1] - c[1] <= 0
C20: za[13,2] - c[2] <= 0
C20: za[13,3] - c[3] <= 0
C20: za[13,4] - c[4] <= 0
C20: za[13,5] - c[5] <= 0
C20: za[13,6] - c[6] <= 0
C20: za[13,7] - c[7] <= 0
C20: za[13,8] - c[8] <= 0
C20: za[13,9] - c[9] <= 0
C20: za[14,0] - c[0] <= 0
C20: za[14,1] - c[1] <= 0
C20: za[14,2] - c[2] <= 0
C20: za[14,3] - c[3] <= 0
C20: za[14,4] - c[4] <= 0
C20: za[14,5] - c[5] <= 0
C20: za[14,6] - c[6] <= 0
C20: za[14,7] - c[7] <= 0
C20: za[14,8] - c[8] <= 0
C20: za[14,9] - c[9] <= 0
C20: za[15,0] - c[0] <= 0
C20: za[15,1] - c[1] <= 0
C20: za[15,2] - c[2] <= 0
C20: za[15,3] - c[3] <= 0
C20: za[15,4] - c[4] <= 0
C20: za[15,5] - c[5] <= 0
C20: za[15,6] - c[6] <= 0
C20: za[15,7] - c[7] <= 0
C20: za[15,8] - c[8] <= 0
C20: za[15,9] - c[9] <= 0
C20: za[16,0] - c[0] <= 0
C20: za[16,1] - c[1] <= 0
C20: za[16,2] - c[2] <= 0
C20: za[16,3] - c[3] <= 0
C20: za[16,4] - c[4] <= 0
C20: za[16,5] - c[5] <= 0
C20: za[16,6] - c[6] <= 0
C20: za[16,7] - c[7] <= 0
C20: za[16,8] - c[8] <= 0
C20: za[16,9] - c[9] <= 0
C20: za[17,0] - c[0] <= 0
C20: za[17,1] - c[1] <= 0
C20: za[17,2] - c[2] <= 0
C20: za[17,3] - c[3] <= 0
C20: za[17,4] - c[4] <= 0
C20: za[17,5] - c[5] <= 0
C20: za[17,6] - c[6] <= 0
C20: za[17,7] - c[7] <= 0
C20: za[17,8] - c[8] <= 0
C20: za[17,9] - c[9] <= 0
C20: za[18,0] - c[0] <= 0
C20: za[18,1] - c[1] <= 0
C20: za[18,2] - c[2] <= 0
C20: za[18,3] - c[3] <= 0
C20: za[18,4] - c[4] <= 0
C20: za[18,5] - c[5] <= 0
C20: za[18,6] - c[6] <= 0
C20: za[18,7] - c[7] <= 0
C20: za[18,8] - c[8] <= 0
C20: za[18,9] - c[9] <= 0
C20: za[19,0] - c[0] <= 0
C20: za[19,1] - c[1] <= 0
C20: za[19,2] - c[2] <= 0
C20: za[19,3] - c[3] <= 0
C20: za[19,4] - c[4] <= 0
C20: za[19,5] - c[5] <= 0
C20: za[19,6] - c[6] <= 0
C20: za[19,7] - c[7] <= 0
C20: za[19,8] - c[8] <= 0
C20: za[19,9] - c[9] <= 0
C20: za[20,0] - c[0] <= 0
C20: za[20,1] - c[1] <= 0
C20: za[20,2] - c[2] <= 0
C20: za[20,3] - c[3] <= 0
C20: za[20,4] - c[4] <= 0
C20: za[20,5] - c[5] <= 0
C20: za[20,6] - c[6] <= 0
C20: za[20,7] - c[7] <= 0
C20: za[20,8] - c[8] <= 0
C20: za[20,9] - c[9] <= 0
C20: za[21,0] - c[0] <= 0
C20: za[21,1] - c[1] <= 0
C20: za[21,2] - c[2] <= 0
C20: za[21,3] - c[3] <= 0
C20: za[21,4] - c[4] <= 0
C20: za[21,5] - c[5] <= 0
C20: za[21,6] - c[6] <= 0
C20: za[21,7] - c[7] <= 0
C20: za[21,8] - c[8] <= 0
C20: za[21,9] - c[9] <= 0
C20: za[22,0] - c[0] <= 0
C20: za[22,1] - c[1] <= 0
C20: za[22,2] - c[2] <= 0
C20: za[22,3] - c[3] <= 0
C20: za[22,4] - c[4] <= 0
C20: za[22,5] - c[5] <= 0
C20: za[22,6] - c[6] <= 0
C20: za[22,7] - c[7] <= 0
C20: za[22,8] - c[8] <= 0
C20: za[22,9] - c[9] <= 0
C20: za[23,0] - c[0] <= 0
C20: za[23,1] - c[1] <= 0
C20: za[23,2] - c[2] <= 0
C20: za[23,3] - c[3] <= 0
C20: za[23,4] - c[4] <= 0
C20: za[23,5] - c[5] <= 0
C20: za[23,6] - c[6] <= 0
C20: za[23,7] - c[7] <= 0
C20: za[23,8] - c[8] <= 0
C20: za[23,9] - c[9] <= 0
C20: za[24,0] - c[0] <= 0
C20: za[24,1] - c[1] <= 0
C20: za[24,2] - c[2] <= 0
C20: za[24,3] - c[3] <= 0
C20: za[24,4] - c[4] <= 0
C20: za[24,5] - c[5] <= 0
C20: za[24,6] - c[6] <= 0
C20: za[24,7] - c[7] <= 0
C20: za[24,8] - c[8] <= 0
C20: za[24,9] - c[9] <= 0
C20: za[25,0] - c[0] <= 0
C20: za[25,1] - c[1] <= 0
C20: za[25,2] - c[2] <= 0
C20: za[25,3] - c[3] <= 0
C20: za[25,4] - c[4] <= 0
C20: za[25,5] - c[5] <= 0
C20: za[25,6] - c[6] <= 0
C20: za[25,7] - c[7] <= 0
C20: za[25,8] - c[8] <= 0
C20: za[25,9] - c[9] <= 0
C20: za[26,0] - c[0] <= 0
C20: za[26,1] - c[1] <= 0
C20: za[26,2] - c[2] <= 0
C20: za[26,3] - c[3] <= 0
C20: za[26,4] - c[4] <= 0
C20: za[26,5] - c[5] <= 0
C20: za[26,6] - c[6] <= 0
C20: za[26,7] - c[7] <= 0
C20: za[26,8] - c[8] <= 0
C20: za[26,9] - c[9] <= 0
C20: za[27,0] - c[0] <= 0
C20: za[27,1] - c[1] <= 0
C20: za[27,2] - c[2] <= 0
C20: za[27,3] - c[3] <= 0
C20: za[27,4] - c[4] <= 0
C20: za[27,5] - c[5] <= 0
C20: za[27,6] - c[6] <= 0
C20: za[27,7] - c[7] <= 0
C20: za[27,8] - c[8] <= 0
C20: za[27,9] - c[9] <= 0
C20: za[28,0] - c[0] <= 0
C20: za[28,1] - c[1] <= 0
C20: za[28,2] - c[2] <= 0
C20: za[28,3] - c[3] <= 0
C20: za[28,4] - c[4] <= 0
C20: za[28,5] - c[5] <= 0
C20: za[28,6] - c[6] <= 0
C20: za[28,7] - c[7] <= 0
C20: za[28,8] - c[8] <= 0
C20: za[28,9] - c[9] <= 0
C20: za[29,0] - c[0] <= 0
C20: za[29,1] - c[1] <= 0
C20: za[29,2] - c[2] <= 0
C20: za[29,3] - c[3] <= 0
C20: za[29,4] - c[4] <= 0
C20: za[29,5] - c[5] <= 0
C20: za[29,6] - c[6] <= 0
C20: za[29,7] - c[7] <= 0
C20: za[29,8] - c[8] <= 0
C20: za[29,9] - c[9] <= 0
C21.1: zb[0,0] - c[0] <= 0
C21.2: zb[0,0] - c[0] <= 0
C21.1: zb[0,1] - c[0] <= 0
C21.2: zb[0,1] - c[1] <= 0
C21.1: zb[0,2] - c[0] <= 0
C21.2: zb[0,2] - c[2] <= 0
C21.1: zb[0,3] - c[0] <= 0
C21.2: zb[0,3] - c[3] <= 0
C21.1: zb[0,4] - c[0] <= 0
C21.2: zb[0,4] - c[4] <= 0