Gurobi 5.0.1 (linux64) logging started Wed Dec 19 19:19:49 2012 Optimize a model with 7502 rows, 7320 columns and 32520 nonzeros Presolve removed 417 rows and 120 columns Presolve time: 0.10s Presolved: 7085 rows, 7200 columns, 31789 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.663975e+02, 9439 iterations, 1.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 366.39750 0 135 - 366.39750 - - 1s 0 0 438.09941 0 138 - 438.09941 - - 2s 0 0 470.28131 0 155 - 470.28131 - - 2s 0 0 480.65589 0 155 - 480.65589 - - 2s 0 0 498.80421 0 156 - 498.80421 - - 3s 0 0 521.46579 0 151 - 521.46579 - - 3s 0 0 524.70473 0 148 - 524.70473 - - 3s 0 0 525.92098 0 152 - 525.92098 - - 4s 0 0 526.16141 0 158 - 526.16141 - - 4s 0 0 528.11295 0 145 - 528.11295 - - 4s 0 0 528.27585 0 147 - 528.27585 - - 4s 0 0 528.54012 0 142 - 528.54012 - - 4s 0 0 528.83862 0 150 - 528.83862 - - 4s 0 0 528.90622 0 148 - 528.90622 - - 8s 0 0 528.90622 0 148 - 528.90622 - - 8s 0 2 528.91313 0 148 - 528.91313 - - 10s 26 28 554.14990 18 118 - 530.62621 - 505 15s 66 58 553.14909 18 110 - 531.84902 - 453 20s 134 114 553.75885 14 123 - 531.85129 - 361 25s 202 168 537.45575 7 157 - 531.88250 - 342 30s 256 222 555.49350 34 133 - 531.88250 - 356 35s 320 272 587.75946 73 93 - 531.88250 - 350 40s 378 310 infeasible 33 - 535.03366 - 360 45s 475 369 610.58880 85 88 - 535.03366 - 336 50s 540 413 589.18565 24 126 - 535.91462 - 336 55s 603 456 571.07586 9 136 - 535.91462 - 325 60s 608 460 588.77268 67 144 - 535.91462 - 323 65s 615 464 562.56587 31 157 - 535.91462 - 319 70s 625 471 567.18108 22 151 - 536.42056 - 314 77s 627 472 568.11217 38 151 - 536.42056 - 313 83s 628 475 539.08574 13 142 - 536.42311 - 353 87s 629 476 539.34899 13 145 - 539.34899 - 353 91s 630 476 539.52168 14 142 - 539.34899 - 353 95s 641 482 546.87173 19 140 - 539.34899 - 363 100s 663 496 570.07213 30 128 - 539.34899 - 374 105s 687 512 569.72886 42 98 - 539.34899 - 387 110s 736 537 585.41994 66 71 - 539.34899 - 383 115s 789 549 545.00345 21 128 - 540.49615 - 381 120s 819 565 infeasible 36 - 540.49615 - 390 125s 848 571 555.61961 21 115 - 541.00998 - 402 130s 938 583 552.13085 26 119 - 541.03419 - 385 135s 1023 631 597.23312 62 56 - 541.03419 - 374 140s 1078 656 550.89653 29 134 - 541.47030 - 373 145s 1108 672 556.61134 46 128 - 541.47030 - 381 150s 1154 699 576.65298 74 114 - 541.47030 - 383 155s 1231 726 infeasible 115 - 541.47030 - 378 160s 1276 732 549.02176 19 128 - 541.67737 - 381 165s 1305 725 555.92988 17 132 - 541.75096 - 389 170s 1341 747 infeasible 34 - 541.75096 - 392 175s 1423 771 556.84997 27 125 - 542.51385 - 386 180s 1447 785 559.12778 43 104 - 542.51385 - 392 185s 1501 811 577.58162 64 97 - 542.51385 - 389 190s 1567 826 566.16315 31 112 - 542.71184 - 388 195s 1618 856 602.59672 56 91 - 542.71184 - 389 200s 1659 842 infeasible 19 - 542.90000 - 393 205s 1689 852 infeasible 37 - 542.90698 - 399 210s 1721 858 569.16651 34 114 - 543.02499 - 405 215s 1764 864 551.52427 15 143 - 543.04034 - 408 220s 1819 887 562.70415 36 112 - 543.17644 - 408 225s 1868 900 560.91359 31 98 - 543.17805 - 410 230s 1925 920 557.65455 27 130 - 543.42239 - 409 235s 1949 920 554.07598 26 118 - 543.42367 - 416 240s 2006 926 545.08244 22 138 - 543.64639 - 416 245s 2058 959 577.25765 52 96 - 543.64639 - 417 250s 2087 975 581.87915 25 121 - 543.77498 - 423 255s 2155 1025 558.41211 29 111 - 543.86760 - 422 260s 2227 1085 545.75560 22 134 - 543.90496 - 420 265s 2299 1134 551.23077 24 136 - 544.07730 - 417 270s 2364 1179 555.49364 22 121 - 544.24124 - 415 275s 2406 1195 infeasible 23 - 544.74913 - 416 280s 2432 1201 546.15684 20 123 - 544.79257 - 419 285s 2476 1213 549.65446 21 130 - 545.15869 - 421 290s 2534 1247 548.10277 26 131 - 545.16573 - 420 295s 2566 1251 559.06873 22 127 - 545.35273 - 422 300s 2616 1283 578.22817 27 70 - 545.41225 - 423 305s 2655 1292 infeasible 26 - 545.47647 - 426 310s 2680 1293 infeasible 27 - 545.54722 - 429 315s 2738 1317 560.91198 30 130 - 545.55530 - 430 320s 2775 1340 563.88330 28 117 - 546.27863 - 433 325s 2811 1346 infeasible 27 - 546.33850 - 436 330s 2834 1347 infeasible 30 - 546.46926 - 440 335s 2862 1349 infeasible 20 - 546.54456 - 444 340s 2913 1374 584.49487 27 102 - 546.65445 - 446 345s 2992 1421 602.87233 60 102 - 546.65445 - 441 350s 3028 1435 590.38682 41 99 - 546.80195 - 444 355s 3095 1482 infeasible 29 - 546.85283 - 443 360s 3127 1490 554.89581 23 130 - 546.94409 - 445 365s 3185 1523 infeasible 31 - 546.95454 - 445 370s 3249 1571 infeasible 62 - 546.98533 - 444 375s 3275 1586 575.79061 32 114 - 546.98603 - 446 380s 3342 1621 581.42134 33 92 - 547.00014 - 444 385s 3426 1666 552.93981 20 127 - 547.07785 - 441 390s 3536 1740 567.24820 44 100 - 547.14815 - 434 395s 3610 1790 587.04603 36 119 - 547.18389 - 432 400s 3673 1816 585.57976 47 92 - 547.45526 - 431 405s 3694 1819 581.60540 26 131 - 547.68467 - 434 410s 3750 1855 infeasible 25 - 547.70343 - 434 415s 3794 1863 589.35061 29 124 - 547.82644 - 435 420s 3829 1871 549.21670 23 132 - 547.91933 - 437 425s 3868 1890 568.34178 31 107 - 547.93679 - 438 430s 3968 1979 615.05791 77 57 - 547.93679 - 433 435s 4056 2024 infeasible 20 - 548.02774 - 430 440s 4110 2068 607.03431 67 82 - 548.03261 - 430 445s 4154 2089 561.90197 28 117 - 548.10830 - 431 450s 4202 2123 566.06710 33 125 - 548.32221 - 432 455s 4267 2152 592.50489 58 97 - 548.40139 - 431 460s 4325 2180 558.44576 23 130 - 548.45588 - 432 465s 4356 2191 563.46474 22 118 - 548.90132 - 434 470s 4398 2213 562.43749 37 122 - 548.97407 - 435 475s 4436 2225 602.91910 32 105 - 549.14616 - 437 480s 4482 2241 infeasible 40 - 549.17980 - 437 485s 4514 2251 567.82393 30 129 - 549.35894 - 439 490s 4555 2262 infeasible 50 - 549.36262 - 440 495s 4590 2267 570.84440 26 129 - 549.55456 - 442 500s 4651 2298 infeasible 35 - 549.62707 - 441 505s 4707 2314 557.03757 29 136 - 549.65795 - 441 510s 4749 2330 infeasible 39 - 549.69044 - 442 515s 4801 2354 603.10688 39 99 - 549.80186 - 443 520s 4874 2387 561.18375 25 131 - 550.19570 - 442 525s 4985 2454 infeasible 24 - 550.20200 - 437 530s 5054 2481 infeasible 30 - 550.46855 - 436 535s 5075 2484 564.41022 40 124 - 550.63249 - 438 541s 5107 2494 infeasible 28 - 550.67751 - 439 545s 5133 2500 562.52736 26 124 - 550.74247 - 441 550s 5156 2501 559.79084 31 129 - 550.78841 - 442 555s 5169 2500 infeasible 31 - 550.89825 - 443 560s 5194 2498 559.27121 26 127 - 550.96510 - 445 565s 5240 2524 565.75028 24 108 - 550.98156 - 446 570s 5283 2531 553.37748 23 144 - 551.08277 - 446 575s 5365 2571 555.23619 33 133 - 551.26214 - 444 580s 5409 2591 565.36295 34 125 - 551.28880 - 444 585s 5455 2616 574.61389 26 129 - 551.39403 - 445 590s 5502 2639 556.48374 34 125 - 551.39935 - 445 595s 5528 2653 590.61218 44 122 - 551.42172 - 447 600s 5577 2678 582.46860 39 71 - 551.51765 - 447 605s 5627 2686 infeasible 32 - 551.78889 - 447 610s 5704 2737 infeasible 68 - 551.84891 - 444 615s 5800 2784 infeasible 58 - 551.90890 - 441 620s 5878 2838 559.96014 36 122 - 552.05831 - 439 625s 5960 2901 584.26832 47 69 - 552.09186 - 438 630s 6116 3016 infeasible 91 - 552.09186 - 432 635s 6196 3050 577.07579 29 117 - 552.13176 - 431 640s 6309 3121 604.36741 38 112 - 552.28136 - 428 645s 6360 3146 573.74285 32 137 - 552.28499 - 428 650s 6401 3165 571.66947 41 107 - 552.45875 - 429 655s 6467 3193 infeasible 24 - 552.52144 - 429 660s 6566 3259 592.28754 54 76 - 552.54814 - 427 665s 6607 3278 605.07513 40 105 - 552.58626 - 427 670s 6681 3308 infeasible 32 - 552.60614 - 427 675s 6769 3382 infeasible 46 - 552.60614 - 426 680s 6828 3409 569.15119 30 103 - 552.68656 - 426 685s 6910 3453 559.78905 33 116 - 552.72088 - 424 690s 6996 3505 559.49804 23 134 - 552.76940 - 423 695s 7033 3534 571.08236 26 120 - 552.77575 - 424 700s 7123 3601 576.50361 36 98 - 552.81592 - 422 705s 7220 3664 616.75820 39 79 - 552.89230 - 420 710s 7271 3681 600.66704 31 110 - 552.98452 - 421 715s 7344 3722 578.49880 39 107 - 553.05132 - 420 720s 7401 3743 578.77540 31 129 - 553.06229 - 420 725s 7476 3790 566.59751 24 108 - 553.10917 - 419 730s 7572 3856 590.40511 27 99 - 553.11509 - 418 735s 7620 3882 573.50980 32 113 - 553.16576 - 418 740s 7676 3904 564.75869 31 138 - 553.20624 - 418 745s 7731 3938 578.39128 41 96 - 553.30544 - 418 750s 7829 3993 599.61573 37 120 - 553.40100 - 417 755s 7908 4040 574.68669 28 120 - 553.47664 - 416 760s 8003 4107 631.43587 67 97 - 553.48089 - 414 765s 8063 4139 576.78299 36 107 - 553.50903 - 414 770s 8159 4201 573.49990 42 96 - 553.53068 - 413 775s 8219 4227 608.61770 40 99 - 553.58238 - 413 780s 8275 4259 564.68830 26 130 - 553.66921 - 413 786s 8317 4275 infeasible 44 - 553.75619 - 413 790s 8378 4305 559.60678 37 133 - 553.84700 - 413 795s 8443 4344 584.14810 47 113 - 553.90544 - 413 800s 8510 4385 571.82446 44 97 - 553.93903 - 413 805s 8558 4407 565.86490 31 110 - 553.94990 - 413 810s 8614 4433 567.01605 28 109 - 553.99795 - 413 815s 8672 4463 586.79898 39 84 - 554.02723 - 413 820s 8774 4533 578.57705 25 112 - 554.09478 - 412 825s 8862 4573 561.75674 47 117 - 554.17337 - 410 830s 8888 4589 infeasible 52 - 554.17337 - 412 835s 8926 4603 573.24223 28 111 - 554.19269 - 412 840s 8973 4634 594.57533 55 119 - 554.19310 - 413 845s 9012 4649 579.57169 34 111 - 554.30845 - 413 850s 9049 4670 577.83434 42 106 - 554.42330 - 414 855s 9085 4687 592.29515 47 84 - 554.43910 - 415 860s 9148 4720 569.47899 33 102 - 554.46459 - 414 865s 9220 4756 569.34038 46 130 - 554.50371 - 413 870s 9263 4779 590.37538 28 110 - 554.54984 - 413 875s 9323 4811 infeasible 32 - 554.56265 - 413 880s 9390 4844 586.47230 37 114 - 554.59318 - 413 885s 9473 4896 572.05973 31 118 - 554.60510 - 412 890s 9541 4926 605.33231 35 119 - 554.62417 - 412 895s 9571 4928 infeasible 52 - 554.62424 - 413 900s 9614 4947 572.99296 33 120 - 554.67074 - 414 905s 9693 4972 infeasible 42 - 554.70303 - 413 910s 9763 5024 617.78771 42 103 - 554.70959 - 413 915s 9835 5052 573.96903 38 116 - 554.72234 - 413 920s 9941 5096 600.42855 34 122 - 554.74655 - 411 925s 10019 5137 564.31686 25 118 - 554.83209 - 411 930s 10093 5181 567.49142 38 118 - 554.89979 - 410 935s 10181 5233 594.17980 38 120 - 554.90268 - 409 940s 10239 5255 infeasible 34 - 554.94772 - 409 945s 10342 5334 infeasible 47 - 554.98718 - 408 950s 10456 5404 599.80872 55 76 - 555.00772 - 406 955s 10556 5445 599.85821 46 90 - 555.04329 - 405 960s 10651 5491 576.00269 34 121 - 555.14538 - 404 965s 10724 5518 infeasible 63 - 555.17886 - 404 970s 10807 5559 600.97234 52 89 - 555.18698 - 403 975s 10892 5602 infeasible 49 - 555.20482 - 403 980s 10967 5647 infeasible 28 - 555.25766 - 403 985s 11064 5698 581.04574 31 107 - 555.32842 - 402 990s 11164 5770 594.54248 32 117 - 555.39240 - 401 995s 11231 5796 infeasible 45 - 555.54806 - 401 1000s 11332 5853 infeasible 43 - 555.57344 - 400 1005s 11377 5880 568.02995 36 118 - 555.61052 - 400 1010s 11467 5928 559.13666 38 131 - 555.63035 - 400 1015s 11476 5933 infeasible 41 - 555.63035 - 400 1020s 11542 5967 568.92865 37 109 - 555.69236 - 400 1025s 11597 5988 568.39030 40 121 - 555.71071 - 401 1030s 11708 6045 infeasible 37 - 555.74015 - 399 1035s 11744 6063 586.41310 38 111 - 555.82594 - 400 1040s 11800 6081 583.43783 27 118 - 555.86819 - 401 1045s 11910 6171 617.06652 68 74 - 555.88988 - 399 1050s 12057 6263 564.15934 19 118 - 555.93710 - 397 1055s 12116 6288 infeasible 24 - 555.94370 - 397 1060s 12167 6311 575.60881 30 115 - 555.95815 - 397 1065s 12266 6371 infeasible 53 - 555.97439 - 395 1070s 12321 6400 584.89001 42 76 - 556.01039 - 395 1075s 12421 6466 586.53256 32 109 - 556.02817 - 394 1080s 12487 6512 612.46465 59 57 - 556.03844 - 394 1085s 12576 6549 569.22970 37 108 - 556.12529 - 394 1090s 12650 6561 571.37206 28 103 - 556.19912 - 394 1095s 12725 6606 592.90473 37 89 - 556.23360 - 394 1100s 12832 6666 564.83647 40 111 - 556.24261 - 393 1105s 12887 6687 infeasible 48 - 556.25324 - 393 1110s 12967 6714 595.79729 42 101 - 556.29648 - 393 1115s 13073 6771 616.17492 55 42 - 556.32701 - 392 1120s 13204 6854 558.31619 18 116 - 556.33481 - 390 1125s 13293 6904 infeasible 31 - 556.34349 - 390 1130s 13345 6913 573.59125 29 107 - 556.45110 - 390 1135s 13415 6933 592.80214 38 119 - 556.48315 - 390 1140s 13486 6972 582.30062 25 122 - 556.50697 - 390 1145s 13569 7025 564.86791 22 118 - 556.57783 - 389 1150s 13634 7046 572.38922 36 129 - 556.62557 - 390 1155s 13653 7047 infeasible 42 - 556.62557 - 391 1160s 13682 7050 infeasible 34 - 556.62617 - 392 1165s 13758 7080 infeasible 28 - 556.73042 - 392 1170s 13868 7159 infeasible 57 - 556.74265 - 391 1175s 13989 7239 592.66643 38 112 - 556.77422 - 389 1180s 14061 7269 569.85352 38 112 - 556.89620 - 389 1185s 14150 7318 591.36070 48 96 - 556.91887 - 389 1190s 14253 7373 581.69944 26 124 - 557.01533 - 388 1195s 14357 7441 597.82757 56 99 - 557.11616 - 387 1200s 14462 7500 595.12112 33 93 - 557.14898 - 386 1205s 14586 7576 589.24986 29 112 - 557.15752 - 385 1210s 14686 7648 583.33315 33 107 - 557.19502 - 384 1215s 14772 7706 567.15041 39 115 - 557.21992 - 384 1220s 14807 7719 infeasible 34 - 557.22364 - 384 1225s 14878 7744 564.39044 24 106 - 557.28691 - 385 1230s 14927 7753 infeasible 46 - 557.34202 - 385 1235s 15000 7788 609.13680 36 111 - 557.38542 - 385 1240s 15101 7853 619.71529 62 81 - 557.39934 - 385 1245s 15209 7903 infeasible 47 - 557.45086 - 384 1250s 15304 7954 infeasible 44 - 557.46322 - 384 1255s 15381 7999 588.30531 44 93 - 557.49330 - 383 1260s 15481 8045 594.49938 44 105 - 557.51323 - 383 1265s 15571 8101 578.92241 32 92 - 557.53233 - 382 1270s 15639 8131 572.68117 43 94 - 557.58311 - 383 1275s 15715 8159 561.42494 18 138 - 557.67832 - 383 1280s 15805 8212 568.15761 40 111 - 557.67923 - 382 1285s 15869 8238 infeasible 41 - 557.69521 - 382 1290s 15938 8273 573.10749 44 109 - 557.72909 - 382 1295s 16048 8331 587.93491 33 104 - 557.73400 - 382 1300s 16119 8376 594.04350 41 99 - 557.74220 - 381 1305s 16225 8426 infeasible 33 - 557.79635 - 381 1310s 16269 8448 infeasible 53 - 557.81639 - 381 1315s 16393 8534 578.38314 49 98 - 557.86588 - 380 1320s 16459 8562 infeasible 54 - 557.87532 - 380 1325s 16518 8579 infeasible 38 - 557.92423 - 381 1330s 16574 8602 582.47004 31 117 - 558.03262 - 381 1335s 16630 8630 588.42513 55 120 - 558.06327 - 381 1340s 16733 8677 infeasible 55 - 558.08949 - 380 1345s 16780 8680 infeasible 27 - 558.12255 - 380 1350s 16858 8729 584.03756 52 108 - 558.13921 - 380 1355s 16940 8761 586.08820 39 95 - 558.19838 - 380 1360s 17027 8808 581.13750 25 120 - 558.22698 - 379 1365s 17147 8886 604.77014 43 118 - 558.23532 - 378 1370s 17208 8905 infeasible 48 - 558.34843 - 379 1375s 17305 8953 581.86469 40 106 - 558.36480 - 378 1380s 17355 8963 578.04794 56 129 - 558.41043 - 378 1385s 17421 8987 infeasible 24 - 558.44033 - 378 1390s 17522 9043 infeasible 46 - 558.47094 - 378 1395s 17575 9057 611.15704 35 113 - 558.59150 - 378 1400s 17665 9061 infeasible 38 - 558.60301 - 378 1405s 17731 9084 581.48314 24 101 - 558.66414 - 378 1410s 17815 9129 589.29203 56 97 - 558.69313 - 377 1415s 17889 9159 611.35491 38 113 - 558.74879 - 377 1420s 17962 9197 569.15991 21 97 - 558.77896 - 377 1425s 18045 9226 613.29312 42 103 - 558.78595 - 377 1430s 18148 9279 infeasible 49 - 558.81480 - 377 1435s 18229 9312 577.27545 29 114 - 558.84872 - 377 1440s 18323 9348 560.42619 37 122 - 558.87578 - 376 1445s 18433 9406 568.71412 32 118 - 558.92978 - 376 1450s 18511 9450 infeasible 49 - 558.94224 - 375 1455s 18604 9493 572.13149 38 123 - 558.96262 - 375 1460s 18692 9539 596.86680 35 91 - 559.00182 - 375 1465s 18772 9561 579.87621 36 94 - 559.02644 - 375 1470s 18873 9639 634.77551 66 54 - 559.02864 - 374 1475s 18986 9697 619.54268 62 89 - 559.05077 - 373 1480s 19079 9746 628.98789 38 109 - 559.10820 - 373 1485s 19138 9777 586.94887 38 105 - 559.12429 - 373 1490s 19213 9812 599.08772 65 82 - 559.16204 - 373 1495s 19249 9820 575.01370 44 116 - 559.19035 - 374 1500s 19328 9858 561.57191 32 121 - 559.20025 - 373 1505s 19385 9893 597.41132 57 98 - 559.20165 - 373 1510s 19438 9914 588.72785 31 115 - 559.20844 - 373 1515s 19475 9929 569.83199 53 135 - 559.23794 - 373 1520s 19532 9960 574.90910 39 108 - 559.25178 - 373 1525s 19609 10013 infeasible 60 - 559.25716 - 372 1530s 19655 10033 570.65448 31 105 - 559.30255 - 372 1535s 19749 10085 578.93527 41 90 - 559.38251 - 372 1540s 19854 10130 581.07357 31 113 - 559.41611 - 371 1545s 19959 10177 562.60156 29 114 - 559.42060 - 371 1550s 20044 10226 608.44395 38 76 - 559.43139 - 371 1555s 20160 10288 609.70141 35 101 - 559.43314 - 370 1560s 20224 10300 577.21833 30 104 - 559.47317 - 370 1565s 20304 10335 563.22006 26 106 - 559.51013 - 370 1570s 20372 10359 579.10313 41 87 - 559.54984 - 370 1575s 20472 10435 618.48614 56 97 - 559.56242 - 370 1580s 20544 10461 infeasible 48 - 559.59835 - 369 1585s 20618 10501 591.90920 55 86 - 559.61428 - 369 1590s 20672 10531 infeasible 36 - 559.64449 - 369 1595s 20701 10530 infeasible 38 - 559.70575 - 369 1600s 20749 10544 594.39977 32 116 - 559.74233 - 369 1605s 20798 10557 infeasible 40 - 559.74488 - 369 1610s 20859 10582 566.93607 37 118 - 559.82593 - 369 1615s 20981 10638 infeasible 49 - 559.84802 - 368 1620s 21056 10667 578.71719 28 120 - 559.88636 - 368 1625s 21176 10770 566.72147 32 108 - 559.89383 - 367 1630s 21305 10869 infeasible 34 - 559.89915 - 366 1635s 21368 10906 infeasible 52 - 559.92789 - 367 1640s 21501 10969 infeasible 47 - 559.96048 - 366 1645s 21573 10997 569.76954 28 111 - 560.03158 - 366 1650s 21662 11060 579.22373 48 112 - 560.05049 - 365 1655s 21770 11110 580.72386 32 109 - 560.06381 - 365 1660s 21853 11163 584.30138 47 113 - 560.10491 - 365 1665s 21933 11195 582.57543 40 112 - 560.12290 - 365 1670s 22030 11244 585.37110 25 121 - 560.15622 - 364 1675s 22163 11304 570.82761 38 88 - 560.27635 - 363 1680s 22241 11346 infeasible 48 - 560.28014 - 363 1685s 22322 11376 580.11268 39 105 - 560.31469 - 363 1690s 22396 11408 614.33283 40 96 - 560.35084 - 363 1695s 22502 11476 593.74085 45 64 - 560.43146 - 362 1700s 22640 11548 570.39523 40 122 - 560.44782 - 362 1705s 22702 11574 589.23664 37 121 - 560.46589 - 362 1710s 22807 11628 625.58210 47 148 - 560.50653 - 361 1719s 22810 11630 610.30818 67 143 - 560.50653 - 361 1720s 22817 11637 560.50653 28 144 - 560.50653 - 361 1725s 22822 11640 560.50653 31 146 - 560.50653 - 361 1730s 22839 11651 576.08583 39 109 - 560.50653 - 361 1735s 22922 11695 581.55757 81 95 - 560.50653 - 361 1740s 23018 11727 infeasible 66 - 560.50653 - 361 1745s 23130 11757 574.00987 53 82 - 560.50653 - 361 1750s 23265 11809 infeasible 53 - 560.50653 - 360 1755s 23387 11847 infeasible 36 - 560.50653 - 360 1760s 23523 11888 560.50653 37 137 - 560.50653 - 359 1765s 23642 11939 583.42206 39 120 - 560.50653 - 359 1770s 23791 11998 608.56127 49 99 - 560.50653 - 358 1775s 23941 12047 588.87169 44 114 - 560.50653 - 357 1780s 24089 12116 588.12395 74 86 - 560.50653 - 357 1785s 24267 12181 infeasible 78 - 560.50653 - 356 1790s 24420 12236 560.50653 36 128 - 560.50653 - 355 1795s 24587 12259 infeasible 66 - 560.50653 - 355 1800s 24724 12281 569.07058 55 102 - 560.50653 - 354 1805s 24927 12341 573.47162 46 100 - 560.50653 - 353 1810s 25117 12396 infeasible 61 - 560.50653 - 352 1815s 25276 12418 578.29828 43 109 - 560.50653 - 352 1820s 25480 12483 589.47903 46 93 - 560.50653 - 350 1825s 25706 12565 560.50653 42 102 - 560.50653 - 349 1830s 25824 12612 590.37247 54 120 - 560.50653 - 348 1835s 25955 12637 574.73897 46 129 - 560.50653 - 348 1840s 26064 12654 569.26423 45 118 - 560.50653 - 347 1845s 26217 12716 574.74805 62 78 - 560.50653 - 346 1850s 26356 12751 560.50653 32 137 - 560.50653 - 345 1855s 26427 12777 618.94716 53 96 - 560.50653 - 345 1860s 26515 12797 579.81530 36 124 - 560.50653 - 345 1865s 26621 12836 infeasible 60 - 560.50653 - 345 1870s 26749 12840 560.50653 40 119 - 560.50653 - 344 1875s 26862 12885 583.56432 55 100 - 560.50653 - 344 1880s 26993 12928 573.63939 38 127 - 560.50653 - 343 1885s 27100 12962 584.18374 52 99 - 560.50653 - 343 1890s 27207 12978 580.03978 47 126 - 560.50653 - 342 1895s 27279 12996 627.30989 53 105 - 560.50653 - 342 1900s 27391 13037 579.36369 58 96 - 560.50653 - 342 1905s 27529 13073 568.94825 46 103 - 560.50653 - 341 1910s 27751 13164 585.41833 49 87 - 560.50653 - 340 1915s 27881 13207 595.10108 57 88 - 560.50653 - 339 1920s 28000 13251 595.07017 56 109 - 560.50653 - 339 1925s 28117 13296 589.78996 45 100 - 560.50653 - 338 1930s 28252 13332 602.31451 52 121 - 560.50653 - 338 1935s 28366 13372 614.94140 81 73 - 560.50653 - 337 1940s 28519 13417 infeasible 67 - 560.50653 - 336 1945s 28607 13424 598.69733 49 91 - 560.50653 - 336 1950s 28713 13408 560.50653 37 132 - 560.50653 - 336 1955s 28807 13440 619.66790 70 117 - 560.50653 - 336 1960s 28904 13455 infeasible 40 - 560.50653 - 335 1965s 28974 13470 infeasible 47 - 560.50653 - 335 1970s 29076 13487 578.00141 45 120 - 560.50653 - 335 1975s 29222 13519 589.01640 42 117 - 560.50653 - 335 1980s 29312 13537 573.32771 38 108 - 560.50653 - 334 1985s 29441 13563 568.88491 45 107 - 560.50653 - 334 1990s 29590 13605 566.57446 44 106 - 560.50653 - 333 1995s 29715 13663 601.14241 88 79 - 560.50653 - 333 2000s 29832 13672 596.51055 42 117 - 560.50653 - 332 2005s 29964 13702 581.62781 43 128 - 560.50653 - 332 2010s 30115 13739 574.80079 46 92 - 560.50653 - 331 2015s 30228 13778 611.15332 58 108 - 560.50653 - 331 2020s 30362 13817 606.77364 67 83 - 560.50653 - 330 2025s 30484 13855 607.65783 70 52 - 560.50653 - 330 2030s 30684 13941 644.26286 123 48 - 560.50653 - 329 2035s 30786 13954 infeasible 71 - 560.50653 - 328 2040s 30903 13976 615.67298 45 111 - 560.50653 - 328 2045s 31019 14001 599.03616 62 100 - 560.50653 - 328 2050s 31233 14052 560.50653 39 104 - 560.50653 - 327 2055s 31465 14156 588.40636 51 92 - 560.50653 - 325 2060s 31568 14186 603.25444 60 97 - 560.50653 - 325 2065s 31702 14224 586.41848 61 65 - 560.50653 - 325 2070s 31844 14265 infeasible 71 - 560.50653 - 324 2075s 31941 14281 582.19257 53 74 - 560.50653 - 324 2080s 32043 14301 570.74725 42 109 - 560.50653 - 324 2085s 32164 14311 infeasible 44 - 560.50653 - 324 2090s 32339 14363 infeasible 75 - 560.50653 - 323 2095s 32519 14410 568.74795 56 89 - 560.50653 - 322 2100s 32639 14448 568.86879 44 104 - 560.50653 - 322 2105s 32746 14479 584.27261 60 103 - 560.50653 - 322 2110s 32885 14508 609.90073 71 98 - 560.50653 - 321 2115s 32982 14516 560.50653 34 118 - 560.50653 - 321 2120s 33055 14551 584.31490 50 94 - 560.50653 - 321 2125s 33197 14572 591.35084 50 105 - 560.50653 - 321 2130s 33289 14587 infeasible 69 - 560.50653 - 321 2135s 33439 14618 564.42840 42 105 - 560.50653 - 320 2140s 33508 14624 562.55891 40 116 - 560.50653 - 320 2145s 33611 14665 590.70618 59 88 - 560.50653 - 320 2150s 33798 14695 infeasible 67 - 560.50653 - 319 2155s 33920 14733 605.99706 60 88 - 560.50653 - 319 2160s 34002 14743 infeasible 45 - 560.50653 - 319 2165s 34185 14807 infeasible 80 - 560.50653 - 318 2170s *34301 14148 154 641.0000000 560.50653 12.6% 317 2171s 34433 14166 575.12026 57 99 641.00000 560.50653 12.6% 317 2175s H34470 13592 637.0000000 560.50653 12.0% 317 2176s H34497 12477 618.0000000 560.50653 9.30% 317 2177s H34551 11511 610.0000000 560.50653 8.11% 316 2178s H34578 10789 607.0000000 560.50653 7.66% 316 2179s 34605 10792 cutoff 45 607.00000 560.50653 7.66% 316 2180s 34714 10817 570.57042 46 82 607.00000 560.50653 7.66% 315 2185s 34824 10834 573.53367 51 91 607.00000 560.50653 7.66% 315 2190s 34987 10880 602.84994 73 96 607.00000 560.50653 7.66% 314 2195s 35104 10907 601.75070 51 88 607.00000 560.50653 7.66% 314 2200s 35221 10909 571.26707 48 106 607.00000 560.50653 7.66% 313 2205s 35411 10936 566.02553 48 104 607.00000 560.50653 7.66% 312 2210s 35611 10951 576.69438 50 110 607.00000 560.50653 7.66% 311 2215s 35762 10969 595.28005 51 101 607.00000 560.50653 7.66% 311 2220s 35955 11028 584.27879 59 83 607.00000 560.50653 7.66% 310 2225s 36087 11032 581.77251 42 114 607.00000 560.50653 7.66% 309 2230s 36207 11056 567.48571 43 116 607.00000 560.50653 7.66% 309 2235s 36310 11077 587.50946 52 110 607.00000 560.50653 7.66% 309 2240s 36489 11097 586.91373 58 100 607.00000 560.50653 7.66% 308 2245s 36658 11131 605.11563 76 83 607.00000 560.50653 7.66% 307 2250s 36817 11146 581.06028 53 96 607.00000 560.50653 7.66% 307 2255s 36967 11161 576.58232 74 93 607.00000 560.50653 7.66% 306 2260s 37108 11163 578.43997 50 115 607.00000 560.50653 7.66% 305 2265s 37260 11171 598.88720 54 119 607.00000 560.50653 7.66% 305 2270s 37408 11171 585.46818 44 136 607.00000 560.50653 7.66% 304 2275s 37570 11209 cutoff 61 607.00000 560.50653 7.66% 303 2280s 37689 11235 585.37916 61 82 607.00000 560.50653 7.66% 303 2285s 37811 11252 571.38457 45 88 607.00000 560.50653 7.66% 303 2290s 37963 11273 583.64089 45 124 607.00000 560.50653 7.66% 302 2295s 38151 11295 576.17906 38 96 607.00000 560.50653 7.66% 301 2300s 38300 11334 563.88591 50 122 607.00000 560.50653 7.66% 301 2305s 38461 11337 cutoff 44 607.00000 560.50653 7.66% 301 2310s 38663 11347 566.22102 61 118 607.00000 560.50653 7.66% 300 2315s 38904 11357 591.87652 47 91 607.00000 560.50653 7.66% 299 2320s 39113 11410 cutoff 37 607.00000 560.50653 7.66% 298 2325s 39297 11437 587.08057 46 111 607.00000 560.50653 7.66% 298 2330s 39528 11468 567.03579 46 101 607.00000 560.50653 7.66% 297 2335s 39727 11474 infeasible 58 607.00000 560.50653 7.66% 296 2340s 40030 11530 581.01763 43 116 607.00000 560.57292 7.65% 295 2345s 40241 11575 588.69775 57 112 607.00000 560.69330 7.63% 294 2350s 40510 11665 566.86520 50 118 607.00000 560.80934 7.61% 293 2355s H40759 10846 603.0000000 560.93068 6.98% 292 2360s 40901 10880 587.79700 48 148 603.00000 561.03538 6.96% 292 2617s 40907 10884 595.87584 70 150 603.00000 561.03538 6.96% 292 2620s 40914 10891 561.03538 39 137 603.00000 561.03538 6.96% 292 2625s 40920 10893 561.03538 42 138 603.00000 561.03538 6.96% 292 2630s 40940 10905 561.03538 52 135 603.00000 561.03538 6.96% 292 2635s 41018 10911 576.48543 42 141 603.00000 561.03538 6.96% 292 2640s 41170 10958 561.03538 53 141 603.00000 561.03538 6.96% 291 2645s 41453 11039 595.70467 78 79 603.00000 561.03538 6.96% 290 2650s 41651 11109 588.96930 73 94 603.00000 561.03538 6.96% 290 2655s 41980 11220 561.03538 47 130 603.00000 561.03538 6.96% 288 2660s 42305 11277 585.29223 49 126 603.00000 561.03538 6.96% 287 2665s 42805 11396 cutoff 72 603.00000 561.03538 6.96% 285 2670s 43231 11518 567.68518 52 133 603.00000 561.03538 6.96% 283 2675s 43763 11691 585.68066 49 123 603.00000 561.03538 6.96% 281 2680s 44273 11796 567.13517 62 102 603.00000 561.41878 6.90% 278 2685s 44777 11893 574.82071 67 124 603.00000 561.83714 6.83% 276 2690s 45362 12035 600.04329 61 115 603.00000 562.42089 6.73% 274 2695s 45862 12159 582.83129 75 113 603.00000 563.02922 6.63% 272 2700s 46327 12255 572.09353 69 104 603.00000 563.59659 6.53% 270 2705s 46798 12302 572.07281 57 108 603.00000 564.21032 6.43% 269 2710s 47417 12418 cutoff 56 603.00000 564.62097 6.36% 266 2715s 48144 12543 588.00311 86 85 603.00000 565.15433 6.28% 263 2720s 48899 12676 cutoff 96 603.00000 565.49437 6.22% 260 2725s 49569 12795 601.59889 62 123 603.00000 565.89170 6.15% 258 2730s 50453 12978 588.52650 55 107 603.00000 566.36654 6.08% 255 2735s 51112 13094 595.29664 68 101 603.00000 566.59727 6.04% 252 2740s 51841 13188 582.77128 69 128 603.00000 566.91074 5.98% 250 2745s 52598 13272 599.58691 74 68 603.00000 567.21630 5.93% 248 2750s 53133 13258 570.76376 64 111 603.00000 567.48396 5.89% 246 2755s 53739 13308 601.81245 91 81 603.00000 567.67338 5.86% 244 2760s 54375 13325 599.24988 65 83 603.00000 567.94257 5.81% 243 2765s 54998 13326 595.64493 72 106 603.00000 568.20035 5.77% 241 2770s 55594 13326 577.57038 59 113 603.00000 568.49357 5.72% 239 2775s 56416 13429 579.81873 74 112 603.00000 568.69103 5.69% 237 2780s 57154 13514 574.81402 58 103 603.00000 568.92768 5.65% 235 2785s 57813 13577 578.88829 62 102 603.00000 569.13892 5.62% 233 2790s 58672 13688 583.12052 72 73 603.00000 569.38974 5.57% 231 2795s 59188 13739 591.46071 61 108 603.00000 569.57714 5.54% 230 2800s 59913 13814 596.57700 82 92 603.00000 569.75458 5.51% 228 2805s 60492 13750 575.83919 68 117 603.00000 569.93304 5.48% 227 2810s 61250 13820 576.16723 68 93 603.00000 570.12537 5.45% 225 2815s 61800 13849 cutoff 79 603.00000 570.32890 5.42% 224 2820s 62365 13875 572.51610 67 101 603.00000 570.50296 5.39% 223 2825s 62938 13905 600.01637 57 123 603.00000 570.70441 5.36% 222 2830s 63631 13934 585.22251 51 111 603.00000 570.99253 5.31% 220 2835s 64315 13966 578.52355 57 121 603.00000 571.19397 5.27% 219 2840s 64944 13963 infeasible 66 603.00000 571.40365 5.24% 217 2845s 65670 14020 594.65440 71 108 603.00000 571.60862 5.21% 216 2850s 66349 14047 cutoff 70 603.00000 571.79166 5.18% 215 2855s 67095 14063 574.49943 51 130 603.00000 572.01647 5.14% 213 2860s 67660 14085 cutoff 78 603.00000 572.19114 5.11% 212 2865s 68214 14107 580.69717 49 113 603.00000 572.42710 5.07% 211 2870s 68962 14173 600.93152 68 53 603.00000 572.63362 5.04% 210 2875s 69533 14212 cutoff 69 603.00000 572.75138 5.02% 209 2880s 70250 14211 583.01314 58 98 603.00000 572.96653 4.98% 208 2885s 71074 14281 592.80251 74 98 603.00000 573.15823 4.95% 206 2890s 71703 14355 582.97298 78 72 603.00000 573.27940 4.93% 205 2947s 72065 14363 582.43945 68 82 603.00000 573.36126 4.92% 204 2950s 72781 14347 cutoff 80 603.00000 573.53394 4.89% 203 2955s 73465 14363 588.31107 69 93 603.00000 573.69895 4.86% 202 2960s 74133 14600 575.57369 62 107 603.00000 573.86490 4.83% 201 2965s 74829 14878 cutoff 84 603.00000 573.97646 4.81% 200 2970s 75580 15179 594.80729 69 61 603.00000 574.09055 4.79% 199 2975s 76244 15394 596.17860 68 101 603.00000 574.22752 4.77% 198 2980s 76905 15585 cutoff 64 603.00000 574.38862 4.74% 197 2985s 77680 15894 576.05703 53 125 603.00000 574.56127 4.72% 195 2990s 78374 16197 590.92507 88 97 603.00000 574.68584 4.70% 195 2995s 79203 16455 578.33312 67 79 603.00000 574.84192 4.67% 193 3000s 79930 16729 582.09786 68 103 603.00000 574.97210 4.65% 192 3005s 80638 16941 586.85242 61 131 603.00000 575.19712 4.61% 191 3010s 81341 17126 601.00438 72 95 603.00000 575.35265 4.58% 190 3015s 82164 17395 586.30916 53 120 603.00000 575.50608 4.56% 189 3020s 82938 17598 590.11637 49 129 603.00000 575.65120 4.54% 188 3025s 83665 17807 591.66176 62 102 603.00000 575.77992 4.51% 187 3030s 84613 18113 581.42052 58 96 603.00000 575.93739 4.49% 186 3035s 85420 18366 579.58803 68 79 603.00000 576.10743 4.46% 185 3040s 86216 18565 598.52936 50 131 603.00000 576.26173 4.43% 184 3045s 86917 18740 594.25084 67 90 603.00000 576.39480 4.41% 183 3050s 87811 18978 595.31546 91 29 603.00000 576.56519 4.38% 182 3055s 88610 19252 infeasible 67 603.00000 576.69965 4.36% 181 3060s 89311 19401 590.56790 74 88 603.00000 576.84900 4.34% 180 3065s 90049 19551 cutoff 86 603.00000 576.96386 4.32% 179 3070s 90754 19703 585.93054 64 61 603.00000 577.10946 4.29% 179 3075s 91783 20088 589.53800 72 75 603.00000 577.33033 4.26% 177 3080s 92620 20325 600.47027 54 108 603.00000 577.44748 4.24% 176 3085s 93489 20545 595.48363 78 94 603.00000 577.58556 4.21% 175 3090s 94236 20725 cutoff 68 603.00000 577.72461 4.19% 175 3095s 94972 20960 582.93802 64 97 603.00000 577.84393 4.17% 174 3100s 95802 21243 593.06609 60 88 603.00000 577.91757 4.16% 173 3105s 96746 21534 580.49302 51 120 603.00000 578.05004 4.14% 172 3110s 97453 21683 601.24598 53 101 603.00000 578.14740 4.12% 171 3115s 98423 22009 582.74139 52 99 603.00000 578.30703 4.10% 170 3120s 99240 22189 594.30832 65 70 603.00000 578.44212 4.07% 170 3125s 100160 22420 584.13690 50 127 603.00000 578.55620 4.05% 169 3130s 100927 22579 583.15201 64 91 603.00000 578.68314 4.03% 168 3135s 101911 22818 596.69101 71 112 603.00000 578.85459 4.00% 167 3140s 102766 23055 590.33891 55 124 603.00000 578.99494 3.98% 166 3145s 103633 23276 588.52491 75 73 603.00000 579.10844 3.96% 165 3150s 104586 23580 580.21862 74 80 603.00000 579.20992 3.95% 164 3155s 105437 23864 595.21113 79 53 603.00000 579.32505 3.93% 164 3160s 106314 24101 593.49691 66 52 603.00000 579.43194 3.91% 163 3165s 107191 24314 cutoff 69 603.00000 579.55042 3.89% 162 3170s 107939 24452 595.35356 80 83 603.00000 579.66201 3.87% 162 3175s 109041 24773 infeasible 51 603.00000 579.78457 3.85% 161 3180s 109799 24986 598.21541 81 71 603.00000 579.88804 3.83% 160 3185s 110712 25224 600.84184 73 56 603.00000 580.00543 3.81% 159 3190s 111763 25543 583.97417 61 124 603.00000 580.10855 3.80% 158 3195s 112575 25730 596.20471 71 100 603.00000 580.21418 3.78% 158 3200s 113411 25921 581.38523 64 124 603.00000 580.31203 3.76% 157 3205s 114250 26036 cutoff 75 603.00000 580.46470 3.74% 157 3210s 115292 26273 599.11686 60 103 603.00000 580.58299 3.72% 156 3215s 116270 26501 597.46782 54 89 603.00000 580.70095 3.70% 155 3220s 117174 26725 585.44444 63 123 603.00000 580.80567 3.68% 154 3225s 117954 26872 cutoff 78 603.00000 580.92629 3.66% 154 3230s 118708 27021 592.00992 54 96 603.00000 581.01579 3.65% 153 3235s 119751 27259 586.51907 80 79 603.00000 581.13602 3.63% 152 3240s 120479 27362 601.17521 60 86 603.00000 581.24174 3.61% 152 3245s 121488 27636 583.35554 74 79 603.00000 581.34283 3.59% 151 3250s 122460 27846 591.99060 76 77 603.00000 581.47518 3.57% 151 3255s 123331 27999 590.67905 64 112 603.00000 581.58610 3.55% 150 3260s 124222 28153 588.17079 63 102 603.00000 581.69743 3.53% 150 3265s 125123 28289 586.63698 58 96 603.00000 581.79890 3.52% 149 3270s 126089 28492 cutoff 58 603.00000 581.90968 3.50% 148 3275s 127250 28841 601.89818 66 89 603.00000 582.01534 3.48% 148 3280s 128126 28968 cutoff 64 603.00000 582.14248 3.46% 147 3285s 129016 29171 600.60462 68 88 603.00000 582.24100 3.44% 146 3290s 130046 29382 593.61881 63 96 603.00000 582.34857 3.42% 146 3295s 130906 29512 cutoff 71 603.00000 582.45001 3.41% 145 3300s 131784 29634 589.83703 67 69 603.00000 582.54285 3.39% 145 3305s 132782 29854 586.10340 68 76 603.00000 582.65329 3.37% 144 3310s 133722 29950 cutoff 62 603.00000 582.78255 3.35% 144 3315s 134672 30039 593.55925 77 42 603.00000 582.92172 3.33% 143 3320s 135792 30297 cutoff 78 603.00000 583.03787 3.31% 143 3325s 136793 30536 591.64166 49 102 603.00000 583.12336 3.30% 142 3330s 137717 30675 593.77418 67 110 603.00000 583.21332 3.28% 141 3335s 138556 30842 599.93209 60 92 603.00000 583.31298 3.26% 141 3340s 139591 31019 589.25446 50 128 603.00000 583.42074 3.25% 140 3345s 140675 31271 600.35260 86 86 603.00000 583.51959 3.23% 140 3350s 141673 31463 590.52972 62 102 603.00000 583.59746 3.22% 139 3355s 142847 31748 592.20818 60 70 603.00000 583.71661 3.20% 139 3360s 143942 31971 cutoff 82 603.00000 583.81494 3.18% 138 3365s 144887 32157 594.26317 76 108 603.00000 583.90965 3.17% 137 3370s 146073 32436 588.21469 69 93 603.00000 583.99947 3.15% 137 3375s 147068 32601 cutoff 73 603.00000 584.08831 3.14% 136 3380s 148204 32874 601.83319 93 42 603.00000 584.17171 3.12% 136 3385s 149257 33103 cutoff 72 603.00000 584.26951 3.11% 135 3390s 150333 33237 cutoff 68 603.00000 584.38819 3.09% 135 3395s 151468 33438 587.28143 62 67 603.00000 584.48553 3.07% 134 3400s 152685 33695 596.89014 65 82 603.00000 584.56613 3.06% 133 3405s 153958 33981 601.52515 71 82 603.00000 584.66424 3.04% 133 3410s 155123 34239 601.85247 67 96 603.00000 584.75898 3.03% 132 3415s 156156 34401 592.66382 59 71 603.00000 584.85025 3.01% 132 3420s 157383 34707 591.52659 68 98 603.00000 584.93695 3.00% 131 3425s 158666 35003 587.81515 66 89 603.00000 585.04299 2.98% 130 3430s 159970 35225 cutoff 73 603.00000 585.15068 2.96% 130 3435s 161150 35481 601.71126 72 62 603.00000 585.24736 2.94% 129 3440s 162398 35718 599.78437 64 81 603.00000 585.33538 2.93% 129 3445s 163455 35869 598.31320 67 93 603.00000 585.43556 2.91% 128 3450s 164394 35935 cutoff 68 603.00000 585.52134 2.90% 128 3455s 165886 36208 598.71797 65 113 603.00000 585.63548 2.88% 127 3460s 167063 36497 cutoff 66 603.00000 585.70915 2.87% 127 3465s 168043 36605 594.11767 62 101 603.00000 585.78268 2.86% 126 3470s 169484 36929 595.41180 80 55 603.00000 585.88706 2.84% 126 3475s 171022 37270 cutoff 78 603.00000 585.99188 2.82% 125 3480s 172356 37478 590.87740 61 104 603.00000 586.08431 2.81% 124 3485s 173720 37815 cutoff 73 603.00000 586.18006 2.79% 124 3490s 174888 37955 595.90023 65 90 603.00000 586.27420 2.77% 123 3495s 176272 38254 589.84851 61 121 603.00000 586.37033 2.76% 123 3500s 177470 38505 601.80046 63 78 603.00000 586.43490 2.75% 122 3505s 178955 38807 cutoff 61 603.00000 586.52947 2.73% 121 3510s 180360 39095 596.24074 75 63 603.00000 586.60134 2.72% 121 3515s 181515 39203 596.05336 67 64 603.00000 586.69134 2.70% 120 3520s 182991 39471 601.00414 74 60 603.00000 586.77999 2.69% 120 3525s 184287 39710 cutoff 78 603.00000 586.85619 2.68% 119 3530s 185594 39956 594.85003 64 75 603.00000 586.93402 2.66% 119 3535s 187108 40354 599.15668 71 65 603.00000 587.00050 2.65% 118 3540s 188584 40666 598.81441 75 71 603.00000 587.08929 2.64% 118 3545s 190099 40992 595.52897 75 49 603.00000 587.17421 2.62% 117 3550s 191595 41237 cutoff 57 603.00000 587.26138 2.61% 117 3555s 193030 41546 592.03246 66 63 603.00000 587.33236 2.60% 116 3560s 194407 41799 cutoff 90 603.00000 587.40724 2.59% 116 3565s 195845 42163 cutoff 59 603.00000 587.47042 2.58% 115 3570s 197443 42545 infeasible 75 603.00000 587.53788 2.56% 114 3575s 199048 42767 596.94217 67 52 603.00000 587.62354 2.55% 114 3580s 200405 43000 598.10666 81 69 603.00000 587.69519 2.54% 113 3585s 201795 43264 601.39909 56 98 603.00000 587.76976 2.53% 113 3590s 203434 43585 594.92594 73 103 603.00000 587.84078 2.51% 112 3595s Cutting planes: Gomory: 25 Cover: 2 Implied bound: 2 Clique: 1 MIR: 1 Flow cover: 106 GUB cover: 1 Zero half: 3 Explored 204901 nodes (22958649 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.030000000000e+02, best bound 5.880000000000e+02, gap 2.4876%