\ Equation counts \ Total E G L N X C B \ 20 0 0 20 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 40 40 0 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 360 320 40 0 \ Minimize obj: - 3.84e-2 x1 - .3876 x2 - .1116 x3 - .4636 x4 - 4.4e-2 x5 - .3588 x6 - 2.72e-2 x7 - .231 x8 - .27 x9 - .308 x10 - .3692 x11 - .288 x12 - .407 x13 - .1175 x14 - .1045 x15 - .1632 x16 - .135 x17 - 6.66e-2 x18 - .21 x19 - .1425 x20 - .882 x21 - .3283 x22 - 6.48e-2 x23 - 8.64e-2 x24 - .4753 x25 - 4.6e-2 x26 - .7917 x27 - .7008 x28 - 3.84e-2 x29 - 1.64e-2 x30 - 8.91e-2 x31 - 9.45e-2 x32 - .7296 x33 - 2.3e-3 x34 - .1488 x35 - 1.89e-2 x36 - 3.43e-2 x37 - .1045 x38 - .608 x39 - 1.74e-2 x40 + [ - 8e-4 x1^2 - 5.7e-3 x2^2 - 3.1e-3 x3^2 - 7.6e-3 x4^2 - 8.8e-3 x5^2 - 9.2e-3 x6^2 - 1.7e-3 x7^2 - 3.3e-3 x8^2 - 5e-3 x9^2 - 7.7e-3 x10^2 - 7.1e-3 x11^2 - 3e-3 x12^2 - 7.4e-3 x13^2 - 2.5e-3 x14^2 - 1.9e-3 x15^2 - 9.6e-3 x16^2 - 3e-3 x17^2 - 7.4e-3 x18^2 - 2.5e-3 x19^2 - 1.9e-3 x20^2 - 9e-3 x21^2 - 4.9e-3 x22^2 - 8e-4 x23^2 - 9.6e-3 x24^2 - 9.7e-3 x25^2 - 5e-4 x26^2 - 8.7e-3 x27^2 - 7.3e-3 x28^2 - 4e-4 x29^2 - 4.1e-3 x30^2 - 3.3e-3 x31^2 - 3.5e-3 x32^2 - 9.6e-3 x33^2 - 1e-4 x34^2 - 3.1e-3 x35^2 - 3e-4 x36^2 - 4.9e-3 x37^2 - 1.9e-3 x38^2 - 7.6e-3 x39^2 - 5.8e-3 x40^2 ]/2 Subject To e1: 7 x1 + 4 x6 + 7 x7 + 6 x12 + 9 x13 + 2 x14 + x19 + 5 x20 + x25 + 5 x26 + 3 x31 + 9 x32 + 5 x33 + x38 + x39 <= 3.3e2 e2: 4 x1 + 7 x2 + 7 x7 + 8 x8 + 9 x13 + 3 x14 + 6 x15 + 2 x20 + 6 x21 + 5 x26 + 3 x27 + 4 x32 + 6 x33 + 6 x34 + 6 x39 + 3 x40 <= 425 e3: x2 + 6 x3 + 8 x8 + 7 x9 + 9 x14 + 8 x15 + 8 x16 + 6 x21 + 5 x22 + 4 x27 + 2 x28 + 4 x33 + 7 x34 + 9 x35 + 2 x40 <= 4.3e2 e4: x3 + 5 x4 + 9 x9 + 6 x10 + 4 x15 + 9 x16 + 6 x17 + 7 x22 + 9 x23 + 8 x28 + 3 x29 + 7 x34 + 4 x35 + 3 x36 <= 405 e5: 4 x4 + 7 x5 + 3 x10 + 6 x11 + 2 x16 + 8 x17 + 5 x18 + 2 x23 + 9 x24 + 6 x29 + 4 x30 + 3 x35 + 6 x36 + 6 x37 <= 355 e6: 5 x5 + 5 x6 + 7 x11 + 4 x12 + 4 x17 + 6 x18 + 2 x19 + 4 x24 + 2 x25 + x30 + 4 x31 + 4 x36 + 3 x37 + 4 x38 <= 275 e7: 2 x1 + 3 x6 + 3 x7 + 5 x12 + 9 x13 + 9 x18 + x19 + 4 x20 + 6 x25 + 5 x26 + 3 x31 + 7 x32 + 3 x37 + 5 x38 + 4 x39 <= 345 e8: 9 x1 + 7 x2 + 3 x7 + 6 x8 + 7 x13 + 2 x14 + x19 + x20 + 4 x21 + 5 x26 + 2 x27 + 6 x32 + 5 x33 + 4 x38 + 4 x39 + 3 x40 <= 345 e9: 6 x1 + 3 x2 + 4 x3 + 2 x8 + 7 x9 + 3 x14 + 7 x15 + 2 x20 + 3 x21 + 2 x22 + 6 x27 + x28 + 6 x33 + 7 x34 + 9 x39 + 2 x40 <= 3.5e2 e10: 2 x2 + 8 x3 + 9 x4 + x9 + x10 + 6 x15 + x16 + 6 x21 + 7 x22 + 6 x23 + 3 x28 + 2 x29 + 7 x34 + 6 x35 + 5 x40 <= 3.5e2 e11: 3 x3 + 6 x4 + 5 x5 + 6 x10 + 5 x11 + 8 x16 + 9 x17 + 6 x22 + 4 x23 + x24 + 5 x29 + 2 x30 + 5 x35 + 4 x36 <= 345 e12: 3 x4 + 3 x5 + 9 x6 + 3 x11 + 8 x12 + 9 x17 + 4 x18 + 4 x23 + 3 x24 + 6 x25 + 6 x30 + x31 + 6 x36 + 2 x37 <= 335 e13: 8 x5 + 2 x6 + 4 x7 + 8 x12 + 9 x13 + 3 x18 + 8 x19 + x24 + 8 x25 + 8 x26 + 3 x31 + x32 + 5 x37 + 7 x38 <= 375 e14: x1 + 9 x6 + x7 + 4 x8 + 9 x13 + 6 x14 + 6 x19 + 7 x20 + x25 + 5 x26 + 7 x27 + x32 + 8 x33 + 9 x38 + 2 x39 <= 3.8e2 e15: 3 x1 + 9 x2 + 4 x7 + 2 x8 + x9 + 3 x14 + 9 x15 + 7 x20 + 7 x21 + 8 x26 + 7 x27 + 5 x28 + 4 x33 + x34 + 6 x39 + 9 x40 <= 425 e16: 9 x2 + 6 x3 + 9 x8 + 5 x9 + 6 x10 + 6 x15 + 9 x16 + 5 x21 + 7 x22 + 8 x27 + 7 x28 + x29 + x34 + 8 x35 + 4 x40 <= 455 e17: 9 x3 + 9 x4 + 4 x9 + 2 x10 + 7 x11 + 4 x16 + 8 x17 + 3 x22 + 2 x23 + 2 x28 + 7 x29 + 3 x30 + 4 x35 + 9 x36 <= 365 e18: 5 x4 + 6 x5 + 8 x10 + 9 x11 + 6 x12 + 6 x17 + 4 x18 + 3 x23 + 3 x24 + x29 + 9 x30 + 2 x31 + 4 x36 + 7 x37 <= 365 e19: 5 x5 + 7 x6 + 2 x11 + 8 x12 + x13 + 9 x18 + 8 x19 + 6 x24 + x25 + 4 x30 + 9 x31 + 7 x32 + 4 x37 + 6 x38 <= 385 e20: x1 + x2 + x3 + x4 + x5 + x6 + x7 + x8 + x9 + x10 + x11 + x12 + x13 + x14 + x15 + x16 + x17 + x18 + x19 + x20 + x21 + x22 + x23 + x24 + x25 + x26 + x27 + x28 + x29 + x30 + x31 + x32 + x33 + x34 + x35 + x36 + x37 + x38 + x39 + x40 <= 400 End