\ Equation counts \ Total E G L N X C B \ 183 122 0 61 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 192 131 61 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 862 740 122 0 \ Minimize obj: b2 + b3 + b4 + b5 + b6 + b7 + b8 + b9 + b10 + b11 + b12 + b13 + b14 + b15 + b16 + b17 + b18 + b19 + b20 + b21 + b22 + b23 + b24 + b25 + b26 + b27 + b28 + b29 + b30 + b31 + b32 + b33 + b34 + b35 + b36 + b37 + b38 + b39 + b40 + b41 + b42 + b43 + b44 + b45 + b46 + b47 + b48 + b49 + b50 + b51 + b52 + b53 + b54 + b55 + b56 + b57 + b58 + b59 + b60 + b61 + b62 + 0 x63 + 0 x64 + 0 x65 + 0 x66 + 0 x67 + 0 x68 + 0 x69 + 0 x70 + 0 x71 + 0 x72 + 0 x73 + 0 x74 + 0 x75 + 0 x76 + 0 x77 + 0 x78 + 0 x79 + 0 x80 + 0 x81 + 0 x82 + 0 x83 + 0 x84 + 0 x85 + 0 x86 + 0 x87 + 0 x88 + 0 x89 + 0 x90 + 0 x91 + 0 x92 + 0 x93 + 0 x94 + 0 x95 + 0 x96 + 0 x97 + 0 x98 + 0 x99 + 0 x100 + 0 x101 + 0 x102 + 0 x103 + 0 x104 + 0 x105 + 0 x106 + 0 x107 + 0 x108 + 0 x109 + 0 x110 + 0 x111 + 0 x112 + 0 x113 + 0 x114 + 0 x115 + 0 x116 + 0 x117 + 0 x118 + 0 x119 + 0 x120 + 0 x121 + 0 x122 + 0 x123 + 0 x124 + 0 x125 + 0 x126 + 0 x127 + 0 x128 + 0 x129 + 0 x130 + 0 x131 + 0 x132 + 0 x133 + 0 x134 + 0 x135 + 0 x136 + 0 x137 + 0 x138 + 0 x139 + 0 x140 + 0 x141 + 0 x142 + 0 x143 + 0 x144 + 0 x145 + 0 x146 + 0 x147 + 0 x148 + 0 x149 + 0 x150 + 0 x151 + 0 x152 + 0 x153 + 0 x154 + 0 x155 + 0 x156 + 0 x157 + 0 x158 + 0 x159 + 0 x160 + 0 x161 + 0 x162 + 0 x163 + 0 x164 + 0 x165 + 0 x166 + 0 x167 + 0 x168 + 0 x169 + 0 x170 + 0 x171 + 0 x172 + 0 x173 + 0 x174 + 0 x175 + 0 x176 + 0 x177 + 0 x178 + 0 x179 + 0 x180 + 0 x181 + 0 x182 + 0 x183 + 0 x184 + 0 x185 + 0 x186 + 0 x187 + 0 x188 + 0 x189 + 0 x190 + 0 x191 + 0 x192 + 0 x193 Subject To e2: - 71 x63 - 0.26 x64 - 9 x65 - 4.6 x66 - 14 x67 - x68 - x69 + x70 - x71 <= -1 e3: - 72 x63 - 0.38 x64 - 6 x65 - 4.1 x66 - 14 x67 - 1.7 x68 - 0.588 x69 + x70 - x72 <= -1 e4: - 55 x63 - 0.26 x64 - 4 x65 - 3.42 x66 - 14 x67 - x68 - x69 + x70 - x73 <= -1 e5: - 60 x63 - 0.253 x64 - 12.062 x65 - 4.603 x66 - 16 x67 - 1.45 x68 - 0.788 x69 + x70 - x74 <= -1 e6: 57 x63 + 0.16 x64 + 22 x65 + 5.75 x66 + 18 x67 + 2.25 x68 + 0.571 x69 - x70 - x75 <= -1 e7: - 68 x63 - 0.26 x64 - 5 x65 - 4.31 x66 - 12 x67 - x68 - 0.857 x69 + x70 - x76 <= -1 e8: - 62 x63 - 0.23 x64 - 31 x65 - 5.43 x66 - 22.5 x67 - 1.875 x68 - 0.857 x69 + x70 - x77 <= -1 e9: - 60 x63 - 0.33 x64 - 8 x65 - 5.25 x66 - 14 x67 - x68 - x69 + x70 - x78 <= -1 e10: - 46 x63 - 0.34 x64 - 5.09 x66 - 16 x67 - 1.14 x68 - 1.003 x69 + x70 - x79 <= -1 e11: - 54 x63 - 0.14 x64 - 13 x65 - 4.49 x66 - 15.5 x67 - 1.19 x68 - 0.93 x69 + x70 - x80 <= -1 e12: 77 x63 + 0.13 x64 + 16 x65 + 4.23 x66 + 18 x67 + 1.8 x68 + 0.714 x69 - x70 - x81 <= -1 e13: - 62 x63 - 0.45 x64 - 9 x65 - 3.6 x66 - 16 x67 - 1.14 x68 - 1.003 x69 + x70 - x82 - x83 <= -1 e14: - 73 x63 - 0.33 x64 - 6 x65 - 4 x66 - 14 x67 - x68 - x69 + x70 - x84 <= -1 e15: - 60 x63 - 0.15 x64 - 10 x65 - 3.73 x66 - 14 x67 - x68 - x69 + x70 - x85 <= -1 e16: 62 x63 + 0.12 x64 + 23 x65 + 5.8 x66 + 11.67 x67 + 2.33 x68 + 0.358 x69 - x70 - x86 <= -1 e17: - 55 x63 - 0.25 x64 - 12.063 x65 - 4.29 x66 - 14 x67 - x68 - x69 + x70 - x82 - x87 <= -1 e18: 69 x63 + 0.26 x64 + 11 x65 + 4.65 x66 + 18 x67 + 1.64 x68 + 0.784 x69 - x70 + x82 - x88 <= -1 e19: 62.529 x63 + 0.07 x64 + 20 x65 + 5.2 x66 + 24 x67 + 2 x68 + 0.857 x69 - x70 + x82 - x89 <= -1 e20: 66 x63 + 0.09 x64 + 17 x65 + 5.819 x66 + 8 x67 + 1.333 x68 + 0.429 x69 - x70 - x90 <= -1 e21: 66 x63 + 0.22 x64 + 15 x65 + 5.4 x66 + 27 x67 + 2.25 x68 + 0.857 x69 - x70 + x82 - x91 <= -1 e22: 69 x63 + 0.15 x64 + 12 x65 + 5.39 x66 + 19.5 x67 + 1.625 x68 + 0.857 x69 - x70 - x92 <= -1 e23: 85 x63 + 0.18 x64 + 19 x65 + 5.46 x66 + 13.83 x67 + 1.38 x68 + 0.71 x69 - x70 + x82 - x93 <= -1 e24: 73 x63 + 0.23 x64 + 12.733 x65 + 6.06 x66 + 7.5 x67 + 1.5 x68 + 0.36 x69 - x70 - x94 <= -1 e25: 71 x63 + 0.17 x64 + 4.65 x66 + 8 x67 + x68 + 0.57 x69 - x70 - x95 <= -1 e26: - 55 x63 - 0.21 x64 - 4.2 x65 - 4.16 x66 - 14 x67 - 1.56 x68 - 0.64 x69 + x70 - x82 - x96 <= -1 e27: - 61 x63 - 0.61 x64 - 13.1 x65 - 4.07 x66 - 13 x67 - 1.625 x68 - 0.571 x69 + x70 - x97 <= -1 e28: - 54 x63 - 0.35 x64 - 9.3 x65 - 3.63 x66 - 11 x67 - 1.222 x68 - 0.64 x69 + x70 - x98 <= -1 e29: - 70 x63 - 0.27 x64 - 4.7 x65 - 4.49 x66 - 22 x67 - 2 x68 - 0.786 x69 + x70 - x82 - x99 <= -1 e30: - 79 x63 - 0.15 x64 - 17.5 x65 - 4.27 x66 - 13 x67 - 1.3 x68 - 0.714 x69 + x70 - x100 <= -1 e31: 59 x63 + 0.03 x64 + 21.3 x65 + 6.29 x66 + 17 x67 + 1.31 x68 + 0.928 x69 - x70 - x101 <= -1 e32: - 58 x63 - 0.3 x64 - 9.4 x65 - 3.49 x66 - 14 x67 - x68 - x69 + x70 - x102 <= -1 e33: 60 x63 + 0.01 x64 + 24.6 x65 + 5.65 x66 + 39 x67 + 3 x68 + 0.928 x69 - x70 - x103 <= -1 e34: - 66 x63 - 0.29 x64 - 15.6 x65 - 6.15 x66 - 14 x67 - x68 - x69 + x70 - x104 <= -1 e35: - 63 x63 - 0.15 x64 - 13 x65 - 4.57 x66 - 13 x67 - 1.08 x68 - 0.857 x69 + x70 - x105 <= -1 e36: - 57 x63 - 0.13 x64 - 18.6 x65 - 4.37 x66 - 12.33 x67 - 1.37 x68 - 0.642 x69 + x70 - x106 <= -1 e37: - 70 x63 - 0.1 x64 - 9.8 x65 - 5.3 x66 - 23 x67 - 2.3 x68 - 0.714 x69 + x70 - x107 <= -1 e38: - 79 x63 - 0.17 x64 - 11.9 x65 - 5.15 x66 - 10.5 x67 - 1.05 x68 - 0.714 x69 + x70 - x108 <= -1 e39: - 72 x63 - 0.187 x64 - 12 x65 - 5.02 x66 - 13 x67 - 1.18 x68 - 0.785 x69 + x70 - x109 <= -1 e40: - 51 x63 - 0.16 x64 - 13.2 x65 - 5.26 x66 - 11 x67 - x68 - 0.786 x69 + x70 - x110 <= -1 e41: - 70 x63 - 0.25 x64 - 9.7 x65 - 5.57 x66 - 5.5 x67 - 1.1 x68 - 0.357 x69 + x70 - x82 - x111 <= -1 e42: - 65 x63 - 0.36 x64 - 8.8 x65 - 5.78 x66 - 12 x67 - x68 - 0.857 x69 + x70 - x112 <= -1 e43: - 78 x63 - 0.06 x64 - 16.1 x65 - 5.62 x66 - 13.67 x67 - 1.367 x68 - 0.714 x69 + x70 - x113 <= -1 e44: 86 x63 + 0.225 x64 + 12.2 x65 + 5.2 x66 + 24 x67 + 2.18 x68 + 0.786 x69 - x70 - x114 <= -1 e45: - 56 x63 - 0.25 x64 - 11 x65 - 4.72 x66 - 11 x67 - x68 - 0.785 x69 + x70 - x115 <= -1 e46: - 60 x63 - 0.12 x64 - 10.2 x65 - 4.31 x66 - 15 x67 - 1.67 x68 - 0.64 x69 + x70 - x116 <= -1 e47: - 59 x63 - 0.29 x64 - 7.5 x65 - 4.75 x66 - 13 x67 - 1.08 x68 - 0.857 x69 + x70 - x117 <= -1 e48: - 54 x63 - 0.217 x64 - 17.9 x65 - 4.54 x66 - 16.5 x67 - 1.18 x68 - x69 + x70 - x118 <= -1 e49: - 64 x63 - 0.2 x64 - 7.1 x65 - 4.58 x66 - 14 x67 - x68 - x69 + x70 - x119 <= -1 e50: - 54 x63 - 0.07 x64 - 16.8 x65 - 4.16 x66 - 18 x67 - 1.5 x68 - 0.857 x69 + x70 - x82 - x120 <= -1 e51: 78 x63 + 0.05 x64 + 10 x65 + 4.44 x66 + 15 x67 + 1.36 x68 + 0.786 x69 - x70 - x121 <= -1 e52: - 55 x63 - 0.28 x64 - 5.5 x65 - 4.48 x66 - 22 x67 - 1.83 x68 - 0.857 x69 + x70 - x122 <= -1 e53: - 59 x63 - 0.344 x64 - 9.1 x65 - 4.04 x66 - 9 x67 - x68 - 0.643 x69 + x70 - x123 <= -1 e54: 74 x63 + 0.2 x64 + 4.8 x65 + 4.56 x66 + 12.5 x67 + 1.04 x68 + 0.857 x69 - x70 - x124 <= -1 e55: 65 x63 + 0.16 x64 + 8.5 x65 + 5.47 x66 + 16 x67 + 1.45 x68 + 0.786 x69 - x70 + x82 - x125 <= -1 e56: 58 x63 + 0.17 x64 + 28.9 x65 + 6.73 x66 + 26.08 x67 + 2.01 x68 + 0.928 x69 - x70 - x126 <= -1 e57: - 70 x63 - 0.38 x64 - 4.55 x66 - 10 x67 - x68 - 0.714 x69 + x70 - x127 <= -1 e58: 63 x63 + 0.3 x64 + 6.9 x65 + 3.52 x66 + 18.16 x67 + 1.51 x68 + 0.857 x69 - x70 - x128 <= -1 e59: - 59 x63 - 0.17 x64 - 14.3 x65 - 5.49 x66 - 13.5 x67 - 1.5 x68 - 0.643 x69 + x70 - x129 <= -1 e60: - 57 x63 - 0.228 x64 - 9.7 x65 - 4.29 x66 - 11 x67 - x68 - 0.786 x69 + x70 - x130 <= -1 e61: 78 x63 + 0.23 x64 + 40 x65 + 6.23 x66 + 14 x67 + 1.4 x68 + 0.714 x69 - x70 - x131 <= -1 e62: 62 x63 + 0.26 x64 + 7.6 x65 + 4.42 x66 + 14 x67 + x68 + x69 - x70 - x132 <= -1 e63: - b2 - x133 = -1 e64: - b3 - x134 = -1 e65: - b4 - x135 = -1 e66: - b5 - x136 = -1 e67: - b6 - x137 = -1 e68: - b7 - x138 = -1 e69: - b8 - x139 = -1 e70: - b9 - x140 = -1 e71: - b10 - x141 = -1 e72: - b11 - x142 = -1 e73: - b12 - x143 = -1 e74: - b13 - x144 = -1 e75: - b14 - x145 = -1 e76: - b15 - x146 = -1 e77: - b16 - x147 = -1 e78: - b17 - x148 = -1 e79: - b18 - x149 = -1 e80: - b19 - x150 = -1 e81: - b20 - x151 = -1 e82: - b21 - x152 = -1 e83: - b22 - x153 = -1 e84: - b23 - x154 = -1 e85: - b24 - x155 = -1 e86: - b25 - x156 = -1 e87: - b26 - x157 = -1 e88: - b27 - x158 = -1 e89: - b28 - x159 = -1 e90: - b29 - x160 = -1 e91: - b30 - x161 = -1 e92: - b31 - x162 = -1 e93: - b32 - x163 = -1 e94: - b33 - x164 = -1 e95: - b34 - x165 = -1 e96: - b35 - x166 = -1 e97: - b36 - x167 = -1 e98: - b37 - x168 = -1 e99: - b38 - x169 = -1 e100: - b39 - x170 = -1 e101: - b40 - x171 = -1 e102: - b41 - x172 = -1 e103: - b42 - x173 = -1 e104: - b43 - x174 = -1 e105: - b44 - x175 = -1 e106: - b45 - x176 = -1 e107: - b46 - x177 = -1 e108: - b47 - x178 = -1 e109: - b48 - x179 = -1 e110: - b49 - x180 = -1 e111: - b50 - x181 = -1 e112: - b51 - x182 = -1 e113: - b52 - x183 = -1 e114: - b53 - x184 = -1 e115: - b54 - x185 = -1 e116: - b55 - x186 = -1 e117: - b56 - x187 = -1 e118: - b57 - x188 = -1 e119: - b58 - x189 = -1 e120: - b59 - x190 = -1 e121: - b60 - x191 = -1 e122: - b61 - x192 = -1 e123: - b62 - x193 = -1 e124: [ x71 * x133 ] = 0 e125: [ x72 * x134 ] = 0 e126: [ x73 * x135 ] = 0 e127: [ x74 * x136 ] = 0 e128: [ x75 * x137 ] = 0 e129: [ x76 * x138 ] = 0 e130: [ x77 * x139 ] = 0 e131: [ x78 * x140 ] = 0 e132: [ x79 * x141 ] = 0 e133: [ x80 * x142 ] = 0 e134: [ x81 * x143 ] = 0 e135: [ x83 * x144 ] = 0 e136: [ x84 * x145 ] = 0 e137: [ x85 * x146 ] = 0 e138: [ x86 * x147 ] = 0 e139: [ x87 * x148 ] = 0 e140: [ x88 * x149 ] = 0 e141: [ x89 * x150 ] = 0 e142: [ x90 * x151 ] = 0 e143: [ x91 * x152 ] = 0 e144: [ x92 * x153 ] = 0 e145: [ x93 * x154 ] = 0 e146: [ x94 * x155 ] = 0 e147: [ x95 * x156 ] = 0 e148: [ x96 * x157 ] = 0 e149: [ x97 * x158 ] = 0 e150: [ x98 * x159 ] = 0 e151: [ x99 * x160 ] = 0 e152: [ x100 * x161 ] = 0 e153: [ x101 * x162 ] = 0 e154: [ x102 * x163 ] = 0 e155: [ x103 * x164 ] = 0 e156: [ x104 * x165 ] = 0 e157: [ x105 * x166 ] = 0 e158: [ x106 * x167 ] = 0 e159: [ x107 * x168 ] = 0 e160: [ x108 * x169 ] = 0 e161: [ x109 * x170 ] = 0 e162: [ x110 * x171 ] = 0 e163: [ x111 * x172 ] = 0 e164: [ x112 * x173 ] = 0 e165: [ x113 * x174 ] = 0 e166: [ x114 * x175 ] = 0 e167: [ x115 * x176 ] = 0 e168: [ x116 * x177 ] = 0 e169: [ x117 * x178 ] = 0 e170: [ x118 * x179 ] = 0 e171: [ x119 * x180 ] = 0 e172: [ x120 * x181 ] = 0 e173: [ x121 * x182 ] = 0 e174: [ x122 * x183 ] = 0 e175: [ x123 * x184 ] = 0 e176: [ x124 * x185 ] = 0 e177: [ x125 * x186 ] = 0 e178: [ x126 * x187 ] = 0 e179: [ x127 * x188 ] = 0 e180: [ x128 * x189 ] = 0 e181: [ x129 * x190 ] = 0 e182: [ x130 * x191 ] = 0 e183: [ x131 * x192 ] = 0 e184: [ x132 * x193 ] = 0 Bounds x63 Free x64 Free x65 Free x66 Free x67 Free x68 Free x69 Free x70 Free x82 Free x133 Free x134 Free x135 Free x136 Free x137 Free x138 Free x139 Free x140 Free x141 Free x142 Free x143 Free x144 Free x145 Free x146 Free x147 Free x148 Free x149 Free x150 Free x151 Free x152 Free x153 Free x154 Free x155 Free x156 Free x157 Free x158 Free x159 Free x160 Free x161 Free x162 Free x163 Free x164 Free x165 Free x166 Free x167 Free x168 Free x169 Free x170 Free x171 Free x172 Free x173 Free x174 Free x175 Free x176 Free x177 Free x178 Free x179 Free x180 Free x181 Free x182 Free x183 Free x184 Free x185 Free x186 Free x187 Free x188 Free x189 Free x190 Free x191 Free x192 Free x193 Free Binary b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 End