\ Equation counts \ Total E G L N X C B \ 47 46 0 1 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 196 196 0 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 677 437 240 0 \ Minimize obj: x2 + x3 + x4 + x5 + x6 + x7 + x8 + x9 + x10 + x11 + 0 x12 + 0 x13 + 0 x14 + 0 x15 + 0 x16 + 0 x17 + 0 x18 + 0 x19 + 0 x20 + 0 x21 + 0 x22 + 0 x23 + 0 x24 + 0 x25 + 0 x26 + 0 x27 + 0 x28 + 0 x29 + 0 x30 + 0 x31 + 0 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 + 0 x45 + 0 x46 + 0 x47 + 0 x48 + 0 x49 + 0 x50 + 0 x51 + 0 x52 + 0 x53 + 0 x54 + 0 x55 + 0 x56 + 0 x57 + 0 x58 + 0 x59 + 0 x60 + 0 x61 + 0 x62 + 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 + 0 x194 + 0 x195 + 0 x196 + 0 x197 Subject To e2: - x12 - x13 - x14 - x15 - x16 - x17 - x18 - x19 - x20 - x21 - x22 = -90 e3: - x23 - x24 - x25 - x26 - x27 - x28 - x29 - x30 - x31 - x32 - x33 = -350 e4: - x34 - x35 - x36 - x37 - x38 - x39 - x40 - x41 - x42 - x43 - x44 = -200 e5: - x45 - x46 - x47 - x48 - x49 - x50 - x51 - x52 - x53 - x54 - x55 = -40 e6: - x56 - x57 - x58 - x59 - x60 - x61 - x62 - x63 - x64 - x65 - x66 = -130 e7: x2 - x13 - x24 - x35 - x46 - x57 - x67 - x68 - x69 - x70 - x71 - x72 - x73 - x74 - x75 - x76 = 0 e8: x3 - x14 - x25 - x36 - x47 - x58 - x77 - x78 - x79 - x80 - x81 - x82 - x83 - x84 - x85 - x86 = 0 e9: x4 - x15 - x26 - x37 - x48 - x59 - x87 - x88 - x89 - x90 - x91 - x92 - x93 - x94 - x95 - x96 = 0 e10: x5 - x16 - x27 - x38 - x49 - x60 - x97 - x98 - x99 - x100 - x101 - x102 - x103 - x104 - x105 - x106 = 0 e11: x6 - x17 - x28 - x39 - x50 - x61 - x107 - x108 - x109 - x110 - x111 - x112 - x113 - x114 - x115 - x116 = 0 e12: x7 - x18 - x29 - x40 - x51 - x62 - x117 - x118 - x119 - x120 - x121 - x122 - x123 - x124 - x125 - x126 = 0 e13: x8 - x19 - x30 - x41 - x52 - x63 - x127 - x128 - x129 - x130 - x131 - x132 - x133 - x134 - x135 - x136 = 0 e14: x9 - x20 - x31 - x42 - x53 - x64 - x137 - x138 - x139 - x140 - x141 - x142 - x143 - x144 - x145 - x146 = 0 e15: x10 - x21 - x32 - x43 - x54 - x65 - x147 - x148 - x149 - x150 - x151 - x152 - x153 - x154 - x155 - x156 = 0 e16: x11 - x22 - x33 - x44 - x55 - x66 - x157 - x158 - x159 - x160 - x161 - x162 - x163 - x164 - x165 - x166 = 0 e17: x2 - x67 - x77 - x87 - x97 - x107 - x117 - x127 - x137 - x147 - x157 - x167 = 0 e18: x3 - x68 - x78 - x88 - x98 - x108 - x118 - x128 - x138 - x148 - x158 - x168 = 0 e19: x4 - x69 - x79 - x89 - x99 - x109 - x119 - x129 - x139 - x149 - x159 - x169 = 0 e20: x5 - x70 - x80 - x90 - x100 - x110 - x120 - x130 - x140 - x150 - x160 - x170 = 0 e21: x6 - x71 - x81 - x91 - x101 - x111 - x121 - x131 - x141 - x151 - x161 - x171 = 0 e22: x7 - x72 - x82 - x92 - x102 - x112 - x122 - x132 - x142 - x152 - x162 - x172 = 0 e23: x8 - x73 - x83 - x93 - x103 - x113 - x123 - x133 - x143 - x153 - x163 - x173 = 0 e24: x9 - x74 - x84 - x94 - x104 - x114 - x124 - x134 - x144 - x154 - x164 - x174 = 0 e25: x10 - x75 - x85 - x95 - x105 - x115 - x125 - x135 - x145 - x155 - x165 - x175 = 0 e26: x11 - x76 - x86 - x96 - x106 - x116 - x126 - x136 - x146 - x156 - x166 - x176 = 0 e27: - x12 - x23 - x34 - x45 - x56 - x167 - x168 - x169 - x170 - x171 - x172 - x173 - x174 - x175 - x176 + x177 = 0 e28: - 0.05 x178 + x179 = 0 e29: - 0.2 x180 + x181 = 0 e30: - 0.15 x182 + x183 = 0 e31: - 0.88 x184 + x185 = 0 e32: - 0.7 x186 + x187 = 0 e33: - 0.4 x188 + x189 = 0 e34: - 0.33 x190 + x191 = 0 e35: - 0.3 x192 + x193 = 0 e36: - 0.4 x194 + x195 = 0 e37: - 0.3 x196 + x197 = 0 e38: 330 x13 + 50 x24 + 150 x35 + 240 x46 + 120 x57 + [ - x2 * x178 + x67 * x179 + x68 * x181 + x69 * x183 + x70 * x185 + x71 * x187 + x72 * x189 + x73 * x191 + x74 * x193 + x75 * x195 + x76 * x197 ] = 0 e39: 330 x14 + 50 x25 + 150 x36 + 240 x47 + 120 x58 + [ - x3 * x180 + x77 * x179 + x78 * x181 + x79 * x183 + x80 * x185 + x81 * x187 + x82 * x189 + x83 * x191 + x84 * x193 + x85 * x195 + x86 * x197 ] = 0 e40: 330 x15 + 50 x26 + 150 x37 + 240 x48 + 120 x59 + [ - x4 * x182 + x87 * x179 + x88 * x181 + x89 * x183 + x90 * x185 + x91 * x187 + x92 * x189 + x93 * x191 + x94 * x193 + x95 * x195 + x96 * x197 ] = 0 e41: 330 x16 + 50 x27 + 150 x38 + 240 x49 + 120 x60 + [ - x5 * x184 + x97 * x179 + x98 * x181 + x99 * x183 + x100 * x185 + x101 * x187 + x102 * x189 + x103 * x191 + x104 * x193 + x105 * x195 + x106 * x197 ] = 0 e42: 330 x17 + 50 x28 + 150 x39 + 240 x50 + 120 x61 + [ - x6 * x186 + x107 * x179 + x108 * x181 + x109 * x183 + x110 * x185 + x111 * x187 + x112 * x189 + x113 * x191 + x114 * x193 + x115 * x195 + x116 * x197 ] = 0 e43: 330 x18 + 50 x29 + 150 x40 + 240 x51 + 120 x62 + [ - x7 * x188 + x117 * x179 + x118 * x181 + x119 * x183 + x120 * x185 + x121 * x187 + x122 * x189 + x123 * x191 + x124 * x193 + x125 * x195 + x126 * x197 ] = 0 e44: 330 x19 + 50 x30 + 150 x41 + 240 x52 + 120 x63 + [ - x8 * x190 + x127 * x179 + x128 * x181 + x129 * x183 + x130 * x185 + x131 * x187 + x132 * x189 + x133 * x191 + x134 * x193 + x135 * x195 + x136 * x197 ] = 0 e45: 330 x20 + 50 x31 + 150 x42 + 240 x53 + 120 x64 + [ - x9 * x192 + x137 * x179 + x138 * x181 + x139 * x183 + x140 * x185 + x141 * x187 + x142 * x189 + x143 * x191 + x144 * x193 + x145 * x195 + x146 * x197 ] = 0 e46: 330 x21 + 50 x32 + 150 x43 + 240 x54 + 120 x65 + [ - x10 * x194 + x147 * x179 + x148 * x181 + x149 * x183 + x150 * x185 + x151 * x187 + x152 * x189 + x153 * x191 + x154 * x193 + x155 * x195 + x156 * x197 ] = 0 e47: 330 x22 + 50 x33 + 150 x44 + 240 x55 + 120 x66 + [ - x11 * x196 + x157 * x179 + x158 * x181 + x159 * x183 + x160 * x185 + x161 * x187 + x162 * x189 + x163 * x191 + x164 * x193 + x165 * x195 + x166 * x197 ] = 0 e48: 330 x12 + 50 x23 + 150 x34 + 240 x45 + 120 x56 - 10 x177 + [ x167 * x179 + x168 * x181 + x169 * x183 + x170 * x185 + x171 * x187 + x172 * x189 + x173 * x191 + x174 * x193 + x175 * x195 + x176 * x197 ] <= 0 Bounds x2 <= 1000000 x3 <= 1000000 x4 <= 1000000 x5 <= 1000000 x6 <= 1000000 x7 <= 1000000 x8 <= 1000000 x9 <= 1000000 x10 <= 1000000 x11 <= 1000000 x12 <= 1000000 x13 <= 1000000 x14 <= 1000000 x15 <= 1000000 x16 <= 1000000 x17 <= 1000000 x18 <= 1000000 x19 <= 1000000 x20 <= 1000000 x21 <= 1000000 x22 <= 1000000 x23 <= 1000000 x24 <= 1000000 x25 <= 1000000 x26 <= 1000000 x27 <= 1000000 x28 <= 1000000 x29 <= 1000000 x30 <= 1000000 x31 <= 1000000 x32 <= 1000000 x33 <= 1000000 x34 <= 1000000 x35 <= 1000000 x36 <= 1000000 x37 <= 1000000 x38 <= 1000000 x39 <= 1000000 x40 <= 1000000 x41 <= 1000000 x42 <= 1000000 x43 <= 1000000 x44 <= 1000000 x45 <= 1000000 x46 <= 1000000 x47 <= 1000000 x48 <= 1000000 x49 <= 1000000 x50 <= 1000000 x51 <= 1000000 x52 <= 1000000 x53 <= 1000000 x54 <= 1000000 x55 <= 1000000 x56 <= 1000000 x57 <= 1000000 x58 <= 1000000 x59 <= 1000000 x60 <= 1000000 x61 <= 1000000 x62 <= 1000000 x63 <= 1000000 x64 <= 1000000 x65 <= 1000000 x66 <= 1000000 x67 <= 1000000 x68 <= 1000000 x69 <= 1000000 x70 <= 1000000 x71 <= 1000000 x72 <= 1000000 x73 <= 1000000 x74 <= 1000000 x75 <= 1000000 x76 <= 1000000 x77 <= 1000000 x78 <= 1000000 x79 <= 1000000 x80 <= 1000000 x81 <= 1000000 x82 <= 1000000 x83 <= 1000000 x84 <= 1000000 x85 <= 1000000 x86 <= 1000000 x87 <= 1000000 x88 <= 1000000 x89 <= 1000000 x90 <= 1000000 x91 <= 1000000 x92 <= 1000000 x93 <= 1000000 x94 <= 1000000 x95 <= 1000000 x96 <= 1000000 x97 <= 1000000 x98 <= 1000000 x99 <= 1000000 x100 <= 1000000 x101 <= 1000000 x102 <= 1000000 x103 <= 1000000 x104 <= 1000000 x105 <= 1000000 x106 <= 1000000 x107 <= 1000000 x108 <= 1000000 x109 <= 1000000 x110 <= 1000000 x111 <= 1000000 x112 <= 1000000 x113 <= 1000000 x114 <= 1000000 x115 <= 1000000 x116 <= 1000000 x117 <= 1000000 x118 <= 1000000 x119 <= 1000000 x120 <= 1000000 x121 <= 1000000 x122 <= 1000000 x123 <= 1000000 x124 <= 1000000 x125 <= 1000000 x126 <= 1000000 x127 <= 1000000 x128 <= 1000000 x129 <= 1000000 x130 <= 1000000 x131 <= 1000000 x132 <= 1000000 x133 <= 1000000 x134 <= 1000000 x135 <= 1000000 x136 <= 1000000 x137 <= 1000000 x138 <= 1000000 x139 <= 1000000 x140 <= 1000000 x141 <= 1000000 x142 <= 1000000 x143 <= 1000000 x144 <= 1000000 x145 <= 1000000 x146 <= 1000000 x147 <= 1000000 x148 <= 1000000 x149 <= 1000000 x150 <= 1000000 x151 <= 1000000 x152 <= 1000000 x153 <= 1000000 x154 <= 1000000 x155 <= 1000000 x156 <= 1000000 x157 <= 1000000 x158 <= 1000000 x159 <= 1000000 x160 <= 1000000 x161 <= 1000000 x162 <= 1000000 x163 <= 1000000 x164 <= 1000000 x165 <= 1000000 x166 <= 1000000 x167 <= 1000000 x168 <= 1000000 x169 <= 1000000 x170 <= 1000000 x171 <= 1000000 x172 <= 1000000 x173 <= 1000000 x174 <= 1000000 x175 <= 1000000 x176 <= 1000000 x177 <= 1000000 x178 <= 30 x179 <= 1000000 x180 <= 100 x181 <= 1000000 x182 <= 50 x183 <= 1000000 x184 <= 227 x185 <= 1000000 x186 <= 100 x187 <= 1000000 x188 <= 300 x189 <= 1000000 x190 <= 12 x191 <= 1000000 x192 <= 970 x193 <= 1000000 x194 <= 20 x195 <= 1000000 x196 <= 250 x197 <= 1000000 End