Gurobi 5.0.1 (linux64) logging started Fri Jan 4 19:27:55 2013 Optimize a model with 10202 rows, 10201 columns and 47945 nonzeros Presolve removed 5253 rows and 2921 columns Presolve time: 0.11s Presolved: 4949 rows, 7280 columns, 33324 nonzeros Variable types: 100 continuous, 7180 integer (7180 binary) Root relaxation: objective 4.165605e+02, 506 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 416.56048 0 149 - 416.56048 - - 0s 0 0 465.36909 0 225 - 465.36909 - - 0s 0 0 470.30206 0 204 - 470.30206 - - 0s 0 0 471.15862 0 223 - 471.15862 - - 0s 0 0 471.92593 0 203 - 471.92593 - - 0s 0 0 472.73874 0 198 - 472.73874 - - 0s 0 0 472.73874 0 202 - 472.73874 - - 0s 0 0 472.76389 0 175 - 472.76389 - - 0s 0 0 472.91667 0 172 - 472.91667 - - 0s 0 0 472.91667 0 193 - 472.91667 - - 0s 0 0 473.13148 0 181 - 473.13148 - - 0s 0 0 473.56944 0 214 - 473.56944 - - 1s 0 0 473.93816 0 204 - 473.93816 - - 1s 0 0 474.15079 0 225 - 474.15079 - - 1s 0 0 474.17361 0 227 - 474.17361 - - 1s 0 0 474.65741 0 181 - 474.65741 - - 1s 0 0 474.70556 0 208 - 474.70556 - - 1s 0 0 474.71181 0 173 - 474.71181 - - 1s 0 0 474.71181 0 185 - 474.71181 - - 1s 0 0 474.71181 0 176 - 474.71181 - - 1s 0 2 474.78472 0 176 - 474.78472 - - 2s 413 370 494.55249 14 180 - 476.25972 - 23.7 5s 603 544 480.55900 5 168 - 476.30446 - 23.8 13s 604 545 611.83688 110 170 - 476.30446 - 23.7 22s 605 546 494.17542 13 195 - 478.87473 - 23.7 32s 606 546 609.67560 72 152 - 483.45283 - 23.7 41s 607 547 507.10422 27 176 - 486.00426 - 23.6 53s 608 548 553.48757 51 173 - 488.92355 - 23.6 64s 609 548 611.33664 97 185 - 489.95151 - 23.5 74s 610 549 490.73520 5 186 - 490.73520 - 23.5 88s 611 550 697.34620 160 224 - 491.90258 - 23.5 95s 612 550 492.95425 12 184 - 492.75918 - 23.4 108s 613 551 612.29007 112 175 - 494.35256 - 23.4 116s 614 552 604.67807 57 139 - 494.75174 - 23.4 122s 615 552 517.24448 69 151 - 494.98897 - 23.3 130s 616 553 512.77257 10 158 - 495.49779 - 23.3 137s 617 554 564.15551 48 172 - 495.92352 - 23.2 146s 618 554 512.77257 10 169 - 496.63398 - 23.2 155s 619 555 517.24448 69 183 - 496.86589 - 23.2 164s 620 556 512.77257 10 189 - 497.08523 - 23.1 176s 621 556 553.48757 51 224 - 497.46553 - 23.1 183s 622 557 604.63245 62 197 - 497.67317 - 23.1 194s 623 558 546.96158 46 204 - 497.69946 - 23.0 206s 625 559 564.15551 48 229 - 497.75412 - 22.9 211s 626 560 604.63245 62 228 - 497.82802 - 22.9 219s 627 560 507.10422 27 233 - 498.18468 - 22.9 220s 628 561 498.59249 13 229 - 498.59249 - 22.8 227s 629 562 498.84354 5 223 - 498.84354 - 22.8 239s 630 562 698.92187 166 223 - 499.01451 - 22.8 250s 633 564 611.33664 97 226 - 499.17847 - 22.7 259s 634 565 564.15551 48 232 - 499.17848 - 22.6 260s 635 566 512.77257 10 204 - 499.25480 - 22.6 272s 636 566 499.46950 5 215 - 499.46950 - 22.5 286s 637 567 612.29007 112 201 - 499.65019 - 22.5 300s 638 568 604.63245 62 212 - 499.75095 - 22.5 313s 639 568 564.15551 48 213 - 499.78169 - 22.4 322s 640 569 512.77257 10 206 - 499.78169 - 22.4 335s 641 570 499.78169 12 206 - 499.78169 - 22.4 352s 642 570 697.34620 160 209 - 499.83591 - 22.3 364s 643 571 512.77257 10 196 - 499.89135 - 22.3 376s 644 572 546.96158 46 206 - 500.22189 - 22.3 387s 645 572 500.30117 13 208 - 500.30117 - 22.2 399s 646 573 611.33664 97 235 - 500.44160 - 22.2 400s 647 574 500.49479 5 229 - 500.49479 - 22.2 408s 649 575 553.48757 51 239 - 500.86905 - 22.1 410s 652 577 697.34620 160 222 - 501.31698 - 22.0 421s 653 578 546.96158 46 223 - 501.52081 - 22.0 432s 655 579 517.24448 69 246 - 501.85075 - 21.9 435s 660 582 612.29007 112 238 - 501.89021 - 21.7 440s 665 587 512.77257 10 176 - 502.32302 - 65.9 445s 667 588 611.83688 110 171 - 502.32302 - 65.7 451s 668 589 609.67560 72 173 - 502.32302 - 65.6 462s 669 590 502.32302 12 212 - 502.32302 - 65.5 469s 670 590 697.34620 160 151 - 503.43698 - 65.4 475s 671 591 608.15591 76 190 - 503.97764 - 65.3 487s 672 592 611.83688 110 171 - 504.70950 - 65.2 500s 673 592 715.40549 180 222 - 504.74202 - 65.1 509s 674 593 611.33664 97 191 - 505.32196 - 65.0 521s 676 594 520.82852 20 212 - 505.78632 - 64.9 535s 677 595 604.63245 62 209 - 505.92163 - 64.8 541s 678 596 506.27297 12 213 - 506.27297 - 64.7 549s 679 596 517.24448 69 181 - 506.35385 - 64.6 560s 680 597 715.40549 180 191 - 506.39786 - 64.5 572s 681 598 506.70000 5 132 - 506.70000 - 64.4 580s 682 598 506.72627 13 197 - 506.72627 - 64.3 593s 683 599 507.10422 27 140 - 506.79643 - 64.2 605s 684 600 506.80280 13 208 - 506.80280 - 64.1 618s 685 600 512.77257 10 201 - 506.82868 - 64.0 632s 686 601 564.15551 48 209 - 506.86416 - 63.9 645s 687 602 512.77257 10 208 - 506.92776 - 63.8 658s 689 603 546.96158 46 258 - 506.93082 - 63.6 660s 697 610 511.39042 23 197 - 507.66133 - 88.4 665s 828 674 547.70874 48 94 - 507.83529 - 90.6 670s 1013 785 540.10624 51 111 - 508.45419 - 88.4 675s 1239 884 533.71725 25 173 - 510.48980 - 84.4 680s 1542 1068 infeasible 88 - 511.43834 - 78.2 685s 1908 1253 703.90063 224 97 - 511.43834 - 70.5 690s 2295 1448 603.15282 121 159 - 511.66636 - 64.8 695s 2652 1698 625.39138 121 57 - 511.93260 - 62.2 700s 3067 2058 549.05843 58 172 - 512.05480 - 58.0 705s 3549 2537 726.30192 367 65 - 512.05480 - 53.6 710s 4028 2926 552.83041 49 119 - 512.36789 - 51.1 715s 4481 3368 732.44570 306 61 - 512.36789 - 49.2 720s 5029 3820 585.35696 64 102 - 512.44978 - 46.4 725s 5534 4310 820.59513 385 72 - 512.44978 - 44.8 730s 6066 4736 574.79085 104 106 - 512.79235 - 43.8 735s 6318 4909 533.67591 46 195 - 512.92648 - 44.6 740s 6613 5164 627.43102 87 177 - 513.49572 - 45.2 745s 6957 5496 665.55277 164 120 - 513.68609 - 45.3 750s 7214 5709 604.60118 95 123 - 514.07040 - 46.1 755s 7407 5828 530.56639 26 234 - 514.16419 - 47.2 760s 7577 5964 569.88969 59 166 - 514.21667 - 48.3 765s 7794 6151 584.73826 72 143 - 514.72852 - 48.9 770s 7954 6273 564.30561 53 153 - 514.93690 - 50.0 775s 8287 6532 696.38580 154 87 - 514.93690 - 49.9 780s 8478 6682 639.23388 87 107 - 514.94051 - 50.5 785s 8849 7017 789.83186 262 73 - 514.94051 - 49.7 790s 9052 7179 581.03537 63 184 - 514.98660 - 50.4 795s 9267 7346 563.82401 64 142 - 515.00374 - 51.2 800s 9568 7595 infeasible 209 - 515.00374 - 51.3 805s 9774 7751 532.72808 45 124 - 515.33961 - 52.1 810s 10000 7908 533.54544 34 197 - 515.57873 - 52.8 815s 10201 8081 622.34394 125 115 - 515.68416 - 53.2 820s 10442 8244 550.36405 38 206 - 515.71307 - 53.4 825s 10631 8379 infeasible 48 - 515.71975 - 54.3 830s 10788 8490 infeasible 102 - 515.79791 - 55.3 835s 10962 8634 629.10117 106 167 - 515.96085 - 55.8 840s 11232 8864 563.19556 86 135 - 516.09818 - 56.0 845s 11497 9072 543.73319 40 206 - 516.14261 - 56.2 850s 11690 9239 685.75475 125 86 - 516.27424 - 56.6 855s 12251 9780 1020.06451 476 43 - 516.27424 - 55.0 860s 12446 9951 547.11349 50 198 - 516.33670 - 55.6 865s 12681 10140 576.05158 66 217 - 516.40020 - 56.1 870s 12922 10321 590.29074 78 174 - 516.43080 - 56.4 875s 13109 10480 545.05598 51 211 - 516.57834 - 56.9 880s 13354 10661 infeasible 64 - 516.72561 - 57.2 885s 13505 10776 601.63321 66 156 - 516.81074 - 57.8 890s 13708 10918 636.43662 72 165 - 516.85137 - 58.2 895s 13957 11139 711.48617 133 117 - 517.03978 - 58.2 900s 14344 11480 831.83897 319 76 - 517.03978 - 57.5 905s 14927 11895 550.18119 50 174 - 517.10085 - 56.1 910s 15236 12162 522.13661 29 194 - 517.16689 - 56.2 915s 15447 12319 597.95787 64 186 - 517.21488 - 56.5 920s 15666 12478 632.88090 49 125 - 517.22310 - 56.8 925s 16068 12818 746.84829 251 60 - 517.22703 - 56.4 930s 16348 13059 535.65233 47 170 - 517.39369 - 56.3 935s 16587 13253 527.10642 41 98 - 517.62222 - 56.6 940s 16818 13392 541.25572 39 152 - 517.66762 - 56.9 945s 17059 13603 696.75123 134 89 - 517.71940 - 57.1 950s 17309 13809 704.31313 84 162 - 517.75204 - 57.4 955s 17534 13984 infeasible 113 - 517.78519 - 57.6 960s 17774 14155 689.33843 111 118 - 517.80272 - 57.9 965s 18111 14393 595.75271 58 156 - 517.92463 - 57.8 970s 18675 14909 532.98772 39 181 - 517.94457 - 56.7 975s 19131 15330 794.74005 308 68 - 517.94457 - 56.0 980s 19659 15769 594.39237 75 166 - 517.94604 - 55.3 985s 19940 16009 590.44954 83 160 - 517.96815 - 55.3 990s 20302 16361 697.46949 305 63 - 517.96815 - 55.0 995s 20699 16703 571.39696 52 121 - 518.03254 - 54.6 1000s 21360 17320 894.20360 427 45 - 518.03254 - 53.6 1005s 21740 17570 infeasible 62 - 518.04236 - 53.6 1010s 21961 17747 531.60058 50 103 - 518.05157 - 53.9 1015s 22318 18083 706.63737 164 96 - 518.12917 - 53.8 1020s 22763 18411 670.54948 86 194 - 518.13456 - 53.6 1025s 22967 18567 671.63907 107 180 - 518.17766 - 53.9 1030s 23280 18799 627.11376 63 176 - 518.25504 - 53.9 1035s 23630 19065 519.51637 31 115 - 518.35630 - 53.8 1040s 23846 19241 539.26159 29 194 - 518.37224 - 54.1 1045s 24184 19547 infeasible 189 - 518.38081 - 53.9 1050s 24449 19717 520.71037 31 220 - 518.43846 - 54.1 1055s 24766 20024 718.16299 194 69 - 518.46261 - 54.1 1060s 25374 20526 629.57806 74 158 - 518.47466 - 53.3 1065s 25950 21073 525.80403 38 196 - 518.51201 - 52.6 1070s 26163 21152 700.36124 91 158 - 518.51201 - 52.9 1075s 26410 21326 infeasible 62 - 518.55213 - 53.1 1080s 26843 21737 823.49025 351 70 - 518.55213 - 52.8 1085s 27212 22022 infeasible 49 - 518.59299 - 52.7 1090s 27399 22162 603.30868 80 164 - 518.60567 - 53.0 1095s 27630 22345 715.00091 97 138 - 518.65945 - 53.2 1100s 28120 22785 543.06167 43 168 - 518.65961 - 52.8 1105s 28329 22936 574.23707 70 146 - 518.69121 - 53.0 1110s 28712 23287 712.31258 274 65 - 518.70883 - 52.8 1115s 29162 23666 671.71933 75 148 - 518.71258 - 52.6 1120s 29900 24292 529.51550 42 154 - 518.71447 - 51.7 1125s 30142 24492 infeasible 50 - 518.77696 - 51.9 1130s 30351 24637 557.53617 36 212 - 518.78099 - 52.2 1135s 30504 24726 557.79810 37 182 - 518.79770 - 52.5 1140s 30690 24856 535.70906 36 195 - 518.80354 - 52.6 1145s 31004 25120 670.78106 187 92 - 518.80354 - 52.6 1150s 31553 25546 602.27614 54 152 - 518.83760 - 52.2 1155s 31790 25730 642.50803 65 137 - 518.95970 - 52.4 1160s 32384 26280 574.23486 48 142 - 519.01187 - 51.9 1165s 32873 26682 838.70767 279 67 - 519.06312 - 51.7 1170s 33128 26866 541.46057 34 200 - 519.12623 - 51.8 1175s 33364 27047 520.99819 33 200 - 519.14978 - 52.0 1180s 33659 27270 530.51830 35 171 - 519.18178 - 52.1 1185s 33886 27431 552.68693 43 214 - 519.21559 - 52.2 1190s 34095 27589 653.51798 119 120 - 519.24074 - 52.4 1195s 34332 27758 618.59927 67 123 - 519.25644 - 52.6 1200s 34496 27868 619.12934 62 216 - 519.27870 - 52.9 1205s 34639 27979 596.65891 53 178 - 519.29381 - 53.2 1210s 34893 28217 719.60052 201 89 - 519.29381 - 53.2 1215s 35465 28743 557.21770 44 217 - 519.30314 - 52.8 1220s 35748 28957 infeasible 51 - 519.32516 - 52.9 1225s 35877 29034 606.14010 59 160 - 519.36690 - 53.2 1230s 35987 29087 522.75730 35 123 - 519.44115 - 53.5 1235s 36143 29227 infeasible 80 - 519.44807 - 53.8 1240s 36393 29394 565.35527 49 117 - 519.46291 - 53.9 1245s 36660 29598 570.87470 59 186 - 519.52451 - 53.9 1250s 36826 29730 553.05405 41 209 - 519.53403 - 54.1 1255s 36965 29853 597.91525 89 161 - 519.54608 - 54.4 1260s 37237 30041 568.21535 45 130 - 519.57064 - 54.5 1265s 37345 30123 626.29346 78 158 - 519.57296 - 54.8 1270s 37489 30210 infeasible 65 - 519.59537 - 55.1 1275s 37733 30412 532.04403 35 194 - 519.60696 - 55.2 1280s 38036 30669 616.74939 44 164 - 519.62413 - 55.2 1285s 38194 30793 769.41886 115 117 - 519.62413 - 55.4 1290s 38396 30923 531.72290 39 167 - 519.69170 - 55.6 1295s 39048 31488 709.88711 102 108 - 519.69170 - 55.1 1300s 39736 32106 678.05352 103 122 - 519.70401 - 54.5 1305s 39947 32249 581.48097 59 163 - 519.72368 - 54.6 1310s 40069 32367 721.88973 114 155 - 519.72368 - 54.9 1315s 40290 32544 633.78140 104 179 - 519.76291 - 55.0 1320s 40623 32796 600.54537 39 156 - 519.78048 - 55.1 1325s 40755 32892 555.23272 38 163 - 519.79687 - 55.3 1330s 40804 32937 636.55742 71 108 - 519.79687 - 55.4 1419s 40833 32946 529.63306 32 181 - 519.79967 - 55.4 1420s 41054 33114 558.69698 58 180 - 519.80644 - 55.5 1425s 41239 33236 642.99671 77 111 - 519.81227 - 55.7 1430s 41421 33366 704.08438 97 129 - 519.83921 - 55.9 1435s 41817 33682 551.07220 59 212 - 519.84793 - 55.7 1440s 41976 33767 559.00379 39 176 - 519.85207 - 55.9 1445s 42162 33882 524.27260 40 180 - 519.86331 - 56.0 1450s 42418 34082 535.62427 59 143 - 519.87165 - 56.1 1455s 42711 34320 699.94795 93 174 - 519.87957 - 56.1 1460s 43032 34558 infeasible 76 - 519.96473 - 56.1 1465s 43370 34849 549.43396 44 205 - 519.96612 - 56.0 1470s 43499 34948 524.44006 35 194 - 519.96805 - 56.3 1475s 43688 35095 infeasible 65 - 519.97158 - 56.5 1480s 43830 35198 608.28026 74 144 - 519.97418 - 56.7 1485s 44080 35371 567.30029 43 213 - 519.98021 - 56.8 1490s 44231 35484 566.76143 55 168 - 520.00375 - 57.0 1495s 44711 35936 672.56933 306 55 - 520.00867 - 56.7 1500s 45166 36307 infeasible 79 - 520.01351 - 56.5 1505s 45321 36398 infeasible 48 - 520.05442 - 56.7 1510s 45946 36983 550.89257 41 192 - 520.06967 - 56.2 1515s 46371 37379 689.80084 267 68 - 520.07283 - 56.1 1520s 46762 37684 622.36984 43 206 - 520.08780 - 56.0 1525s 46935 37790 612.23600 44 190 - 520.11821 - 56.2 1530s 46992 37825 582.23782 47 201 - 520.12109 - 56.5 1535s 47193 37958 649.43545 76 158 - 520.12615 - 56.6 1540s 47353 38080 695.71733 98 138 - 520.14480 - 56.8 1545s 47593 38280 569.61898 131 95 - 520.14991 - 56.9 1550s 47934 38582 infeasible 95 - 520.15410 - 56.8 1555s 48118 38719 668.60452 74 147 - 520.17541 - 56.9 1560s 48551 39096 695.05948 72 150 - 520.18444 - 56.8 1565s 48776 39245 682.49315 86 145 - 520.18670 - 56.8 1570s 48999 39402 537.75893 40 138 - 520.19586 - 57.0 1575s 49146 39508 infeasible 45 - 520.21041 - 57.1 1580s 49305 39629 577.91270 65 109 - 520.21682 - 57.3 1585s 49451 39745 583.98068 66 142 - 520.22158 - 57.5 1590s 49562 39790 infeasible 74 - 520.22651 - 57.8 1595s 49774 39933 769.65426 96 106 - 520.22651 - 57.9 1600s 50078 40149 568.19387 52 148 - 520.23679 - 57.9 1605s 50451 40460 591.18761 50 203 - 520.23962 - 57.8 1610s 50709 40714 739.47569 209 54 - 520.23962 - 57.8 1615s 51196 41104 558.68302 37 164 - 520.25513 - 57.5 1620s 51369 41236 565.97654 71 190 - 520.26868 - 57.6 1625s 51911 41731 639.95285 82 126 - 520.27086 - 57.3 1630s 52596 42347 infeasible 60 - 520.27105 - 56.9 1635s 52889 42584 710.58949 141 101 - 520.28028 - 56.9 1640s 53322 42841 infeasible 49 - 520.30651 - 56.8 1645s 53505 42948 infeasible 57 - 520.31913 - 57.0 1650s 53649 43073 578.40164 59 130 - 520.32813 - 57.1 1655s 54296 43703 895.01474 483 65 - 520.32813 - 56.7 1660s 54480 43829 583.67141 72 112 - 520.33021 - 56.8 1665s 54686 43987 550.14569 53 139 - 520.35296 - 56.9 1670s 54903 44180 infeasible 122 - 520.35665 - 57.0 1675s 55138 44373 589.65603 71 206 - 520.37817 - 57.1 1680s 55286 44431 620.71172 65 169 - 520.38750 - 57.3 1685s 55421 44544 infeasible 63 - 520.39804 - 57.5 1690s 55569 44663 585.95937 72 151 - 520.39970 - 57.6 1695s 55616 44700 702.99867 90 139 - 520.39970 - 57.9 1700s 55705 44773 750.28469 130 156 - 520.39970 - 58.1 1705s 55919 44927 671.00289 79 128 - 520.40242 - 58.2 1710s 56088 45080 693.70778 121 81 - 520.40932 - 58.3 1715s 56503 45415 597.52583 61 113 - 520.44728 - 58.1 1720s 56710 45581 530.90535 45 167 - 520.45943 - 58.2 1725s 56879 45684 infeasible 99 - 520.47078 - 58.4 1730s 57147 45942 709.85924 186 57 - 520.47495 - 58.3 1735s 57643 46406 633.36753 93 122 - 520.48146 - 58.1 1740s 58234 46904 565.90421 60 195 - 520.51677 - 57.7 1745s 58501 47089 639.41840 89 188 - 520.54534 - 57.7 1750s 58823 47390 668.46162 199 52 - 520.54737 - 57.6 1755s 59314 47758 585.74241 77 141 - 520.54877 - 57.4 1760s 59958 48353 1016.08689 515 59 - 520.54877 - 57.0 1765s 60202 48525 infeasible 51 - 520.56180 - 57.1 1770s 60339 48631 infeasible 89 - 520.56699 - 57.2 1775s 60506 48756 546.92308 58 190 - 520.57648 - 57.4 1780s 61023 49219 788.14944 411 59 - 520.57975 - 57.1 1785s 61615 49719 766.71506 331 66 - 520.60182 - 56.7 1790s 62006 49984 530.78711 35 187 - 520.61391 - 56.7 1795s 62659 50610 861.31845 492 48 - 520.61391 - 56.4 1800s 62974 50829 619.89404 86 180 - 520.62144 - 56.3 1805s 63632 51472 948.17702 504 60 - 520.62144 - 55.9 1810s 64124 51858 560.41265 55 201 - 520.62655 - 55.8 1815s 64469 52164 589.49677 71 204 - 520.63572 - 55.8 1820s 64689 52294 536.81151 39 182 - 520.64424 - 55.8 1825s 65086 52603 756.20999 204 87 - 520.65077 - 55.8 1830s 65297 52758 infeasible 59 - 520.65520 - 55.9 1835s 65390 52829 636.76218 90 108 - 520.65520 - 56.0 1840s 65636 53016 528.75880 34 210 - 520.66670 - 56.1 1845s 65783 53139 618.94712 46 159 - 520.67578 - 56.2 1850s 66327 53626 882.43798 384 41 - 520.67578 - 56.0 1855s 66908 54109 658.98765 90 160 - 520.67905 - 55.7 1860s 67158 54304 550.70832 45 201 - 520.69228 - 55.8 1865s 67716 54815 681.19265 351 50 - 520.69995 - 55.6 1870s 68191 55251 608.32631 88 72 - 520.70076 - 55.4 1875s 68849 55857 618.34199 60 123 - 520.70253 - 55.1 1880s 68978 55962 644.05837 82 159 - 520.70619 - 55.2 1885s 69223 56143 528.81273 40 193 - 520.71037 - 55.3 1890s 69412 56296 733.22051 97 100 - 520.72059 - 55.4 1895s 69654 56458 545.47460 47 205 - 520.72922 - 55.5 1900s 69818 56583 640.37524 57 147 - 520.73111 - 55.6 1905s 70567 57232 infeasible 57 - 520.74315 - 55.2 1910s 71054 57651 626.82445 82 154 - 520.74332 - 55.1 1915s 71339 57879 550.76707 61 166 - 520.75837 - 55.1 1920s 71479 57955 infeasible 64 - 520.78923 - 55.2 1925s 71751 58167 infeasible 63 - 520.79657 - 55.2 1930s 71994 58372 661.83729 131 63 - 520.80520 - 55.3 1935s 72676 58976 682.63019 92 148 - 520.81223 - 55.0 1940s 72924 59183 642.10704 60 185 - 520.82509 - 55.1 1945s 73066 59267 615.72349 48 185 - 520.84286 - 55.2 1950s 73466 59627 703.44981 316 61 - 520.86488 - 55.1 1955s 74044 60105 629.66016 101 148 - 520.87354 - 54.9 1960s 74584 60582 543.32466 38 195 - 520.88357 - 54.8 1965s 74760 60702 553.23587 51 202 - 520.88513 - 54.9 1970s 74916 60808 infeasible 71 - 520.89051 - 55.0 1975s 75088 60948 583.54239 59 205 - 520.89467 - 55.1 1980s 75835 61658 824.62702 576 54 - 520.90073 - 54.7 1985s 76453 62189 569.18339 71 217 - 520.91403 - 54.5 1990s 77021 62727 1031.49328 427 50 - 520.91646 - 54.3 1995s 77579 63203 671.65242 301 65 - 520.92052 - 54.2 2000s 78162 63677 652.89070 114 152 - 520.92052 - 53.9 2005s 78498 63959 561.74901 43 180 - 520.92721 - 53.9 2010s 78998 64353 905.57740 275 80 - 520.92721 - 53.8 2015s 79575 64834 791.49588 358 61 - 520.92786 - 53.6 2020s 79979 65141 636.03608 122 69 - 520.95495 - 53.6 2025s 80445 65544 infeasible 51 - 520.96095 - 53.5 2030s 80634 65702 729.45937 110 108 - 521.01043 - 53.6 2035s 81160 66149 620.34506 48 162 - 521.01594 - 53.5 2040s 81341 66302 552.47046 45 176 - 521.02316 - 53.6 2045s 81503 66392 568.07681 46 184 - 521.04411 - 53.7 2050s 82019 66887 557.70205 37 194 - 521.04687 - 53.5 2055s 82173 66967 711.71196 81 171 - 521.04687 - 53.6 2060s 82644 67377 794.82162 334 51 - 521.04877 - 53.4 2065s 83315 67933 583.55538 41 185 - 521.05510 - 53.2 2070s 83532 68128 656.14304 151 65 - 521.05760 - 53.3 2075s 84101 68657 543.75717 48 157 - 521.05760 - 53.1 2080s 84272 68798 758.00969 121 136 - 521.06048 - 53.2 2085s 84978 69248 529.11852 43 182 - 521.06879 - 53.0 2090s 85143 69355 538.75271 50 182 - 521.07677 - 53.1 2095s 85264 69442 623.43132 66 181 - 521.08525 - 53.3 2100s 85445 69568 553.09159 54 148 - 521.12065 - 53.4 2105s 86154 70205 576.46881 36 188 - 521.12347 - 53.1 2110s 86555 70536 infeasible 46 - 521.14192 - 53.0 2115s 86703 70650 635.35653 69 167 - 521.15957 - 53.2 2120s 86864 70741 535.34189 39 187 - 521.17140 - 53.3 2125s 87309 71146 824.80354 318 47 - 521.17140 - 53.2 2130s 87475 71263 647.90941 71 149 - 521.17805 - 53.3 2135s 88085 71807 644.98499 53 179 - 521.18140 - 53.1 2140s 88564 72247 768.47896 290 63 - 521.18420 - 53.0 2145s 89135 72742 543.01640 45 150 - 521.18694 - 52.8 2150s 89404 72943 566.19677 47 148 - 521.20143 - 52.9 2155s 89739 73229 627.46585 166 84 - 521.20676 - 52.9 2160s 90310 73738 534.11715 43 204 - 521.21195 - 52.8 2165s 91125 74540 929.39741 656 60 - 521.21195 - 52.4 2170s 91487 74775 643.25741 37 220 - 521.22706 - 52.4 2175s 91967 75251 835.52012 376 47 - 521.22706 - 52.3 2180s 92340 75543 643.65096 84 201 - 521.23760 - 52.2 2185s 92464 75627 553.05400 37 191 - 521.25517 - 52.3 2190s 92789 75940 805.52291 259 57 - 521.25517 - 52.3 2195s 93166 76272 690.67920 93 153 - 521.25687 - 52.3 2200s 93702 76799 865.30426 458 63 - 521.25687 - 52.2 2205s 94249 77280 626.05685 70 170 - 521.25769 - 52.1 2210s 94447 77446 infeasible 56 - 521.26986 - 52.1 2215s 95174 78091 563.97815 51 150 - 521.27634 - 51.9 2220s 95442 78287 infeasible 47 - 521.28021 - 51.9 2225s 95641 78441 673.13985 93 141 - 521.29757 - 52.0 2230s 95863 78607 780.94343 121 147 - 521.30686 - 52.1 2235s 96048 78727 663.09706 89 159 - 521.32436 - 52.1 2240s 96206 78855 686.46449 71 115 - 521.33580 - 52.2 2245s 96419 79019 645.83500 85 170 - 521.33590 - 52.3 2250s 96697 79145 infeasible 77 - 521.33998 - 52.3 2255s 97247 79631 infeasible 371 - 521.34681 - 52.2 2260s 97531 79859 610.36496 61 157 - 521.35862 - 52.2 2265s 97656 79964 558.95063 44 209 - 521.36633 - 52.3 2270s 97849 80085 531.50000 53 167 - 521.37661 - 52.4 2275s 97943 80147 562.85758 43 219 - 521.38022 - 52.5 2280s 98110 80264 610.58791 64 172 - 521.38403 - 52.6 2285s 98300 80399 544.23477 49 195 - 521.41120 - 52.7 2290s 98942 81026 883.41916 523 57 - 521.41120 - 52.5 2295s 99267 81269 534.38036 37 189 - 521.41589 - 52.5 2300s 99728 81715 869.13782 322 61 - 521.41589 - 52.4 2305s 99974 81898 infeasible 57 - 521.42052 - 52.5 2310s 100611 82489 808.37527 485 60 - 521.42416 - 52.3 2315s 101235 83026 535.97198 53 168 - 521.42803 - 52.2 2320s 101787 83537 577.39939 48 187 - 521.42908 - 52.1 2325s 101995 83682 565.91433 44 187 - 521.44343 - 52.1 2330s 102223 83856 551.45438 42 198 - 521.44973 - 52.2 2335s 102490 84043 560.70205 49 184 - 521.45902 - 52.2 2340s 102691 84198 537.62479 50 194 - 521.47188 - 52.3 2345s 102945 84407 688.38787 74 179 - 521.47749 - 52.3 2350s 103090 84469 554.82666 33 168 - 521.48641 - 52.4 2355s 103286 84635 607.69921 78 204 - 521.48733 - 52.5 2360s 104052 85383 938.17961 609 41 - 521.48733 - 52.3 2365s 104469 85737 688.49707 259 51 - 521.50301 - 52.2 2370s 104900 86084 infeasible 55 - 521.51987 - 52.2 2375s 105078 86213 556.83091 45 220 - 521.52570 - 52.2 2380s 105439 86558 695.60023 292 82 - 521.53095 - 52.2 2385s 105910 87002 658.18660 89 153 - 521.53149 - 52.1 2390s 106124 87150 613.24530 37 192 - 521.54143 - 52.2 2395s 106770 87730 541.06586 54 158 - 521.54266 - 52.0 2400s 106991 87909 591.90358 54 184 - 521.54998 - 52.1 2405s 107137 88012 565.61163 69 145 - 521.55693 - 52.2 2410s 107356 88175 541.26584 56 130 - 521.57499 - 52.2 2415s 107581 88356 614.52179 86 182 - 521.57730 - 52.3 2420s 108234 89000 862.50979 533 63 - 521.57730 - 52.1 2425s 108710 89380 798.08439 146 90 - 521.58778 - 52.1 2430s 108931 89517 602.95672 51 147 - 521.59640 - 52.2 2435s 109644 90157 infeasible 68 - 521.59654 - 52.0 2440s 109901 90390 738.32151 195 70 - 521.59958 - 52.0 2445s 110161 90587 636.71920 59 173 - 521.60162 - 52.1 2450s 110667 91090 758.78726 460 69 - 521.60162 - 51.9 2455s 111256 91566 580.50189 44 161 - 521.60779 - 51.8 2460s 111451 91721 546.77495 44 185 - 521.61266 - 51.8 2465s 111606 91829 538.85070 36 181 - 521.61545 - 51.9 2470s 112128 92339 799.26151 377 41 - 521.61545 - 51.8 2475s 112514 92623 566.04356 41 165 - 521.62896 - 51.8 2480s 113081 93134 1101.85610 340 44 - 521.63137 - 51.7 2485s 113244 93269 679.29513 98 106 - 521.63751 - 51.7 2490s 113767 93655 588.77059 57 103 - 521.64163 - 51.6 2495s 114007 93856 525.03009 37 200 - 521.64590 - 51.7 2500s 114179 93986 600.83936 47 143 - 521.64657 - 51.7 2505s 114308 94087 741.06995 98 127 - 521.65945 - 51.8 2510s 114896 94661 732.33684 285 48 - 521.65945 - 51.7 2515s 115424 95083 646.64911 71 95 - 521.66107 - 51.6 2520s 115803 95408 652.16260 72 174 - 521.66279 - 51.6 2525s 116556 96109 597.66907 48 181 - 521.66591 - 51.4 2530s 116728 96235 651.87105 61 158 - 521.67098 - 51.5 2535s 116954 96436 687.04657 137 104 - 521.67248 - 51.5 2540s 117589 97009 infeasible 470 - 521.68431 - 51.4 2545s 117927 97215 586.79359 50 180 - 521.69695 - 51.4 2550s 118107 97336 619.37474 61 127 - 521.70133 - 51.4 2555s 118699 97864 631.00122 57 105 - 521.71912 - 51.3 2560s 119378 98446 576.20485 44 212 - 521.72553 - 51.2 2565s 119640 98645 553.63304 38 180 - 521.73021 - 51.2 2570s 119713 98716 646.91048 54 153 - 521.73021 - 51.4 2575s 119964 98949 746.05745 187 113 - 521.73021 - 51.4 2580s 120580 99531 558.25219 61 153 - 521.73021 - 51.3 2585s 120983 99867 845.05495 242 53 - 521.73065 - 51.2 2590s 121593 100387 564.19325 51 183 - 521.73351 - 51.1 2595s 121790 100568 701.46244 168 111 - 521.73351 - 51.2 2600s 122016 100762 570.90205 50 195 - 521.74090 - 51.2 2605s 122142 100846 infeasible 70 - 521.75980 - 51.3 2610s 122366 101016 713.88217 103 137 - 521.76142 - 51.4 2615s 122685 101293 575.71500 40 212 - 521.76681 - 51.4 2620s 122952 101501 717.17445 146 90 - 521.76987 - 51.4 2625s 123125 101616 683.64280 75 100 - 521.78120 - 51.5 2630s 123649 102097 611.90151 42 199 - 521.78504 - 51.4 2635s 124438 102844 527.40086 35 229 - 521.79514 - 51.2 2640s 124563 102943 550.88429 45 171 - 521.80181 - 51.2 2645s 125133 103463 810.69957 325 57 - 521.80186 - 51.1 2650s 125455 103715 528.50572 36 212 - 521.82884 - 51.2 2655s 125620 103816 568.86672 53 118 - 521.83358 - 51.2 2660s 125821 103985 541.74190 40 106 - 521.83735 - 51.3 2665s 125963 104101 infeasible 68 - 521.83826 - 51.4 2670s 126100 104208 572.19310 48 170 - 521.84337 - 51.4 2675s 126223 104287 590.51293 54 187 - 521.85521 - 51.5 2680s 126593 104609 717.87629 242 77 - 521.87126 - 51.5 2685s 126977 104894 infeasible 53 - 521.87917 - 51.5 2690s 127148 105024 605.54256 92 95 - 521.89655 - 51.5 2695s 127407 105220 598.57293 57 188 - 521.90065 - 51.6 2700s 127598 105335 infeasible 45 - 521.90474 - 51.6 2705s 127868 105501 infeasible 54 - 521.91091 - 51.7 2710s 128549 106165 854.46046 511 71 - 521.91091 - 51.5 2715s 128983 106539 627.66641 56 121 - 521.92733 - 51.5 2720s 129818 107254 617.78156 60 182 - 521.93092 - 51.3 2725s 129972 107366 617.53609 49 150 - 521.94051 - 51.4 2730s 130591 107932 585.26648 56 167 - 521.95314 - 51.3 2735s 130860 108151 547.02746 47 211 - 521.96021 - 51.3 2740s 131134 108375 649.59944 55 199 - 521.96588 - 51.3 2745s 131428 108649 711.28519 202 82 - 521.96837 - 51.3 2750s 132008 109149 534.40844 36 218 - 521.97475 - 51.3 2755s 132599 109736 799.37991 460 57 - 521.97475 - 51.2 2760s 133066 110117 593.75498 61 151 - 521.98251 - 51.1 2765s 133811 110808 588.96373 43 146 - 521.99350 - 50.9 2770s 134095 111002 infeasible 49 - 521.99802 - 50.9 2775s 134636 111519 691.70214 443 39 - 522.01472 - 50.8 2780s 134890 111709 635.75659 59 166 - 522.02089 - 50.8 2785s 135024 111825 infeasible 79 - 522.02686 - 50.9 2790s 135681 112456 infeasible 551 - 522.02686 - 50.8 2795s 136237 112892 527.35643 33 230 - 522.03613 - 50.7 2800s 136415 113013 545.28355 45 183 - 522.05650 - 50.8 2805s 136919 113492 749.33505 399 58 - 522.06009 - 50.7 2810s 137184 113633 613.39399 58 179 - 522.06519 - 50.7 2815s 137317 113718 644.74401 80 160 - 522.07159 - 50.8 2820s 137477 113842 596.25004 72 106 - 522.07425 - 50.9 2825s 137837 114177 795.32403 293 40 - 522.08768 - 50.9 2830s 138259 114447 695.18772 156 83 - 522.09015 - 50.8 2835s 138853 114975 infeasible 90 - 522.09038 - 50.7 2840s 138989 115016 infeasible 61 - 522.09433 - 50.8 2845s 139213 115178 696.20308 131 88 - 522.10877 - 50.8 2850s 139809 115720 653.86732 92 159 - 522.10957 - 50.7 2855s 140210 116071 817.36568 217 86 - 522.11104 - 50.7 2860s 140701 116474 infeasible 56 - 522.12369 - 50.7 2865s 140857 116612 625.50639 103 136 - 522.12964 - 50.7 2870s 141281 117007 730.58494 306 72 - 522.13526 - 50.7 2875s 142124 117792 911.44905 399 20 - 522.14597 - 50.5 2880s 142590 118196 680.97667 341 90 - 522.14766 - 50.4 2885s 143083 118653 659.13245 76 157 - 522.15080 - 50.4 2890s 143712 119256 743.15524 262 77 - 522.15855 - 50.2 2895s 144261 119764 791.75788 291 75 - 522.15943 - 50.2 2900s 144565 120008 684.28872 127 55 - 522.16897 - 50.2 2905s 145077 120456 587.59668 67 184 - 522.17274 - 50.1 2910s 145260 120581 599.23229 51 119 - 522.19134 - 50.2 2915s 145402 120693 infeasible 95 - 522.19331 - 50.3 2920s 145968 121197 infeasible 49 - 522.19418 - 50.2 2925s 146084 121265 565.74983 58 208 - 522.20001 - 50.3 2930s 146532 121693 792.68166 337 59 - 522.20625 - 50.2 2935s 146884 121999 infeasible 90 - 522.20990 - 50.2 2940s 147075 122126 603.34064 61 160 - 522.21046 - 50.2 2945s 147255 122270 583.44303 74 182 - 522.21124 - 50.3 2950s 147939 122888 577.18069 46 179 - 522.22523 - 50.2 2955s 148055 122969 648.50033 66 135 - 522.23544 - 50.2 2960s 148267 123118 542.76235 39 168 - 522.25126 - 50.3 2965s 148470 123274 655.34688 99 153 - 522.26148 - 50.3 2970s 148610 123377 656.34906 67 147 - 522.26517 - 50.4 2975s 149354 124044 552.13180 53 192 - 522.27002 - 50.2 2980s 150019 124674 infeasible 412 - 522.27002 - 50.2 2985s 150285 124860 664.47027 70 186 - 522.27581 - 50.2 2990s 150763 125224 523.23402 33 183 - 522.27994 - 50.1 2995s 150903 125330 562.81634 50 186 - 522.28019 - 50.2 3000s 151475 125817 infeasible 51 - 522.28557 - 50.1 3005s 151616 125938 infeasible 82 - 522.29126 - 50.2 3010s 151725 125993 infeasible 55 - 522.29207 - 50.3 3015s 151851 126073 557.43654 44 187 - 522.30924 - 50.4 3020s 152057 126219 596.17991 47 164 - 522.31165 - 50.4 3025s 152507 126637 815.18091 377 66 - 522.31165 - 50.4 3030s 153219 127280 infeasible 789 - 522.31165 - 50.2 3035s 153462 127476 653.63316 52 154 - 522.32310 - 50.3 3040s 154122 128108 663.68687 123 94 - 522.32365 - 50.1 3045s 154691 128612 575.05141 52 180 - 522.33295 - 50.1 3050s 155236 129073 545.92876 54 135 - 522.34346 - 50.0 3055s 155443 129210 710.57636 83 132 - 522.34349 - 50.1 3060s 156100 129812 1018.64589 456 59 - 522.34610 - 49.9 3065s 156295 129908 642.53317 59 148 - 522.36292 - 50.0 3070s 156526 130119 674.17501 132 79 - 522.37135 - 50.0 3075s 157418 130947 721.65685 252 50 - 522.37138 - 49.8 3080s 158185 131616 542.45600 36 201 - 522.38528 - 49.7 3085s 158265 131672 584.80376 53 194 - 522.38754 - 49.8 3090s 158754 132138 536.91882 44 199 - 522.38821 - 49.7 3095s 159174 132540 806.41489 309 48 - 522.38821 - 49.7 3100s 159867 133157 866.06059 394 48 - 522.38925 - 49.6 3105s 160196 133391 570.75630 38 170 - 522.39528 - 49.6 3110s 160386 133514 539.24281 36 181 - 522.40344 - 49.7 3115s 160937 133986 infeasible 44 - 522.40590 - 49.6 3120s 161580 134596 infeasible 477 - 522.41024 - 49.5 3125s 162281 135237 861.65473 464 43 - 522.41415 - 49.4 3130s 162766 135600 677.45115 104 68 - 522.41522 - 49.3 3135s 163402 136155 infeasible 80 - 522.41522 - 49.2 3140s 163770 136425 593.91988 50 113 - 522.41730 - 49.2 3145s 164289 136860 677.68579 76 156 - 522.42310 - 49.2 3150s 164912 137446 574.62558 48 194 - 522.42392 - 49.1 3155s 165585 138069 546.28511 44 198 - 522.42591 - 49.0 3160s 165705 138163 743.07792 111 150 - 522.42591 - 49.0 3165s 165891 138273 619.54001 61 137 - 522.43309 - 49.1 3170s 166429 138754 infeasible 75 - 522.44358 - 49.0 3175s 166589 138890 566.05666 42 187 - 522.44401 - 49.1 3180s 166727 138989 713.19178 81 130 - 522.44841 - 49.2 3185s 167210 139404 565.90231 42 171 - 522.46789 - 49.1 3190s 167774 139935 infeasible 70 - 522.46826 - 49.0 3195s 168295 140438 816.28561 421 39 - 522.46826 - 49.0 3200s 168603 140682 601.93372 48 192 - 522.47937 - 49.0 3205s 168840 140870 667.34529 118 85 - 522.48809 - 49.1 3210s 169477 141474 607.29494 77 209 - 522.49035 - 49.0 3215s 169742 141674 578.49225 47 180 - 522.50561 - 49.0 3220s 169855 141750 658.89300 64 154 - 522.50606 - 49.0 3225s 170041 141904 664.28647 97 151 - 522.50776 - 49.1 3230s 170340 142122 infeasible 64 - 522.50995 - 49.1 3235s 170780 142556 766.72019 299 87 - 522.51148 - 49.1 3240s 171365 143107 844.80591 353 69 - 522.51747 - 49.0 3245s 171807 143493 755.64846 334 64 - 522.52442 - 49.0 3250s 172270 143868 599.42814 46 204 - 522.53467 - 49.0 3255s 172404 143957 558.86841 43 183 - 522.54283 - 49.0 3260s 172600 144112 infeasible 90 - 522.54350 - 49.1 3265s 172809 144254 601.82896 69 175 - 522.54807 - 49.1 3270s 172984 144391 594.87912 76 185 - 522.55584 - 49.2 3275s 173363 144740 736.94496 273 65 - 522.55621 - 49.2 3280s 173829 145112 infeasible 70 - 522.55845 - 49.1 3285s 174702 145874 infeasible 56 - 522.56523 - 49.0 3290s 174808 145924 652.58690 52 160 - 522.56953 - 49.0 3295s 175063 146122 596.11836 42 119 - 522.58217 - 49.1 3300s 175834 146826 549.18467 62 171 - 522.58686 - 48.9 3305s 176111 147072 infeasible 215 - 522.58790 - 49.0 3310s 176426 147302 657.61990 108 84 - 522.59595 - 49.0 3315s 176981 147782 561.40661 48 195 - 522.60142 - 48.9 3320s 177219 148003 721.75939 190 131 - 522.60182 - 48.9 3325s 177660 148359 632.59175 44 139 - 522.60213 - 48.9 3330s 178286 148887 640.81615 56 155 - 522.61013 - 48.8 3335s 178913 149484 657.21796 114 52 - 522.61227 - 48.8 3340s 179527 150039 544.63302 47 135 - 522.61502 - 48.7 3345s 179658 150129 666.95829 77 199 - 522.62250 - 48.7 3350s 180024 150451 744.36044 245 77 - 522.62449 - 48.7 3355s 180614 150962 845.17916 250 70 - 522.63148 - 48.7 3360s 180873 151092 577.36701 41 193 - 522.64423 - 48.7 3365s 181450 151665 791.06102 450 54 - 522.64423 - 48.6 3370s 181745 151891 641.23474 99 97 - 522.66013 - 48.7 3375s 182390 152447 632.12155 53 139 - 522.66020 - 48.6 3380s 182900 152891 653.47488 67 126 - 522.66056 - 48.5 3385s 183174 153081 563.42438 50 198 - 522.68134 - 48.6 3390s 183301 153176 infeasible 49 - 522.68548 - 48.6 3395s 183506 153342 630.13907 77 93 - 522.69250 - 48.7 3400s 183666 153474 613.11730 90 128 - 522.69620 - 48.7 3405s 184186 153909 infeasible 47 - 522.70471 - 48.6 3410s 184363 154022 562.69161 47 183 - 522.72156 - 48.7 3415s 184664 154311 739.67774 224 63 - 522.72411 - 48.7 3420s 185312 154877 781.85065 275 29 - 522.72470 - 48.6 3425s 185852 155343 696.26211 320 54 - 522.73021 - 48.5 3430s 186239 155676 674.62129 128 57 - 522.73434 - 48.5 3435s 186989 156332 672.89859 65 153 - 522.73506 - 48.4 3440s 187374 156680 571.19418 41 186 - 522.75358 - 48.4 3445s 188123 157411 1002.22112 489 40 - 522.75358 - 48.3 3450s 188500 157759 737.17075 233 111 - 522.75483 - 48.3 3455s 188751 157980 692.20349 73 98 - 522.75789 - 48.4 3460s 189053 158241 706.70043 107 104 - 522.75980 - 48.4 3465s 189810 158940 713.74665 346 74 - 522.77374 - 48.3 3470s 190342 159416 686.82841 112 95 - 522.78071 - 48.2 3475s 190668 159691 661.05054 93 147 - 522.78118 - 48.2 3480s 191266 160268 571.15516 62 171 - 522.78294 - 48.2 3485s 191424 160397 609.09476 75 142 - 522.78416 - 48.2 3490s 191828 160760 681.20025 180 67 - 522.78612 - 48.2 3495s 192376 161199 651.51743 62 208 - 522.79280 - 48.2 3500s 192587 161375 654.32716 126 104 - 522.80841 - 48.2 3505s 192873 161607 560.36459 45 201 - 522.81736 - 48.2 3510s 193041 161729 542.01551 38 213 - 522.82489 - 48.2 3515s 193184 161820 629.48143 60 130 - 522.82968 - 48.3 3520s 193515 162133 762.67997 201 77 - 522.83437 - 48.3 3525s 193918 162431 569.96524 50 197 - 522.85130 - 48.3 3530s 194134 162565 587.75119 68 148 - 522.86341 - 48.3 3535s 194659 163026 848.10624 317 64 - 522.86843 - 48.3 3540s 195185 163454 691.70970 171 80 - 522.88035 - 48.2 3545s 195869 164015 646.57051 67 146 - 522.88608 - 48.2 3550s 196610 164693 546.98205 55 150 - 522.88634 - 48.1 3555s 197183 165221 585.01155 46 208 - 522.88956 - 48.0 3560s 197901 165879 574.17275 55 161 - 522.89276 - 47.9 3565s 198365 166341 756.64094 431 74 - 522.89276 - 47.9 3570s 199047 166887 530.04501 36 181 - 522.89498 - 47.8 3575s 199215 167031 675.06925 73 142 - 522.89512 - 47.9 3580s 199441 167183 infeasible 111 - 522.90175 - 47.9 3585s 199948 167656 528.46476 39 204 - 522.90519 - 47.8 3590s 200111 167776 602.47959 84 161 - 522.91392 - 47.9 3595s Cutting planes: Learned: 9 Gomory: 77 Cover: 356 Implied bound: 367 Clique: 30 MIR: 885 GUB cover: 27 Zero half: 169 Explored 200613 nodes (9602106 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.230000000000e+02, gap -