QPLIB_3809 LGQ minimize 256 # number of variables 89 # number of constraints 0.0 # default value for linear coefficients in objective 232 # number of non-default linear coefficients in objective 1 280.0154789 2 189.2881208 3 358.7018468 4 244.2417888 5 87.11394269 6 293.7411964 7 336.9384555 8 111.132571 9 286.1164292 10 94.42743983 11 367.1332901 12 614.9285858 13 438.1250517 14 661.9999041 15 653.5959475 16 130.78525 17 566.0392707 18 544.1978772 19 685.4036073 20 61.99281749 21 249.3506907 22 140.9090684 23 291.0794823 24 487.7806692 25 307.7839126 26 389.8026814 27 321.2877368 28 302.412987 29 409.7751403 30 257.0717517 31 175.7560948 32 423.6699595 33 198.7205463 34 344.4005012 35 208.9520892 36 430.7594074 37 496.6063233 38 397.9119363 39 287.7742975 40 423.0032907 41 237.886156 42 402.4022518 43 250.8250451 44 487.547042 45 568.2921825 46 448.0876128 47 320.3357658 48 490.167899 49 82.59338695 50 146.4486829 51 163.4520679 52 276.730055 53 273.1798764 54 277.803053 55 233.5525636 56 197.3932441 57 242.330997 58 284.4240301 59 363.2088309 60 294.2325553 61 325.1181623 62 299.4154821 63 259.4478948 64 309.9406167 65 222.1507249 66 217.7276466 67 281.7130737 68 38.15022917 69 111.2112042 70 65.28058161 71 112.4606391 72 198.6456437 73 421.3609123 74 534.8742618 75 475.7418161 76 352.7499292 77 531.6120826 78 280.5258264 79 137.0952394 80 575.7770749 81 351.4978505 82 405.9626492 83 432.8573696 84 166.7207409 85 330.5278083 86 114.3890812 87 41.88207053 88 413.5616672 89 355.5794991 90 345.4703852 91 430.8546774 92 30.0482829 93 165.4780109 94 77.93608451 95 173.8904854 96 312.2494127 97 571.7446275 98 471.6249239 99 710.1646024 100 261.6602174 101 51.05572843 102 360.0625473 103 481.891096 104 365.5133657 105 399.4904967 106 451.7695536 107 453.7389322 108 199.8437566 109 365.0583146 110 139.5867525 111 106.4269799 112 456.4386372 113 211.3905231 114 296.9653948 115 206.3602498 116 299.3997584 117 365.8732535 118 268.0371424 119 192.1666899 120 340.763818 121 481.9432768 122 476.8960327 123 605.4420024 124 60.33450608 125 248.6981867 126 116.3707327 127 226.4127683 128 437.7860184 129 30.16592161 130 155.3100055 131 62.43085772 132 374.0727492 133 359.3645743 134 371.5085748 135 313.6786612 136 236.6966875 137 342.9597799 138 243.3092409 139 455.7308333 140 283.1589641 141 108.0645387 142 345.5152729 143 397.2923717 144 159.0939707 145 340.6345836 146 206.2945872 147 430.2805948 148 370.9244295 149 179.264171 150 428.9218381 151 471.2811037 152 99.78084618 153 429.0592239 154 327.6802989 155 523.8019326 156 283.6447158 157 86.38757028 158 352.3984034 159 431.1729515 160 233.9933253 161 91.86375593 162 74.48770217 163 187.8222197 164 430.0269455 165 357.507784 166 448.5247002 167 411.9989562 168 173.9867601 169 712.7882312 170 461.0362835 171 848.8815244 172 792.1862409 173 442.0165659 174 897.5919294 175 977.9166079 176 293.4304029 177 296.3443201 178 364.7655942 179 329.815794 180 226.8900631 181 348.7313812 182 177.9423413 183 96.11837976 184 387.1547026 185 375.4262185 186 391.2693641 187 451.3543462 188 63.51877515 189 243.4364784 190 13.20086834 191 119.7005929 192 372.810301 193 541.8197328 194 384.1922697 195 642.5827056 196 495.3317794 197 251.9132296 198 573.7280238 199 649.8099967 200 263.3332816 201 308.7557347 202 117.9157102 203 77.2886044 204 343.1565377 205 134.2064282 206 89.01833527 207 346.8157658 208 124.3245857 209 78.94982612 210 430.096916 211 159.0518226 212 102.5864677 213 320.0777938 214 124.9233915 215 82.77582036 216 435.247357 217 157.01016 218 100.0204183 219 449.605928 220 160.6495594 221 101.8517124 222 467.0592153 223 164.4925365 224 103.5376423 225 97791.66079 226 97791.66079 227 97791.66079 228 97791.66079 229 97791.66079 230 97791.66079 231 97791.66079 232 97791.66079 0.0 # objective constant 72 # number of quadratic terms in all constraints 66 225 201 -2.0 66 233 201 2.0 66 233 225 2.0 67 225 202 -2.0 67 234 202 2.0 67 234 225 2.0 68 225 203 -2.0 68 235 203 2.0 68 235 225 2.0 69 226 204 -2.0 69 236 204 2.0 69 236 226 2.0 70 226 205 -2.0 70 237 205 2.0 70 237 226 2.0 71 226 206 -2.0 71 238 206 2.0 71 238 226 2.0 72 227 207 -2.0 72 239 207 2.0 72 239 227 2.0 73 227 208 -2.0 73 240 208 2.0 73 240 227 2.0 74 227 209 -2.0 74 241 209 2.0 74 241 227 2.0 75 228 210 -2.0 75 242 210 2.0 75 242 228 2.0 76 228 211 -2.0 76 243 211 2.0 76 243 228 2.0 77 228 212 -2.0 77 244 212 2.0 77 244 228 2.0 78 229 213 -2.0 78 245 213 2.0 78 245 229 2.0 79 229 214 -2.0 79 246 214 2.0 79 246 229 2.0 80 229 215 -2.0 80 247 215 2.0 80 247 229 2.0 81 230 216 -2.0 81 248 216 2.0 81 248 230 2.0 82 230 217 -2.0 82 249 217 2.0 82 249 230 2.0 83 230 218 -2.0 83 250 218 2.0 83 250 230 2.0 84 231 219 -2.0 84 251 219 2.0 84 251 231 2.0 85 231 220 -2.0 85 252 220 2.0 85 252 231 2.0 86 231 221 -2.0 86 253 221 2.0 86 253 231 2.0 87 232 222 -2.0 87 254 222 2.0 87 254 232 2.0 88 232 223 -2.0 88 255 223 2.0 88 255 232 2.0 89 232 224 -2.0 89 256 224 2.0 89 256 232 2.0 496 # number of linear terms in all constraints 1 1 0.702116132 1 9 1.146214016 1 17 1.057594812 1 25 0.578586645 1 33 0.886844823 1 41 1.009856519 1 49 0.734231906 1 57 1.097667431 1 65 0.530191888 1 73 0.982025936 1 81 0.89025893 1 89 0.672977112 1 97 1.170284932 1 105 0.698680975 1 113 0.518537857 1 121 1.10995052 1 129 0.728712913 1 137 0.970767027 1 145 0.868933215 1 153 0.827259074 1 161 0.935216386 1 169 1.484063515 1 177 0.608384089 1 185 0.739092857 1 193 0.992346352 1 233 -2.149677884 1 234 -4.299355767 1 235 -6.449033651 2 2 0.702116132 2 10 1.146214016 2 18 1.057594812 2 26 0.578586645 2 34 0.886844823 2 42 1.009856519 2 50 0.734231906 2 58 1.097667431 2 66 0.530191888 2 74 0.982025936 2 82 0.89025893 2 90 0.672977112 2 98 1.170284932 2 106 0.698680975 2 114 0.518537857 2 122 1.10995052 2 130 0.728712913 2 138 0.970767027 2 146 0.868933215 2 154 0.827259074 2 162 0.935216386 2 170 1.484063515 2 178 0.608384089 2 186 0.739092857 2 194 0.992346352 2 236 -2.56580797 2 237 -5.131615939 2 238 -7.697423909 3 3 0.702116132 3 11 1.146214016 3 19 1.057594812 3 27 0.578586645 3 35 0.886844823 3 43 1.009856519 3 51 0.734231906 3 59 1.097667431 3 67 0.530191888 3 75 0.982025936 3 83 0.89025893 3 91 0.672977112 3 99 1.170284932 3 107 0.698680975 3 115 0.518537857 3 123 1.10995052 3 131 0.728712913 3 139 0.970767027 3 147 0.868933215 3 155 0.827259074 3 163 0.935216386 3 171 1.484063515 3 179 0.608384089 3 187 0.739092857 3 195 0.992346352 3 239 -1.9969216 3 240 -3.9938432 3 241 -5.9907648 4 4 0.702116132 4 12 1.146214016 4 20 1.057594812 4 28 0.578586645 4 36 0.886844823 4 44 1.009856519 4 52 0.734231906 4 60 1.097667431 4 68 0.530191888 4 76 0.982025936 4 84 0.89025893 4 92 0.672977112 4 100 1.170284932 4 108 0.698680975 4 116 0.518537857 4 124 1.10995052 4 132 0.728712913 4 140 0.970767027 4 148 0.868933215 4 156 0.827259074 4 164 0.935216386 4 172 1.484063515 4 180 0.608384089 4 188 0.739092857 4 196 0.992346352 4 242 -2.718762774 4 243 -5.437525548 4 244 -8.156288323 5 5 0.702116132 5 13 1.146214016 5 21 1.057594812 5 29 0.578586645 5 37 0.886844823 5 45 1.009856519 5 53 0.734231906 5 61 1.097667431 5 69 0.530191888 5 77 0.982025936 5 85 0.89025893 5 93 0.672977112 5 101 1.170284932 5 109 0.698680975 5 117 0.518537857 5 125 1.10995052 5 133 0.728712913 5 141 0.970767027 5 149 0.868933215 5 157 0.827259074 5 165 0.935216386 5 173 1.484063515 5 181 0.608384089 5 189 0.739092857 5 197 0.992346352 5 245 -2.37853164 5 246 -4.75706328 5 247 -7.13559492 6 6 0.702116132 6 14 1.146214016 6 22 1.057594812 6 30 0.578586645 6 38 0.886844823 6 46 1.009856519 6 54 0.734231906 6 62 1.097667431 6 70 0.530191888 6 78 0.982025936 6 86 0.89025893 6 94 0.672977112 6 102 1.170284932 6 110 0.698680975 6 118 0.518537857 6 126 1.10995052 6 134 0.728712913 6 142 0.970767027 6 150 0.868933215 6 158 0.827259074 6 166 0.935216386 6 174 1.484063515 6 182 0.608384089 6 190 0.739092857 6 198 0.992346352 6 248 -2.553869381 6 249 -5.107738763 6 250 -7.661608144 7 7 0.702116132 7 15 1.146214016 7 23 1.057594812 7 31 0.578586645 7 39 0.886844823 7 47 1.009856519 7 55 0.734231906 7 63 1.097667431 7 71 0.530191888 7 79 0.982025936 7 87 0.89025893 7 95 0.672977112 7 103 1.170284932 7 111 0.698680975 7 119 0.518537857 7 127 1.10995052 7 135 0.728712913 7 143 0.970767027 7 151 0.868933215 7 159 0.827259074 7 167 0.935216386 7 175 1.484063515 7 183 0.608384089 7 191 0.739092857 7 199 0.992346352 7 251 -2.563670064 7 252 -5.127340128 7 253 -7.691010192 8 8 0.702116132 8 16 1.146214016 8 24 1.057594812 8 32 0.578586645 8 40 0.886844823 8 48 1.009856519 8 56 0.734231906 8 64 1.097667431 8 72 0.530191888 8 80 0.982025936 8 88 0.89025893 8 96 0.672977112 8 104 1.170284932 8 112 0.698680975 8 120 0.518537857 8 128 1.10995052 8 136 0.728712913 8 144 0.970767027 8 152 0.868933215 8 160 0.827259074 8 168 0.935216386 8 176 1.484063515 8 184 0.608384089 8 192 0.739092857 8 200 0.992346352 8 254 -2.550246073 8 255 -5.100492145 8 256 -7.650738218 9 1 1.0 9 2 1.0 9 3 1.0 9 4 1.0 9 5 1.0 9 6 1.0 9 7 1.0 9 8 1.0 10 9 1.0 10 10 1.0 10 11 1.0 10 12 1.0 10 13 1.0 10 14 1.0 10 15 1.0 10 16 1.0 11 17 1.0 11 18 1.0 11 19 1.0 11 20 1.0 11 21 1.0 11 22 1.0 11 23 1.0 11 24 1.0 12 25 1.0 12 26 1.0 12 27 1.0 12 28 1.0 12 29 1.0 12 30 1.0 12 31 1.0 12 32 1.0 13 33 1.0 13 34 1.0 13 35 1.0 13 36 1.0 13 37 1.0 13 38 1.0 13 39 1.0 13 40 1.0 14 41 1.0 14 42 1.0 14 43 1.0 14 44 1.0 14 45 1.0 14 46 1.0 14 47 1.0 14 48 1.0 15 49 1.0 15 50 1.0 15 51 1.0 15 52 1.0 15 53 1.0 15 54 1.0 15 55 1.0 15 56 1.0 16 57 1.0 16 58 1.0 16 59 1.0 16 60 1.0 16 61 1.0 16 62 1.0 16 63 1.0 16 64 1.0 17 65 1.0 17 66 1.0 17 67 1.0 17 68 1.0 17 69 1.0 17 70 1.0 17 71 1.0 17 72 1.0 18 73 1.0 18 74 1.0 18 75 1.0 18 76 1.0 18 77 1.0 18 78 1.0 18 79 1.0 18 80 1.0 19 81 1.0 19 82 1.0 19 83 1.0 19 84 1.0 19 85 1.0 19 86 1.0 19 87 1.0 19 88 1.0 20 89 1.0 20 90 1.0 20 91 1.0 20 92 1.0 20 93 1.0 20 94 1.0 20 95 1.0 20 96 1.0 21 97 1.0 21 98 1.0 21 99 1.0 21 100 1.0 21 101 1.0 21 102 1.0 21 103 1.0 21 104 1.0 22 105 1.0 22 106 1.0 22 107 1.0 22 108 1.0 22 109 1.0 22 110 1.0 22 111 1.0 22 112 1.0 23 113 1.0 23 114 1.0 23 115 1.0 23 116 1.0 23 117 1.0 23 118 1.0 23 119 1.0 23 120 1.0 24 121 1.0 24 122 1.0 24 123 1.0 24 124 1.0 24 125 1.0 24 126 1.0 24 127 1.0 24 128 1.0 25 129 1.0 25 130 1.0 25 131 1.0 25 132 1.0 25 133 1.0 25 134 1.0 25 135 1.0 25 136 1.0 26 137 1.0 26 138 1.0 26 139 1.0 26 140 1.0 26 141 1.0 26 142 1.0 26 143 1.0 26 144 1.0 27 145 1.0 27 146 1.0 27 147 1.0 27 148 1.0 27 149 1.0 27 150 1.0 27 151 1.0 27 152 1.0 28 153 1.0 28 154 1.0 28 155 1.0 28 156 1.0 28 157 1.0 28 158 1.0 28 159 1.0 28 160 1.0 29 161 1.0 29 162 1.0 29 163 1.0 29 164 1.0 29 165 1.0 29 166 1.0 29 167 1.0 29 168 1.0 30 169 1.0 30 170 1.0 30 171 1.0 30 172 1.0 30 173 1.0 30 174 1.0 30 175 1.0 30 176 1.0 31 177 1.0 31 178 1.0 31 179 1.0 31 180 1.0 31 181 1.0 31 182 1.0 31 183 1.0 31 184 1.0 32 185 1.0 32 186 1.0 32 187 1.0 32 188 1.0 32 189 1.0 32 190 1.0 32 191 1.0 32 192 1.0 33 193 1.0 33 194 1.0 33 195 1.0 33 196 1.0 33 197 1.0 33 198 1.0 33 199 1.0 33 200 1.0 34 201 1.0 34 202 1.0 34 203 1.0 35 204 1.0 35 205 1.0 35 206 1.0 36 207 1.0 36 208 1.0 36 209 1.0 37 210 1.0 37 211 1.0 37 212 1.0 38 213 1.0 38 214 1.0 38 215 1.0 39 216 1.0 39 217 1.0 39 218 1.0 40 219 1.0 40 220 1.0 40 221 1.0 41 222 1.0 41 223 1.0 41 224 1.0 42 201 -1.0 42 233 1.0 43 202 -1.0 43 234 1.0 44 203 -1.0 44 235 1.0 45 204 -1.0 45 236 1.0 46 205 -1.0 46 237 1.0 47 206 -1.0 47 238 1.0 48 207 -1.0 48 239 1.0 49 208 -1.0 49 240 1.0 50 209 -1.0 50 241 1.0 51 210 -1.0 51 242 1.0 52 211 -1.0 52 243 1.0 53 212 -1.0 53 244 1.0 54 213 -1.0 54 245 1.0 55 214 -1.0 55 246 1.0 56 215 -1.0 56 247 1.0 57 216 -1.0 57 248 1.0 58 217 -1.0 58 249 1.0 59 218 -1.0 59 250 1.0 60 219 -1.0 60 251 1.0 61 220 -1.0 61 252 1.0 62 221 -1.0 62 253 1.0 63 222 -1.0 63 254 1.0 64 223 -1.0 64 255 1.0 65 224 -1.0 65 256 1.0 1.79769313486232E+308 # value for infinity -1.79769313486232E+308 # default left-hand-side value 33 # number of non-default left-hand-sides 1 0.0 2 0.0 3 0.0 4 0.0 5 0.0 6 0.0 7 0.0 8 0.0 9 1.0 10 1.0 11 1.0 12 1.0 13 1.0 14 1.0 15 1.0 16 1.0 17 1.0 18 1.0 19 1.0 20 1.0 21 1.0 22 1.0 23 1.0 24 1.0 25 1.0 26 1.0 27 1.0 28 1.0 29 1.0 30 1.0 31 1.0 32 1.0 33 1.0 0.0 # default right-hand-side value 33 # number of non-default right-hand-sides 9 1.0 10 1.0 11 1.0 12 1.0 13 1.0 14 1.0 15 1.0 16 1.0 17 1.0 18 1.0 19 1.0 20 1.0 21 1.0 22 1.0 23 1.0 24 1.0 25 1.0 26 1.0 27 1.0 28 1.0 29 1.0 30 1.0 31 1.0 32 1.0 33 1.0 34 1.0 35 1.0 36 1.0 37 1.0 38 1.0 39 1.0 40 1.0 41 1.0 0.0 # default variable lower bound value 0 # number of non-default variable lower bounds 1.0 # default variable upper bound value 32 # number of non-default variable upper bounds 225 1.79769313486232E+308 226 1.79769313486232E+308 227 1.79769313486232E+308 228 1.79769313486232E+308 229 1.79769313486232E+308 230 1.79769313486232E+308 231 1.79769313486232E+308 232 1.79769313486232E+308 233 1.79769313486232E+308 234 1.79769313486232E+308 235 1.79769313486232E+308 236 1.79769313486232E+308 237 1.79769313486232E+308 238 1.79769313486232E+308 239 1.79769313486232E+308 240 1.79769313486232E+308 241 1.79769313486232E+308 242 1.79769313486232E+308 243 1.79769313486232E+308 244 1.79769313486232E+308 245 1.79769313486232E+308 246 1.79769313486232E+308 247 1.79769313486232E+308 248 1.79769313486232E+308 249 1.79769313486232E+308 250 1.79769313486232E+308 251 1.79769313486232E+308 252 1.79769313486232E+308 253 1.79769313486232E+308 254 1.79769313486232E+308 255 1.79769313486232E+308 256 1.79769313486232E+308 1 # default variable type 32 # number of non-default variable types 225 0 226 0 227 0 228 0 229 0 230 0 231 0 232 0 233 0 234 0 235 0 236 0 237 0 238 0 239 0 240 0 241 0 242 0 243 0 244 0 245 0 246 0 247 0 248 0 249 0 250 0 251 0 252 0 253 0 254 0 255 0 256 0 0.0 # default variable primal value in starting point 0 # number of non-default variable primal values in starting point 0.0 # default constraint dual value in starting point 0 # number of non-default constraint dual values in starting point 0.0 # default variable bound dual value in starting point 0 # number of non-default variable bound dual values in starting point 0 # number of non-default variable names 0 # number of non-default constraint names