\ Equation counts \ Total E G L N X C B \ 92 16 0 76 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 53 44 9 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 453 261 192 0 \ Minimize obj: 6.2 x1 + 9.4 x2 + 7.6 x3 + 10.2 x4 + 1.67 x5 + 2.53 x6 + 2.05 x7 + 2.75 x8 + 3.58 x9 + 5.42 x10 + 4.39 x11 + 5.89 x12 + 4.53 x13 + 6.87 x14 + 5.55 x15 + 7.45 x16 + 2.62 x17 + 3.98 x18 + 3.22 x19 + 4.32 x20 - 10.5 x21 - 11.2 x22 - 12.5 x23 - 10.5 x24 - 11.2 x25 - 12.5 x26 - 10.5 x27 - 11.2 x28 - 12.5 x29 - 10.5 x30 - 11.2 x31 - 12.5 x32 + 0 x33 + 0 x34 + 0 x35 + 0 x36 + 0 x37 + 0 x38 + 0 x39 + 0 x40 + 0 x41 + 0 x42 + 0 x43 + 0 x44 + 2.6e2 b45 + 70 b46 + 1.5e2 b47 + 1.9e2 b48 + 1.1e2 b49 + 3.1e2 b50 + 4.7e2 b51 + 3.8e2 b52 + 5.1e2 b53 Subject To e2: - x21 - x24 - x27 - x30 <= -229 e3: - x22 - x25 - x28 - x31 <= -173 e4: - x23 - x26 - x29 - x32 <= -284 e5: x21 + x24 + x27 + x30 <= 229 e6: x22 + x25 + x28 + x31 <= 173 e7: x23 + x26 + x29 + x32 <= 284 e8: x1 + x5 + x9 + x13 + x17 - x21 - x22 - x23 = 0 e9: x2 + x6 + x10 + x14 + x18 - x24 - x25 - x26 = 0 e10: x3 + x7 + x11 + x15 + x19 - x27 - x28 - x29 = 0 e11: x4 + x8 + x12 + x16 + x20 - x30 - x31 - x32 = 0 e12: 9.09e-2 x1 + .5 x5 + .32 x9 + .4286 x13 + .1299 x17 + [ - x21 * x33 - x22 * x33 - x23 * x33 ] = 0 e13: .5455 x1 + .125 x5 + .44 x9 + .4286 x13 + .3506 x17 + [ - x21 * x34 - x22 * x34 - x23 * x34 ] = 0 e14: .3636 x1 + .375 x5 + .24 x9 + .1428 x13 + .5195 x17 + [ - x21 * x35 - x22 * x35 - x23 * x35 ] = 0 e15: 9.09e-2 x2 + .5 x6 + .32 x10 + .4286 x14 + .1299 x18 + [ - x24 * x36 - x25 * x36 - x26 * x36 ] = 0 e16: .5455 x2 + .125 x6 + .44 x10 + .4286 x14 + .3506 x18 + [ - x24 * x37 - x25 * x37 - x26 * x37 ] = 0 e17: .3636 x2 + .375 x6 + .24 x10 + .1428 x14 + .5195 x18 + [ - x24 * x38 - x25 * x38 - x26 * x38 ] = 0 e18: 9.09e-2 x3 + .5 x7 + .32 x11 + .4286 x15 + .1299 x19 + [ - x27 * x39 - x28 * x39 - x29 * x39 ] = 0 e19: .5455 x3 + .125 x7 + .44 x11 + .4286 x15 + .3506 x19 + [ - x27 * x40 - x28 * x40 - x29 * x40 ] = 0 e20: .3636 x3 + .375 x7 + .24 x11 + .1428 x15 + .5195 x19 + [ - x27 * x41 - x28 * x41 - x29 * x41 ] = 0 e21: 9.09e-2 x4 + .5 x8 + .32 x12 + .4286 x16 + .1299 x20 + [ - x30 * x42 - x31 * x42 - x32 * x42 ] = 0 e22: .5455 x4 + .125 x8 + .44 x12 + .4286 x16 + .3506 x20 + [ - x30 * x43 - x31 * x43 - x32 * x43 ] = 0 e23: .3636 x4 + .375 x8 + .24 x12 + .1428 x16 + .5195 x20 + [ - x30 * x44 - x31 * x44 - x32 * x44 ] = 0 e24: .13 x21 + .13 x24 + .13 x27 + .13 x30 + [ - x21 * x33 - x24 * x36 - x27 * x39 - x30 * x42 ] <= 0 e25: .38 x21 + .38 x24 + .38 x27 + .38 x30 + [ - x21 * x34 - x24 * x37 - x27 * x40 - x30 * x43 ] <= 0 e26: .49 x21 + .49 x24 + .49 x27 + .49 x30 + [ - x21 * x35 - x24 * x38 - x27 * x41 - x30 * x44 ] <= 0 e27: .27 x22 + .27 x25 + .27 x28 + .27 x31 + [ - x22 * x33 - x25 * x36 - x28 * x39 - x31 * x42 ] <= 0 e28: .43 x22 + .43 x25 + .43 x28 + .43 x31 + [ - x22 * x34 - x25 * x37 - x28 * x40 - x31 * x43 ] <= 0 e29: .3 x22 + .3 x25 + .3 x28 + .3 x31 + [ - x22 * x35 - x25 * x38 - x28 * x41 - x31 * x44 ] <= 0 e30: .45 x23 + .45 x26 + .45 x29 + .45 x32 + [ - x23 * x33 - x26 * x36 - x29 * x39 - x32 * x42 ] <= 0 e31: .2 x23 + .2 x26 + .2 x29 + .2 x32 + [ - x23 * x34 - x26 * x37 - x29 * x40 - x32 * x43 ] <= 0 e32: .35 x23 + .35 x26 + .35 x29 + .35 x32 + [ - x23 * x35 - x26 * x38 - x29 * x41 - x32 * x44 ] <= 0 e33: - .13 x21 - .13 x24 - .13 x27 - .13 x30 + [ x21 * x33 + x24 * x36 + x27 * x39 + x30 * x42 ] <= 0 e34: - .38 x21 - .38 x24 - .38 x27 - .38 x30 + [ x21 * x34 + x24 * x37 + x27 * x40 + x30 * x43 ] <= 0 e35: - .49 x21 - .49 x24 - .49 x27 - .49 x30 + [ x21 * x35 + x24 * x38 + x27 * x41 + x30 * x44 ] <= 0 e36: - .27 x22 - .27 x25 - .27 x28 - .27 x31 + [ x22 * x33 + x25 * x36 + x28 * x39 + x31 * x42 ] <= 0 e37: - .43 x22 - .43 x25 - .43 x28 - .43 x31 + [ x22 * x34 + x25 * x37 + x28 * x40 + x31 * x43 ] <= 0 e38: - .3 x22 - .3 x25 - .3 x28 - .3 x31 + [ x22 * x35 + x25 * x38 + x28 * x41 + x31 * x44 ] <= 0 e39: - .45 x23 - .45 x26 - .45 x29 - .45 x32 + [ x23 * x33 + x26 * x36 + x29 * x39 + x32 * x42 ] <= 0 e40: - .2 x23 - .2 x26 - .2 x29 - .2 x32 + [ x23 * x34 + x26 * x37 + x29 * x40 + x32 * x43 ] <= 0 e41: - .35 x23 - .35 x26 - .35 x29 - .35 x32 + [ x23 * x35 + x26 * x38 + x29 * x41 + x32 * x44 ] <= 0 e42: x1 - 686 b50 <= 0 e43: x2 - 686 b51 <= 0 e44: x3 - 686 b52 <= 0 e45: x4 - 686 b53 <= 0 e46: x5 - 686 b50 <= 0 e47: x6 - 686 b51 <= 0 e48: x7 - 686 b52 <= 0 e49: x8 - 686 b53 <= 0 e50: x9 - 686 b50 <= 0 e51: x10 - 686 b51 <= 0 e52: x11 - 686 b52 <= 0 e53: x12 - 686 b53 <= 0 e54: x13 - 686 b50 <= 0 e55: x14 - 686 b51 <= 0 e56: x15 - 686 b52 <= 0 e57: x16 - 686 b53 <= 0 e58: x17 - 686 b50 <= 0 e59: x18 - 686 b51 <= 0 e60: x19 - 686 b52 <= 0 e61: x20 - 686 b53 <= 0 e62: x1 - 686 b45 <= 0 e63: x2 - 686 b45 <= 0 e64: x3 - 686 b45 <= 0 e65: x4 - 686 b45 <= 0 e66: x5 - 686 b46 <= 0 e67: x6 - 686 b46 <= 0 e68: x7 - 686 b46 <= 0 e69: x8 - 686 b46 <= 0 e70: x9 - 686 b47 <= 0 e71: x10 - 686 b47 <= 0 e72: x11 - 686 b47 <= 0 e73: x12 - 686 b47 <= 0 e74: x13 - 686 b48 <= 0 e75: x14 - 686 b48 <= 0 e76: x15 - 686 b48 <= 0 e77: x16 - 686 b48 <= 0 e78: x17 - 686 b49 <= 0 e79: x18 - 686 b49 <= 0 e80: x19 - 686 b49 <= 0 e81: x20 - 686 b49 <= 0 e82: x21 - 229 b50 <= 0 e83: x22 - 173 b50 <= 0 e84: x23 - 284 b50 <= 0 e85: x24 - 229 b51 <= 0 e86: x25 - 173 b51 <= 0 e87: x26 - 284 b51 <= 0 e88: x27 - 229 b52 <= 0 e89: x28 - 173 b52 <= 0 e90: x29 - 284 b52 <= 0 e91: x30 - 229 b53 <= 0 e92: x31 - 173 b53 <= 0 e93: x32 - 284 b53 <= 0 Bounds x1 <= 686 x2 <= 686 x3 <= 686 x4 <= 686 x5 <= 686 x6 <= 686 x7 <= 686 x8 <= 686 x9 <= 686 x10 <= 686 x11 <= 686 x12 <= 686 x13 <= 686 x14 <= 686 x15 <= 686 x16 <= 686 x17 <= 686 x18 <= 686 x19 <= 686 x20 <= 686 x21 <= 229 x22 <= 173 x23 <= 284 x24 <= 229 x25 <= 173 x26 <= 284 x27 <= 229 x28 <= 173 x29 <= 284 x30 <= 229 x31 <= 173 x32 <= 284 9.09e-2 <= x33 <= .5 .125 <= x34 <= .5455 .1428 <= x35 <= .5195 9.09e-2 <= x36 <= .5 .125 <= x37 <= .5455 .1428 <= x38 <= .5195 9.09e-2 <= x39 <= .5 .125 <= x40 <= .5455 .1428 <= x41 <= .5195 9.09e-2 <= x42 <= .5 .125 <= x43 <= .5455 .1428 <= x44 <= .5195 Binary b45 b46 b47 b48 b49 b50 b51 b52 b53 End