QPLIB_10036 LCQ minimize 40401 # number of variables 40201 # number of constraints 0.0 # default value for linear coefficients in objective 0 # number of non-default linear coefficients in objective 0.0 # objective constant 601 # number of quadratic terms in all constraints 1 2 2 0.0025 1 3 3 0.005 1 4 4 0.005 1 5 5 0.005 1 6 6 0.005 1 7 7 0.005 1 8 8 0.005 1 9 9 0.005 1 10 10 0.005 1 11 11 0.005 1 12 12 0.005 1 13 13 0.005 1 14 14 0.005 1 15 15 0.005 1 16 16 0.005 1 17 17 0.005 1 18 18 0.005 1 19 19 0.005 1 20 20 0.005 1 21 21 0.005 1 22 22 0.005 1 23 23 0.005 1 24 24 0.005 1 25 25 0.005 1 26 26 0.005 1 27 27 0.005 1 28 28 0.005 1 29 29 0.005 1 30 30 0.005 1 31 31 0.005 1 32 32 0.005 1 33 33 0.005 1 34 34 0.005 1 35 35 0.005 1 36 36 0.005 1 37 37 0.005 1 38 38 0.005 1 39 39 0.005 1 40 40 0.005 1 41 41 0.005 1 42 42 0.005 1 43 43 0.005 1 44 44 0.005 1 45 45 0.005 1 46 46 0.005 1 47 47 0.005 1 48 48 0.005 1 49 49 0.005 1 50 50 0.005 1 51 51 0.005 1 52 52 0.005 1 53 53 0.005 1 54 54 0.005 1 55 55 0.005 1 56 56 0.005 1 57 57 0.005 1 58 58 0.005 1 59 59 0.005 1 60 60 0.005 1 61 61 0.005 1 62 62 0.005 1 63 63 0.005 1 64 64 0.005 1 65 65 0.005 1 66 66 0.005 1 67 67 0.005 1 68 68 0.005 1 69 69 0.005 1 70 70 0.005 1 71 71 0.005 1 72 72 0.005 1 73 73 0.005 1 74 74 0.005 1 75 75 0.005 1 76 76 0.005 1 77 77 0.005 1 78 78 0.005 1 79 79 0.005 1 80 80 0.005 1 81 81 0.005 1 82 82 0.005 1 83 83 0.005 1 84 84 0.005 1 85 85 0.005 1 86 86 0.005 1 87 87 0.005 1 88 88 0.005 1 89 89 0.005 1 90 90 0.005 1 91 91 0.005 1 92 92 0.005 1 93 93 0.005 1 94 94 0.005 1 95 95 0.005 1 96 96 0.005 1 97 97 0.005 1 98 98 0.005 1 99 99 0.005 1 100 100 0.005 1 101 101 0.005 1 102 102 0.005 1 103 103 0.005 1 104 104 0.005 1 105 105 0.005 1 106 106 0.005 1 107 107 0.005 1 108 108 0.005 1 109 109 0.005 1 110 110 0.005 1 111 111 0.005 1 112 112 0.005 1 113 113 0.005 1 114 114 0.005 1 115 115 0.005 1 116 116 0.005 1 117 117 0.005 1 118 118 0.005 1 119 119 0.005 1 120 120 0.005 1 121 121 0.005 1 122 122 0.005 1 123 123 0.005 1 124 124 0.005 1 125 125 0.005 1 126 126 0.005 1 127 127 0.005 1 128 128 0.005 1 129 129 0.005 1 130 130 0.005 1 131 131 0.005 1 132 132 0.005 1 133 133 0.005 1 134 134 0.005 1 135 135 0.005 1 136 136 0.005 1 137 137 0.005 1 138 138 0.005 1 139 139 0.005 1 140 140 0.005 1 141 141 0.005 1 142 142 0.005 1 143 143 0.005 1 144 144 0.005 1 145 145 0.005 1 146 146 0.005 1 147 147 0.005 1 148 148 0.005 1 149 149 0.005 1 150 150 0.005 1 151 151 0.005 1 152 152 0.005 1 153 153 0.005 1 154 154 0.005 1 155 155 0.005 1 156 156 0.005 1 157 157 0.005 1 158 158 0.005 1 159 159 0.005 1 160 160 0.005 1 161 161 0.005 1 162 162 0.005 1 163 163 0.005 1 164 164 0.005 1 165 165 0.005 1 166 166 0.005 1 167 167 0.005 1 168 168 0.005 1 169 169 0.005 1 170 170 0.005 1 171 171 0.005 1 172 172 0.005 1 173 173 0.005 1 174 174 0.005 1 175 175 0.005 1 176 176 0.005 1 177 177 0.005 1 178 178 0.005 1 179 179 0.005 1 180 180 0.005 1 181 181 0.005 1 182 182 0.005 1 183 183 0.005 1 184 184 0.005 1 185 185 0.005 1 186 186 0.005 1 187 187 0.005 1 188 188 0.005 1 189 189 0.005 1 190 190 0.005 1 191 191 0.005 1 192 192 0.005 1 193 193 0.005 1 194 194 0.005 1 195 195 0.005 1 196 196 0.005 1 197 197 0.005 1 198 198 0.005 1 199 199 0.005 1 200 200 0.005 1 201 201 0.005 1 202 202 0.0025 1 203 203 7.9E-06 1 204 204 7.9E-06 1 205 205 7.9E-06 1 206 206 7.9E-06 1 207 207 7.9E-06 1 208 208 7.9E-06 1 209 209 7.9E-06 1 210 210 7.9E-06 1 211 211 7.9E-06 1 212 212 7.9E-06 1 213 213 7.9E-06 1 214 214 7.9E-06 1 215 215 7.9E-06 1 216 216 7.9E-06 1 217 217 7.9E-06 1 218 218 7.9E-06 1 219 219 7.9E-06 1 220 220 7.9E-06 1 221 221 7.9E-06 1 222 222 7.9E-06 1 223 223 7.9E-06 1 224 224 7.9E-06 1 225 225 7.9E-06 1 226 226 7.9E-06 1 227 227 7.9E-06 1 228 228 7.9E-06 1 229 229 7.9E-06 1 230 230 7.9E-06 1 231 231 7.9E-06 1 232 232 7.9E-06 1 233 233 7.9E-06 1 234 234 7.9E-06 1 235 235 7.9E-06 1 236 236 7.9E-06 1 237 237 7.9E-06 1 238 238 7.9E-06 1 239 239 7.9E-06 1 240 240 7.9E-06 1 241 241 7.9E-06 1 242 242 7.9E-06 1 243 243 7.9E-06 1 244 244 7.9E-06 1 245 245 7.9E-06 1 246 246 7.9E-06 1 247 247 7.9E-06 1 248 248 7.9E-06 1 249 249 7.9E-06 1 250 250 7.9E-06 1 251 251 7.9E-06 1 252 252 7.9E-06 1 253 253 7.9E-06 1 254 254 7.9E-06 1 255 255 7.9E-06 1 256 256 7.9E-06 1 257 257 7.9E-06 1 258 258 7.9E-06 1 259 259 7.9E-06 1 260 260 7.9E-06 1 261 261 7.9E-06 1 262 262 7.9E-06 1 263 263 7.9E-06 1 264 264 7.9E-06 1 265 265 7.9E-06 1 266 266 7.9E-06 1 267 267 7.9E-06 1 268 268 7.9E-06 1 269 269 7.9E-06 1 270 270 7.9E-06 1 271 271 7.9E-06 1 272 272 7.9E-06 1 273 273 7.9E-06 1 274 274 7.9E-06 1 275 275 7.9E-06 1 276 276 7.9E-06 1 277 277 7.9E-06 1 278 278 7.9E-06 1 279 279 7.9E-06 1 280 280 7.9E-06 1 281 281 7.9E-06 1 282 282 7.9E-06 1 283 283 7.9E-06 1 284 284 7.9E-06 1 285 285 7.9E-06 1 286 286 7.9E-06 1 287 287 7.9E-06 1 288 288 7.9E-06 1 289 289 7.9E-06 1 290 290 7.9E-06 1 291 291 7.9E-06 1 292 292 7.9E-06 1 293 293 7.9E-06 1 294 294 7.9E-06 1 295 295 7.9E-06 1 296 296 7.9E-06 1 297 297 7.9E-06 1 298 298 7.9E-06 1 299 299 7.9E-06 1 300 300 7.9E-06 1 301 301 7.9E-06 1 302 302 7.9E-06 1 303 303 7.9E-06 1 304 304 7.9E-06 1 305 305 7.9E-06 1 306 306 7.9E-06 1 307 307 7.9E-06 1 308 308 7.9E-06 1 309 309 7.9E-06 1 310 310 7.9E-06 1 311 311 7.9E-06 1 312 312 7.9E-06 1 313 313 7.9E-06 1 314 314 7.9E-06 1 315 315 7.9E-06 1 316 316 7.9E-06 1 317 317 7.9E-06 1 318 318 7.9E-06 1 319 319 7.9E-06 1 320 320 7.9E-06 1 321 321 7.9E-06 1 322 322 7.9E-06 1 323 323 7.9E-06 1 324 324 7.9E-06 1 325 325 7.9E-06 1 326 326 7.9E-06 1 327 327 7.9E-06 1 328 328 7.9E-06 1 329 329 7.9E-06 1 330 330 7.9E-06 1 331 331 7.9E-06 1 332 332 7.9E-06 1 333 333 7.9E-06 1 334 334 7.9E-06 1 335 335 7.9E-06 1 336 336 7.9E-06 1 337 337 7.9E-06 1 338 338 7.9E-06 1 339 339 7.9E-06 1 340 340 7.9E-06 1 341 341 7.9E-06 1 342 342 7.9E-06 1 343 343 7.9E-06 1 344 344 7.9E-06 1 345 345 7.9E-06 1 346 346 7.9E-06 1 347 347 7.9E-06 1 348 348 7.9E-06 1 349 349 7.9E-06 1 350 350 7.9E-06 1 351 351 7.9E-06 1 352 352 7.9E-06 1 353 353 7.9E-06 1 354 354 7.9E-06 1 355 355 7.9E-06 1 356 356 7.9E-06 1 357 357 7.9E-06 1 358 358 7.9E-06 1 359 359 7.9E-06 1 360 360 7.9E-06 1 361 361 7.9E-06 1 362 362 7.9E-06 1 363 363 7.9E-06 1 364 364 7.9E-06 1 365 365 7.9E-06 1 366 366 7.9E-06 1 367 367 7.9E-06 1 368 368 7.9E-06 1 369 369 7.9E-06 1 370 370 7.9E-06 1 371 371 7.9E-06 1 372 372 7.9E-06 1 373 373 7.9E-06 1 374 374 7.9E-06 1 375 375 7.9E-06 1 376 376 7.9E-06 1 377 377 7.9E-06 1 378 378 7.9E-06 1 379 379 7.9E-06 1 380 380 7.9E-06 1 381 381 7.9E-06 1 382 382 7.9E-06 1 383 383 7.9E-06 1 384 384 7.9E-06 1 385 385 7.9E-06 1 386 386 7.9E-06 1 387 387 7.9E-06 1 388 388 7.9E-06 1 389 389 7.9E-06 1 390 390 7.9E-06 1 391 391 7.9E-06 1 392 392 7.9E-06 1 393 393 7.9E-06 1 394 394 7.9E-06 1 395 395 7.9E-06 1 396 396 7.9E-06 1 397 397 7.9E-06 1 398 398 7.9E-06 1 399 399 7.9E-06 1 400 400 7.9E-06 1 401 401 7.9E-06 1 402 402 3.95E-06 2 403 403 2.0 3 406 406 2.0 4 409 409 2.0 5 412 412 2.0 6 415 415 2.0 7 418 418 2.0 8 421 421 2.0 9 424 424 2.0 10 427 427 2.0 11 430 430 2.0 12 433 433 2.0 13 436 436 2.0 14 439 439 2.0 15 442 442 2.0 16 445 445 2.0 17 448 448 2.0 18 451 451 2.0 19 454 454 2.0 20 457 457 2.0 21 460 460 2.0 22 463 463 2.0 23 466 466 2.0 24 469 469 2.0 25 472 472 2.0 26 475 475 2.0 27 478 478 2.0 28 481 481 2.0 29 484 484 2.0 30 487 487 2.0 31 490 490 2.0 32 493 493 2.0 33 496 496 2.0 34 499 499 2.0 35 502 502 2.0 36 505 505 2.0 37 508 508 2.0 38 511 511 2.0 39 514 514 2.0 40 517 517 2.0 41 520 520 2.0 42 523 523 2.0 43 526 526 2.0 44 529 529 2.0 45 532 532 2.0 46 535 535 2.0 47 538 538 2.0 48 541 541 2.0 49 544 544 2.0 50 547 547 2.0 51 550 550 2.0 52 553 553 2.0 53 556 556 2.0 54 559 559 2.0 55 562 562 2.0 56 565 565 2.0 57 568 568 2.0 58 571 571 2.0 59 574 574 2.0 60 577 577 2.0 61 580 580 2.0 62 583 583 2.0 63 586 586 2.0 64 589 589 2.0 65 592 592 2.0 66 595 595 2.0 67 598 598 2.0 68 601 601 2.0 69 604 604 2.0 70 607 607 2.0 71 610 610 2.0 72 613 613 2.0 73 616 616 2.0 74 619 619 2.0 75 622 622 2.0 76 625 625 2.0 77 628 628 2.0 78 631 631 2.0 79 634 634 2.0 80 637 637 2.0 81 640 640 2.0 82 643 643 2.0 83 646 646 2.0 84 649 649 2.0 85 652 652 2.0 86 655 655 2.0 87 658 658 2.0 88 661 661 2.0 89 664 664 2.0 90 667 667 2.0 91 670 670 2.0 92 673 673 2.0 93 676 676 2.0 94 679 679 2.0 95 682 682 2.0 96 685 685 2.0 97 688 688 2.0 98 691 691 2.0 99 694 694 2.0 100 697 697 2.0 101 700 700 2.0 102 703 703 2.0 103 706 706 2.0 104 709 709 2.0 105 712 712 2.0 106 715 715 2.0 107 718 718 2.0 108 721 721 2.0 109 724 724 2.0 110 727 727 2.0 111 730 730 2.0 112 733 733 2.0 113 736 736 2.0 114 739 739 2.0 115 742 742 2.0 116 745 745 2.0 117 748 748 2.0 118 751 751 2.0 119 754 754 2.0 120 757 757 2.0 121 760 760 2.0 122 763 763 2.0 123 766 766 2.0 124 769 769 2.0 125 772 772 2.0 126 775 775 2.0 127 778 778 2.0 128 781 781 2.0 129 784 784 2.0 130 787 787 2.0 131 790 790 2.0 132 793 793 2.0 133 796 796 2.0 134 799 799 2.0 135 802 802 2.0 136 805 805 2.0 137 808 808 2.0 138 811 811 2.0 139 814 814 2.0 140 817 817 2.0 141 820 820 2.0 142 823 823 2.0 143 826 826 2.0 144 829 829 2.0 145 832 832 2.0 146 835 835 2.0 147 838 838 2.0 148 841 841 2.0 149 844 844 2.0 150 847 847 2.0 151 850 850 2.0 152 853 853 2.0 153 856 856 2.0 154 859 859 2.0 155 862 862 2.0 156 865 865 2.0 157 868 868 2.0 158 871 871 2.0 159 874 874 2.0 160 877 877 2.0 161 880 880 2.0 162 883 883 2.0 163 886 886 2.0 164 889 889 2.0 165 892 892 2.0 166 895 895 2.0 167 898 898 2.0 168 901 901 2.0 169 904 904 2.0 170 907 907 2.0 171 910 910 2.0 172 913 913 2.0 173 916 916 2.0 174 919 919 2.0 175 922 922 2.0 176 925 925 2.0 177 928 928 2.0 178 931 931 2.0 179 934 934 2.0 180 937 937 2.0 181 940 940 2.0 182 943 943 2.0 183 946 946 2.0 184 949 949 2.0 185 952 952 2.0 186 955 955 2.0 187 958 958 2.0 188 961 961 2.0 189 964 964 2.0 190 967 967 2.0 191 970 970 2.0 192 973 973 2.0 193 976 976 2.0 194 979 979 2.0 195 982 982 2.0 196 985 985 2.0 197 988 988 2.0 198 991 991 2.0 199 994 994 2.0 200 997 997 2.0 201 202 202 2.0 239804 # number of linear terms in all constraints 1 1 -1.0 1 2 -0.00125 1 3 -0.0024999375 1 4 -0.00249975 1 5 -0.0024994375 1 6 -0.002499 1 7 -0.0024984375 1 8 -0.00249775 1 9 -0.0024969375 1 10 -0.002496 1 11 -0.0024949375 1 12 -0.00249375 1 13 -0.0024924375 1 14 -0.002491 1 15 -0.0024894375 1 16 -0.00248775 1 17 -0.0024859375 1 18 -0.002484 1 19 -0.0024819375 1 20 -0.00247975 1 21 -0.0024774375 1 22 -0.002475 1 23 -0.0024724375 1 24 -0.00246975 1 25 -0.0024669375 1 26 -0.002464 1 27 -0.0024609375 1 28 -0.00245775 1 29 -0.0024544375 1 30 -0.002451 1 31 -0.0024474375 1 32 -0.00244375 1 33 -0.0024399375 1 34 -0.002436 1 35 -0.0024319375 1 36 -0.00242775 1 37 -0.0024234375 1 38 -0.002419 1 39 -0.0024144375 1 40 -0.00240975 1 41 -0.0024049375 1 42 -0.0024 1 43 -0.0023949375 1 44 -0.00238975 1 45 -0.0023844375 1 46 -0.002379 1 47 -0.0023734375 1 48 -0.00236775 1 49 -0.0023619375 1 50 -0.002356 1 51 -0.0023499375 1 52 -0.00234375 1 53 -0.0023374375 1 54 -0.002331 1 55 -0.0023244375 1 56 -0.00231775 1 57 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40164 33078 1.0 40165 33274 3.0 40165 33275 -4.0 40165 33276 1.0 40166 33472 3.0 40166 33473 -4.0 40166 33474 1.0 40167 33670 3.0 40167 33671 -4.0 40167 33672 1.0 40168 33868 3.0 40168 33869 -4.0 40168 33870 1.0 40169 34066 3.0 40169 34067 -4.0 40169 34068 1.0 40170 34264 3.0 40170 34265 -4.0 40170 34266 1.0 40171 34462 3.0 40171 34463 -4.0 40171 34464 1.0 40172 34660 3.0 40172 34661 -4.0 40172 34662 1.0 40173 34858 3.0 40173 34859 -4.0 40173 34860 1.0 40174 35056 3.0 40174 35057 -4.0 40174 35058 1.0 40175 35254 3.0 40175 35255 -4.0 40175 35256 1.0 40176 35452 3.0 40176 35453 -4.0 40176 35454 1.0 40177 35650 3.0 40177 35651 -4.0 40177 35652 1.0 40178 35848 3.0 40178 35849 -4.0 40178 35850 1.0 40179 36046 3.0 40179 36047 -4.0 40179 36048 1.0 40180 36244 3.0 40180 36245 -4.0 40180 36246 1.0 40181 36442 3.0 40181 36443 -4.0 40181 36444 1.0 40182 36640 3.0 40182 36641 -4.0 40182 36642 1.0 40183 36838 3.0 40183 36839 -4.0 40183 36840 1.0 40184 37036 3.0 40184 37037 -4.0 40184 37038 1.0 40185 37234 3.0 40185 37235 -4.0 40185 37236 1.0 40186 37432 3.0 40186 37433 -4.0 40186 37434 1.0 40187 37630 3.0 40187 37631 -4.0 40187 37632 1.0 40188 37828 3.0 40188 37829 -4.0 40188 37830 1.0 40189 38026 3.0 40189 38027 -4.0 40189 38028 1.0 40190 38224 3.0 40190 38225 -4.0 40190 38226 1.0 40191 38422 3.0 40191 38423 -4.0 40191 38424 1.0 40192 38620 3.0 40192 38621 -4.0 40192 38622 1.0 40193 38818 3.0 40193 38819 -4.0 40193 38820 1.0 40194 39016 3.0 40194 39017 -4.0 40194 39018 1.0 40195 39214 3.0 40195 39215 -4.0 40195 39216 1.0 40196 39412 3.0 40196 39413 -4.0 40196 39414 1.0 40197 39610 3.0 40197 39611 -4.0 40197 39612 1.0 40198 39808 3.0 40198 39809 -4.0 40198 39810 1.0 40199 40006 3.0 40199 40007 -4.0 40199 40008 1.0 40200 40204 3.0 40200 40205 -4.0 40200 40206 1.0 40201 2 3.0 40201 3 -4.0 40201 4 1.0 1.79769313486232E+308 # value for infinity 0.0 # default left-hand-side value 1 # number of non-default left-hand-sides 1 -1.79769313486232E+308 0.0 # default right-hand-side value 1 # number of non-default right-hand-sides 1 -0.0666666666640625 0.0 # default variable lower bound value 201 # number of non-default variable lower bounds 1 -1.79769313486232E+308 203 -1.0 204 -1.0 205 -1.0 206 -1.0 207 -1.0 208 -1.0 209 -1.0 210 -1.0 211 -1.0 212 -1.0 213 -1.0 214 -1.0 215 -1.0 216 -1.0 217 -1.0 218 -1.0 219 -1.0 220 -1.0 221 -1.0 222 -1.0 223 -1.0 224 -1.0 225 -1.0 226 -1.0 227 -1.0 228 -1.0 229 -1.0 230 -1.0 231 -1.0 232 -1.0 233 -1.0 234 -1.0 235 -1.0 236 -1.0 237 -1.0 238 -1.0 239 -1.0 240 -1.0 241 -1.0 242 -1.0 243 -1.0 244 -1.0 245 -1.0 246 -1.0 247 -1.0 248 -1.0 249 -1.0 250 -1.0 251 -1.0 252 -1.0 253 -1.0 254 -1.0 255 -1.0 256 -1.0 257 -1.0 258 -1.0 259 -1.0 260 -1.0 261 -1.0 262 -1.0 263 -1.0 264 -1.0 265 -1.0 266 -1.0 267 -1.0 268 -1.0 269 -1.0 270 -1.0 271 -1.0 272 -1.0 273 -1.0 274 -1.0 275 -1.0 276 -1.0 277 -1.0 278 -1.0 279 -1.0 280 -1.0 281 -1.0 282 -1.0 283 -1.0 284 -1.0 285 -1.0 286 -1.0 287 -1.0 288 -1.0 289 -1.0 290 -1.0 291 -1.0 292 -1.0 293 -1.0 294 -1.0 295 -1.0 296 -1.0 297 -1.0 298 -1.0 299 -1.0 300 -1.0 301 -1.0 302 -1.0 303 -1.0 304 -1.0 305 -1.0 306 -1.0 307 -1.0 308 -1.0 309 -1.0 310 -1.0 311 -1.0 312 -1.0 313 -1.0 314 -1.0 315 -1.0 316 -1.0 317 -1.0 318 -1.0 319 -1.0 320 -1.0 321 -1.0 322 -1.0 323 -1.0 324 -1.0 325 -1.0 326 -1.0 327 -1.0 328 -1.0 329 -1.0 330 -1.0 331 -1.0 332 -1.0 333 -1.0 334 -1.0 335 -1.0 336 -1.0 337 -1.0 338 -1.0 339 -1.0 340 -1.0 341 -1.0 342 -1.0 343 -1.0 344 -1.0 345 -1.0 346 -1.0 347 -1.0 348 -1.0 349 -1.0 350 -1.0 351 -1.0 352 -1.0 353 -1.0 354 -1.0 355 -1.0 356 -1.0 357 -1.0 358 -1.0 359 -1.0 360 -1.0 361 -1.0 362 -1.0 363 -1.0 364 -1.0 365 -1.0 366 -1.0 367 -1.0 368 -1.0 369 -1.0 370 -1.0 371 -1.0 372 -1.0 373 -1.0 374 -1.0 375 -1.0 376 -1.0 377 -1.0 378 -1.0 379 -1.0 380 -1.0 381 -1.0 382 -1.0 383 -1.0 384 -1.0 385 -1.0 386 -1.0 387 -1.0 388 -1.0 389 -1.0 390 -1.0 391 -1.0 392 -1.0 393 -1.0 394 -1.0 395 -1.0 396 -1.0 397 -1.0 398 -1.0 399 -1.0 400 -1.0 401 -1.0 402 -1.0 0.675 # default variable upper bound value 201 # number of non-default variable upper bounds 1 1.79769313486232E+308 203 1.0 204 1.0 205 1.0 206 1.0 207 1.0 208 1.0 209 1.0 210 1.0 211 1.0 212 1.0 213 1.0 214 1.0 215 1.0 216 1.0 217 1.0 218 1.0 219 1.0 220 1.0 221 1.0 222 1.0 223 1.0 224 1.0 225 1.0 226 1.0 227 1.0 228 1.0 229 1.0 230 1.0 231 1.0 232 1.0 233 1.0 234 1.0 235 1.0 236 1.0 237 1.0 238 1.0 239 1.0 240 1.0 241 1.0 242 1.0 243 1.0 244 1.0 245 1.0 246 1.0 247 1.0 248 1.0 249 1.0 250 1.0 251 1.0 252 1.0 253 1.0 254 1.0 255 1.0 256 1.0 257 1.0 258 1.0 259 1.0 260 1.0 261 1.0 262 1.0 263 1.0 264 1.0 265 1.0 266 1.0 267 1.0 268 1.0 269 1.0 270 1.0 271 1.0 272 1.0 273 1.0 274 1.0 275 1.0 276 1.0 277 1.0 278 1.0 279 1.0 280 1.0 281 1.0 282 1.0 283 1.0 284 1.0 285 1.0 286 1.0 287 1.0 288 1.0 289 1.0 290 1.0 291 1.0 292 1.0 293 1.0 294 1.0 295 1.0 296 1.0 297 1.0 298 1.0 299 1.0 300 1.0 301 1.0 302 1.0 303 1.0 304 1.0 305 1.0 306 1.0 307 1.0 308 1.0 309 1.0 310 1.0 311 1.0 312 1.0 313 1.0 314 1.0 315 1.0 316 1.0 317 1.0 318 1.0 319 1.0 320 1.0 321 1.0 322 1.0 323 1.0 324 1.0 325 1.0 326 1.0 327 1.0 328 1.0 329 1.0 330 1.0 331 1.0 332 1.0 333 1.0 334 1.0 335 1.0 336 1.0 337 1.0 338 1.0 339 1.0 340 1.0 341 1.0 342 1.0 343 1.0 344 1.0 345 1.0 346 1.0 347 1.0 348 1.0 349 1.0 350 1.0 351 1.0 352 1.0 353 1.0 354 1.0 355 1.0 356 1.0 357 1.0 358 1.0 359 1.0 360 1.0 361 1.0 362 1.0 363 1.0 364 1.0 365 1.0 366 1.0 367 1.0 368 1.0 369 1.0 370 1.0 371 1.0 372 1.0 373 1.0 374 1.0 375 1.0 376 1.0 377 1.0 378 1.0 379 1.0 380 1.0 381 1.0 382 1.0 383 1.0 384 1.0 385 1.0 386 1.0 387 1.0 388 1.0 389 1.0 390 1.0 391 1.0 392 1.0 393 1.0 394 1.0 395 1.0 396 1.0 397 1.0 398 1.0 399 1.0 400 1.0 401 1.0 402 1.0 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