Gurobi 5.0.1 (linux64) logging started Sat Jan 5 05:28:06 2013 Optimize a model with 10402 rows, 10201 columns and 65497 nonzeros Presolve removed 2362 rows and 2983 columns Presolve time: 0.14s Presolved: 8040 rows, 7218 columns, 48702 nonzeros Variable types: 100 continuous, 7118 integer (7118 binary) Root relaxation: objective 4.547298e+02, 873 iterations, 0.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 454.72978 0 184 - 454.72978 - - 0s 0 0 476.10302 0 207 - 476.10302 - - 0s 0 0 478.21424 0 193 - 478.21424 - - 1s 0 0 478.32883 0 215 - 478.32883 - - 1s 0 0 478.85007 0 217 - 478.85007 - - 1s 0 0 479.24306 0 233 - 479.24306 - - 1s 0 0 479.34571 0 238 - 479.34571 - - 1s 0 0 479.40083 0 187 - 479.40083 - - 2s 0 0 479.40443 0 209 - 479.40443 - - 2s 0 0 479.40443 0 203 - 479.40443 - - 3s 0 2 479.40443 0 203 - 479.40443 - - 4s 36 38 482.56712 30 150 - 479.45278 - 34.8 5s 423 407 516.03021 72 151 - 479.45278 - 36.8 10s 603 566 505.08119 67 190 - 479.52529 - 33.9 22s 604 567 497.32219 49 192 - 479.56156 - 33.9 35s 605 568 519.25283 82 163 - 483.97964 - 33.8 43s 606 568 488.96467 26 165 - 485.91935 - 33.8 57s 607 569 538.32707 119 123 - 486.31556 - 33.7 65s 608 570 500.40443 50 117 - 487.32607 - 33.7 71s 609 570 529.65333 102 175 - 490.56423 - 33.6 81s 610 571 496.12678 51 149 - 491.00000 - 33.6 87s 611 572 526.71362 84 171 - 491.03496 - 33.5 97s 612 572 491.22119 7 167 - 491.22119 - 33.4 104s 613 573 538.32707 119 164 - 491.36119 - 33.4 114s 614 574 586.98330 199 176 - 491.96063 - 33.3 124s 615 574 529.65333 102 117 - 492.02625 - 33.3 132s 616 575 516.35552 94 135 - 492.11981 - 33.2 140s 617 576 547.67061 171 142 - 492.46830 - 33.2 151s 618 576 529.65333 102 141 - 492.60852 - 33.1 160s 619 577 547.67061 171 203 - 492.66397 - 33.1 172s 620 578 529.65333 102 165 - 492.69961 - 33.0 183s 621 578 496.12678 51 181 - 492.71386 - 33.0 194s 622 579 492.75647 23 181 - 492.75647 - 32.9 206s 623 580 492.78894 7 214 - 492.78894 - 32.9 218s 624 580 492.84012 23 190 - 492.84012 - 32.8 229s 625 581 529.65333 102 171 - 492.88825 - 32.7 240s 626 582 492.92162 53 169 - 492.92162 - 32.7 250s 627 582 492.96522 23 184 - 492.96522 - 32.6 262s 628 583 497.32219 49 164 - 492.97826 - 32.6 272s 629 584 493.04442 53 154 - 493.04442 - 32.5 282s 630 584 500.40443 50 148 - 493.04442 - 32.5 290s 631 585 493.23672 15 146 - 493.23672 - 32.4 299s 632 586 538.32707 119 167 - 493.27441 - 32.4 312s 633 586 666.56708 229 170 - 493.32936 - 32.3 323s 634 587 493.47244 26 198 - 493.47244 - 32.3 335s 635 588 505.08119 67 208 - 493.51907 - 32.2 348s 636 588 500.40443 67 128 - 493.91942 - 32.2 355s 637 589 493.93331 27 139 - 493.93331 - 32.1 363s 638 590 500.40443 67 156 - 493.94285 - 32.1 375s 639 590 519.25283 82 174 - 494.00275 - 32.0 385s 640 591 529.65333 102 178 - 494.06536 - 32.0 394s 641 592 494.07243 7 179 - 494.07243 - 31.9 402s 642 592 519.25283 82 194 - 494.08041 - 31.9 416s 643 593 500.40443 50 181 - 494.08556 - 31.8 428s 644 594 497.32219 49 196 - 494.08771 - 31.8 441s 645 594 538.32707 119 188 - 494.08771 - 31.7 450s 646 595 500.40443 67 191 - 494.08771 - 31.7 464s 647 596 494.08771 54 189 - 494.08771 - 31.6 477s 648 596 547.67061 171 189 - 494.08771 - 31.6 490s 649 597 529.65333 102 186 - 494.08771 - 31.5 503s 650 598 494.08771 7 181 - 494.08771 - 31.5 515s 651 598 494.08771 27 194 - 494.08771 - 31.4 527s 652 599 666.56708 229 179 - 494.08771 - 31.4 533s 655 602 497.32219 49 203 - 494.20728 - 60.6 538s 657 603 496.12678 51 190 - 494.20728 - 60.4 548s 658 604 500.40443 50 178 - 494.20728 - 60.3 558s 659 605 494.20728 7 144 - 494.20728 - 60.2 565s 660 605 547.67061 171 86 - 494.20728 - 60.1 570s 661 606 666.56708 229 172 - 494.20728 - 60.1 581s 662 607 529.65333 102 168 - 494.20728 - 60.0 591s 663 607 516.35552 94 177 - 494.20728 - 59.9 603s 664 608 547.67061 171 154 - 494.20728 - 59.8 613s 665 609 500.40443 50 156 - 494.20728 - 59.7 623s 666 609 494.20728 53 159 - 494.20728 - 59.6 629s 667 610 538.32707 119 160 - 494.20728 - 59.5 639s 668 611 494.20728 26 162 - 494.20728 - 59.4 649s 669 611 494.20728 27 156 - 494.20728 - 59.3 658s 670 612 526.71362 84 170 - 494.20728 - 59.2 665s 671 613 496.12678 51 170 - 494.20728 - 59.2 670s 673 616 494.46311 29 176 - 494.20728 - 66.2 675s 740 658 605.62752 62 122 - 494.90951 - 69.3 680s 998 826 692.85347 190 37 - 494.90951 - 60.0 685s 1147 909 561.05878 95 88 - 495.02741 - 64.9 690s 1451 1110 716.52894 247 57 - 495.02741 - 58.6 695s 1628 1189 596.47213 86 109 - 495.13580 - 60.9 700s 1780 1269 551.11895 68 146 - 495.18169 - 64.0 705s 2012 1424 598.58289 198 102 - 495.18169 - 62.4 710s 2340 1610 534.85268 62 128 - 495.22128 - 59.3 715s 2686 1882 705.05813 203 59 - 495.22128 - 56.6 720s 2873 2014 516.32479 37 171 - 495.23341 - 57.8 725s 3104 2234 572.92221 102 123 - 495.23341 - 58.2 730s 3447 2566 703.70732 278 48 - 495.23341 - 56.0 735s 3880 2965 824.64480 503 46 - 495.23341 - 52.1 740s 4185 3201 599.69022 127 77 - 495.45346 - 51.3 745s 4553 3525 786.87814 261 37 - 495.45346 - 50.0 750s 4825 3726 615.76792 132 85 - 495.53416 - 50.0 755s 5197 4072 559.83781 68 140 - 495.60094 - 48.6 760s 5574 4400 758.75751 224 51 - 495.60094 - 47.6 765s 5888 4669 634.32463 115 80 - 496.07610 - 47.6 770s 6081 4828 537.98338 71 148 - 496.09091 - 48.7 775s 6411 5120 671.65400 254 57 - 496.09091 - 47.8 780s 6793 5434 521.59813 48 173 - 496.39462 - 46.9 785s 7027 5665 651.54082 191 70 - 496.39462 - 47.2 790s 7387 5981 708.17380 197 72 - 496.39462 - 47.0 795s 7932 6462 519.50000 47 177 - 496.40958 - 45.2 800s 8209 6715 518.60686 50 134 - 496.46530 - 45.6 805s 8525 6995 667.44420 203 78 - 496.46530 - 45.7 810s 8864 7280 660.15536 187 92 - 496.47710 - 45.6 815s 9200 7536 626.77135 156 99 - 496.50250 - 45.6 820s 9536 7838 701.75197 157 73 - 496.51530 - 45.7 825s 9937 8136 553.04119 87 83 - 496.54182 - 45.2 830s 10201 8392 670.66330 223 31 - 496.54182 - 45.0 835s 10581 8745 524.62497 66 178 - 496.62506 - 44.3 840s 10735 8891 562.52526 88 164 - 496.62739 - 45.2 845s 11033 9140 627.77142 87 117 - 496.63544 - 45.2 850s 11231 9324 infeasible 189 - 496.63544 - 45.6 855s 11433 9492 618.58133 121 82 - 496.73962 - 46.1 860s 11734 9733 566.59540 76 124 - 496.82394 - 46.1 865s 11980 9960 530.13301 70 120 - 496.83437 - 46.1 870s 12132 10110 669.08706 152 82 - 496.83437 - 46.8 875s 12313 10263 623.65454 85 80 - 496.87640 - 47.2 880s 12665 10594 infeasible 268 - 496.87640 - 47.0 885s 12901 10805 600.31884 189 62 - 496.89613 - 47.0 890s 13272 11149 786.89907 457 38 - 496.89613 - 46.1 895s 13573 11430 708.56335 151 73 - 496.91641 - 46.3 900s 13905 11719 557.08150 81 153 - 496.96414 - 46.2 905s 14200 11982 584.20548 58 87 - 496.97436 - 46.5 910s 14430 12172 563.90966 80 70 - 496.99597 - 46.7 915s 14730 12442 577.03061 50 148 - 497.09424 - 46.7 920s 15091 12765 infeasible 262 - 497.09424 - 46.6 925s 15325 12937 619.27669 112 102 - 497.13090 - 47.0 930s 15568 13156 597.48721 168 122 - 497.14705 - 47.1 935s 15919 13448 599.55582 68 144 - 497.27082 - 46.9 940s 16292 13767 547.83380 69 178 - 497.38340 - 46.8 945s 16663 14096 549.37037 45 159 - 497.38696 - 46.8 950s 16919 14307 526.78690 42 163 - 497.42359 - 47.1 955s 17237 14605 576.93563 68 175 - 497.43993 - 47.1 960s 17506 14861 577.96771 72 153 - 497.47014 - 47.4 965s 17820 15154 628.58843 80 139 - 497.48336 - 47.5 970s 18121 15441 741.20197 248 53 - 497.48336 - 47.5 975s 18388 15656 511.12805 45 166 - 497.53960 - 47.6 980s 18662 15915 583.23427 96 112 - 497.54197 - 47.7 985s 18876 16093 532.58857 48 148 - 497.55503 - 47.9 990s 19118 16311 554.58109 57 133 - 497.55670 - 47.9 995s 19405 16583 650.86350 183 84 - 497.56362 - 47.9 1000s 19709 16837 564.96375 67 70 - 497.68947 - 47.9 1005s 19967 17084 607.04890 102 112 - 497.70150 - 48.1 1010s 20154 17232 610.23166 78 96 - 497.75683 - 48.5 1015s 20402 17454 557.01538 49 156 - 497.79180 - 48.5 1020s 20666 17715 634.40009 136 76 - 497.79180 - 48.6 1025s 21080 18044 590.10752 90 118 - 497.80931 - 48.5 1030s 21430 18349 586.26867 81 138 - 497.81131 - 48.4 1035s 21841 18712 523.00194 40 170 - 497.91283 - 48.2 1040s 22182 19018 514.03488 39 177 - 497.97482 - 48.2 1045s 22573 19342 794.93799 244 120 - 497.97482 - 48.1 1050s 22843 19559 infeasible 150 - 498.01480 - 48.3 1055s 23134 19800 507.70939 41 120 - 498.10699 - 48.5 1060s 23341 19995 679.68000 159 101 - 498.10699 - 48.7 1065s 23682 20299 infeasible 233 - 498.18963 - 48.6 1070s 23990 20514 504.18688 37 193 - 498.22864 - 48.6 1075s 24279 20787 515.13553 37 165 - 498.23959 - 48.7 1080s 24560 21032 806.46279 180 64 - 498.23959 - 48.7 1085s 25026 21464 883.32869 471 29 - 498.23959 - 48.2 1090s 25372 21746 567.88609 46 177 - 498.29952 - 48.1 1095s 25621 21967 740.72546 189 67 - 498.29952 - 48.2 1100s 25870 22174 656.40569 134 146 - 498.31092 - 48.3 1105s 26222 22496 618.91590 116 120 - 498.34467 - 48.3 1110s 26715 22952 572.42779 84 139 - 498.35448 - 48.0 1115s 26941 23148 576.67352 78 129 - 498.37017 - 48.2 1120s 27237 23438 663.27127 234 90 - 498.37017 - 48.2 1125s 27608 23745 infeasible 167 - 498.37017 - 48.2 1130s 27839 23966 657.83619 179 93 - 498.44204 - 48.3 1135s 28034 24099 552.33250 75 134 - 498.46043 - 48.5 1140s 28256 24321 658.91920 197 90 - 498.46043 - 48.5 1145s 28451 24458 565.23292 59 141 - 498.46056 - 48.8 1150s 28776 24740 531.81423 47 90 - 498.46792 - 48.7 1155s 29056 25006 714.06086 201 104 - 498.46792 - 48.6 1160s 29314 25224 561.64664 62 139 - 498.48510 - 48.7 1165s 29634 25507 583.21249 94 117 - 498.53744 - 48.7 1170s 29973 25793 infeasible 134 - 498.55503 - 48.8 1175s 30275 26081 571.78300 77 96 - 498.55520 - 48.8 1180s 30603 26379 711.41754 152 114 - 498.57713 - 48.9 1186s 30849 26574 500.84191 36 169 - 498.59244 - 48.8 1190s 31072 26769 540.16101 42 177 - 498.59759 - 48.9 1195s 31307 26980 524.66667 42 166 - 498.63866 - 49.0 1200s 31428 27099 653.07705 114 109 - 498.63866 - 49.3 1205s 31757 27411 682.78755 174 106 - 498.66867 - 49.3 1210s 32102 27723 699.75314 196 113 - 498.68268 - 49.3 1215s 32398 27981 677.31480 175 102 - 498.70150 - 49.3 1220s 32718 28247 745.37808 174 72 - 498.70150 - 49.3 1225s 33151 28628 707.33912 275 61 - 498.71319 - 49.1 1230s 33466 28906 567.48899 84 90 - 498.72684 - 49.1 1235s 33760 29144 547.02016 56 80 - 498.73215 - 49.2 1240s 33944 29306 722.46572 145 85 - 498.73215 - 49.4 1245s 34160 29477 762.62366 142 119 - 498.74170 - 49.5 1250s 34418 29700 525.04827 38 191 - 498.81833 - 49.6 1255s 34629 29909 657.60740 176 97 - 498.81833 - 49.7 1260s 35043 30271 785.48842 171 48 - 498.83276 - 49.5 1265s 35323 30497 577.34359 108 55 - 498.85870 - 49.6 1270s 35650 30794 603.57216 128 106 - 498.87854 - 49.7 1275s 36013 31134 751.74498 172 93 - 498.87891 - 49.6 1280s 36545 31617 581.74394 100 156 - 498.90055 - 49.2 1285s 36846 31886 538.73278 53 165 - 498.96792 - 49.3 1290s 37078 32100 587.14765 81 180 - 498.98763 - 49.4 1295s 37554 32557 813.38246 329 58 - 498.98763 - 49.2 1300s 37849 32827 671.88892 113 106 - 498.99817 - 49.3 1305s 38041 32991 651.58442 107 112 - 499.03805 - 49.4 1310s 38295 33224 603.14023 68 116 - 499.05381 - 49.4 1315s 38555 33442 560.50312 64 158 - 499.05503 - 49.5 1320s 38835 33694 573.96534 99 99 - 499.07914 - 49.6 1325s 39157 33995 583.59971 105 128 - 499.08544 - 49.5 1330s 39492 34285 588.46893 97 87 - 499.14141 - 49.5 1335s 39830 34579 525.44707 44 161 - 499.20150 - 49.5 1340s 40191 34890 523.50000 37 121 - 499.21001 - 49.5 1345s 40551 35210 infeasible 240 - 499.21001 - 49.4 1350s 40804 35434 650.12500 147 101 - 499.23186 - 49.3 1464s 40914 35466 503.09479 33 181 - 499.24090 - 49.2 1465s 41200 35719 552.65649 53 103 - 499.24622 - 49.3 1470s 41700 36211 772.48219 433 24 - 499.24622 - 48.9 1475s 41884 36372 587.67034 73 86 - 499.26154 - 49.0 1480s 42233 36682 542.61098 49 138 - 499.28438 - 49.0 1485s 42554 36972 574.74276 95 122 - 499.30589 - 49.0 1490s 42860 37229 564.40570 92 187 - 499.30854 - 49.0 1495s 43053 37378 539.32336 52 140 - 499.32381 - 49.1 1500s 43253 37544 603.90223 123 128 - 499.32381 - 49.3 1505s 43582 37844 557.05465 72 104 - 499.33396 - 49.3 1510s 43939 38165 552.89583 48 133 - 499.33719 - 49.3 1515s 44212 38391 infeasible 48 - 499.37533 - 49.4 1520s 44598 38721 580.55303 65 128 - 499.38280 - 49.3 1525s 44947 39052 642.76828 149 82 - 499.40355 - 49.3 1530s 45401 39448 689.85276 166 67 - 499.40355 - 49.1 1535s 45732 39689 532.58333 36 182 - 499.43216 - 49.2 1540s 46033 39961 607.17935 97 74 - 499.43425 - 49.2 1545s 46433 40318 581.53958 74 103 - 499.51108 - 49.1 1550s 46795 40655 646.39780 132 99 - 499.52227 - 49.1 1555s 47084 40893 527.42073 43 145 - 499.55559 - 49.1 1560s 47348 41157 664.50418 225 22 - 499.55559 - 49.1 1565s 47690 41453 579.09661 73 167 - 499.57810 - 49.0 1570s 48049 41776 644.29866 150 105 - 499.62567 - 48.9 1575s 48580 42169 545.25112 90 148 - 499.65915 - 48.8 1580s 48888 42425 553.73940 61 100 - 499.66422 - 48.8 1585s 49404 42880 721.10748 440 40 - 499.66422 - 48.6 1590s 49701 43145 infeasible 126 - 499.66863 - 48.6 1595s 49957 43340 516.48869 39 176 - 499.68963 - 48.7 1600s 50163 43530 742.24799 149 67 - 499.68963 - 48.8 1605s 50383 43717 690.47898 143 111 - 499.70034 - 48.9 1610s 50558 43859 560.26112 76 116 - 499.73217 - 49.0 1615s 50873 44131 548.37800 74 122 - 499.76147 - 49.0 1620s 51124 44346 534.59633 50 133 - 499.85463 - 49.0 1625s 51545 44715 563.15806 67 107 - 499.87812 - 49.0 1630s 51967 45090 631.34508 133 119 - 499.88601 - 48.9 1635s 52256 45346 infeasible 183 - 499.89300 - 48.9 1640s 52619 45656 571.09041 80 104 - 499.91090 - 49.0 1645s 53006 45993 634.54383 129 144 - 499.93946 - 48.9 1650s 53345 46268 503.82006 39 180 - 499.96869 - 49.0 1655s 53679 46578 529.42105 39 171 - 499.98336 - 49.0 1660s 53905 46788 531.90784 42 177 - 499.99916 - 49.1 1665s 54249 47093 521.34609 40 177 - 499.99916 - 49.1 1670s 54445 47255 521.33838 40 163 - 499.99917 - 49.2 1675s 54726 47523 717.00343 187 94 - 499.99917 - 49.2 1680s 54968 47723 543.32436 48 148 - 500.00505 - 49.3 1685s 55299 48027 508.29289 39 183 - 500.00960 - 49.3 1690s 55615 48334 749.99526 225 82 - 500.00960 - 49.3 1695s 55799 48453 645.21635 95 115 - 500.02269 - 49.4 1700s 56057 48673 564.72033 55 111 - 500.02269 - 49.4 1705s 56422 49038 726.28677 280 95 - 500.02269 - 49.4 1710s 56654 49231 659.96063 108 110 - 500.04815 - 49.4 1715s 57074 49579 519.08608 41 203 - 500.07502 - 49.3 1720s 57382 49861 532.45338 50 183 - 500.08908 - 49.4 1725s 57540 50000 554.90473 72 149 - 500.09079 - 49.5 1730s 57834 50292 714.51416 198 49 - 500.09079 - 49.5 1735s 58271 50668 518.31672 43 176 - 500.12411 - 49.4 1740s 58577 50965 779.67456 206 50 - 500.12411 - 49.5 1745s 58917 51232 538.77907 38 186 - 500.18173 - 49.5 1750s 59141 51453 715.58521 157 98 - 500.18173 - 49.6 1755s 59418 51680 502.80580 37 185 - 500.23448 - 49.6 1760s 59707 51944 611.13698 107 65 - 500.27011 - 49.7 1765s 60232 52366 744.31765 299 60 - 500.28437 - 49.5 1770s 60617 52672 515.16114 40 148 - 500.28438 - 49.4 1775s 60916 52929 524.39956 45 170 - 500.28438 - 49.5 1780s 61206 53198 625.92825 114 107 - 500.33861 - 49.5 1786s 61359 53334 626.37713 92 80 - 500.35083 - 49.6 1790s 61843 53726 1001.10174 314 73 - 500.35083 - 49.5 1795s 62118 53968 710.03628 147 61 - 500.35449 - 49.5 1800s 62552 54274 528.81992 47 136 - 500.37490 - 49.4 1805s 62819 54516 558.17778 49 94 - 500.39353 - 49.5 1810s 63187 54855 634.58676 130 153 - 500.39587 - 49.4 1815s 63559 55170 590.74925 96 85 - 500.40740 - 49.5 1820s 63998 55595 infeasible 343 - 500.40740 - 49.4 1825s 64368 55911 832.97482 231 69 - 500.40867 - 49.4 1830s 64768 56245 598.66741 128 131 - 500.41680 - 49.3 1835s 65046 56491 630.30330 131 80 - 500.43085 - 49.4 1840s 65457 56835 660.75166 142 72 - 500.43458 - 49.3 1845s 65802 57136 667.57062 147 63 - 500.43768 - 49.4 1850s 66174 57467 574.81306 91 106 - 500.44807 - 49.3 1855s 66479 57740 628.45110 146 107 - 500.46562 - 49.4 1860s 66771 57978 529.78910 39 166 - 500.50928 - 49.4 1865s 67100 58301 707.29912 231 64 - 500.50928 - 49.4 1870s 67426 58569 infeasible 161 - 500.51229 - 49.4 1875s 67784 58880 786.32211 241 102 - 500.52429 - 49.4 1880s 68125 59180 562.43325 99 151 - 500.53744 - 49.4 1885s 68559 59578 708.82864 200 79 - 500.56617 - 49.3 1890s 68867 59821 821.99371 206 66 - 500.59984 - 49.3 1895s 69110 60029 563.10092 44 169 - 500.62124 - 49.4 1900s 69321 60231 725.12591 150 115 - 500.62124 - 49.5 1905s 69546 60439 606.72035 113 96 - 500.68507 - 49.5 1910s 69937 60793 678.93975 192 115 - 500.72941 - 49.5 1915s 70220 61024 519.30325 43 179 - 500.84472 - 49.5 1920s 70503 61276 560.30241 65 122 - 500.86846 - 49.6 1925s 70765 61507 576.27439 65 112 - 500.89300 - 49.6 1930s 70992 61696 551.02211 70 102 - 500.91026 - 49.7 1935s 71324 62002 573.25479 86 145 - 500.93412 - 49.7 1940s 71489 62165 656.51906 134 106 - 500.93412 - 49.7 1945s 71742 62377 542.96552 44 166 - 500.93830 - 49.8 1950s 72047 62615 infeasible 185 - 500.93830 - 49.8 1955s 72320 62863 526.19692 52 139 - 500.95308 - 49.8 1960s 72668 63187 563.82587 86 154 - 500.96524 - 49.8 1965s 73013 63482 558.20815 53 160 - 500.98336 - 49.8 1970s 73291 63734 629.40552 115 157 - 500.98872 - 49.9 1975s 73567 63966 654.47204 137 110 - 500.99017 - 49.9 1980s 73708 64085 557.17996 100 160 - 500.99876 - 50.0 1985s 73801 64170 661.19973 144 104 - 500.99876 - 50.2 1990s 74159 64507 637.18844 122 124 - 501.00000 - 50.1 1995s 74436 64744 610.18349 131 125 - 501.01384 - 50.1 2000s 74756 65028 694.99791 191 112 - 501.01816 - 50.1 2005s 75132 65345 670.30664 185 112 - 501.03039 - 50.1 2010s 75459 65633 659.34931 133 105 - 501.03655 - 50.1 2015s 75781 65929 682.01041 132 108 - 501.07450 - 50.1 2020s 76145 66249 828.75140 199 109 - 501.07502 - 50.0 2025s 76443 66514 759.22201 174 59 - 501.13142 - 50.1 2030s 76863 66818 539.33333 46 163 - 501.14296 - 50.0 2035s 77133 67052 586.83101 104 94 - 501.14622 - 50.1 2040s 77543 67427 650.81331 173 79 - 501.15411 - 50.0 2045s 77896 67747 559.66654 78 138 - 501.16974 - 49.9 2050s 78243 68079 558.33312 87 94 - 501.18963 - 49.9 2055s 78595 68400 617.02231 98 98 - 501.20150 - 49.9 2060s 79038 68798 566.98751 85 104 - 501.21463 - 49.8 2065s 79346 69078 635.35582 147 114 - 501.22817 - 49.9 2070s 79658 69336 650.91716 127 125 - 501.24457 - 49.9 2075s 79990 69654 infeasible 219 - 501.24778 - 49.9 2080s 80271 69912 747.81213 188 98 - 501.25241 - 49.9 2085s 80656 70230 668.88554 121 139 - 501.32530 - 49.9 2090s 80892 70418 579.09164 105 99 - 501.35266 - 49.9 2095s 81341 70837 582.42143 104 113 - 501.35835 - 49.9 2100s 81608 71078 609.86832 108 139 - 501.38893 - 49.9 2106s 81813 71259 621.18056 113 129 - 501.39664 - 49.9 2110s 82177 71588 521.04042 44 191 - 501.39704 - 49.9 2115s 82408 71788 611.59756 104 111 - 501.39704 - 49.9 2120s 82720 72051 703.88103 150 107 - 501.40285 - 49.9 2125s 83177 72447 infeasible 223 - 501.41057 - 49.9 2130s 83493 72719 573.77024 53 140 - 501.42503 - 49.9 2135s 83711 72935 701.37286 171 109 - 501.42503 - 49.9 2140s 83905 73073 578.31834 70 117 - 501.43720 - 50.0 2145s 84149 73285 685.77770 123 141 - 501.46253 - 50.0 2150s 84414 73509 635.38425 150 113 - 501.46996 - 50.0 2155s 84644 73674 559.38244 50 156 - 501.46996 - 50.1 2160s 84897 73897 542.20635 42 173 - 501.47509 - 50.1 2165s 85137 74131 infeasible 180 - 501.47509 - 50.1 2170s 85261 74243 561.42596 93 153 - 501.47863 - 50.3 2175s 85586 74554 743.12505 198 78 - 501.47863 - 50.3 2180s 85853 74738 564.79407 60 141 - 501.49269 - 50.3 2185s 86119 74961 infeasible 108 - 501.49760 - 50.3 2190s 86362 75165 684.89301 133 128 - 501.50000 - 50.4 2195s 86686 75443 539.68374 49 109 - 501.52538 - 50.4 2200s 87033 75752 584.83769 107 92 - 501.55381 - 50.4 2205s 87379 76045 596.71593 113 127 - 501.55381 - 50.4 2210s 87719 76338 568.73829 82 141 - 501.57502 - 50.4 2215s 87976 76566 636.26727 130 125 - 501.59644 - 50.4 2220s 88437 76997 776.11893 266 56 - 501.62252 - 50.3 2225s 88841 77345 597.41795 85 128 - 501.66550 - 50.3 2230s 89256 77698 infeasible 234 - 501.66550 - 50.3 2235s 89569 77966 544.60417 46 157 - 501.68155 - 50.3 2240s 89871 78230 540.78788 52 176 - 501.69197 - 50.3 2245s 90190 78496 649.58949 107 122 - 501.69197 - 50.3 2250s 90510 78773 523.31933 47 164 - 501.70588 - 50.3 2255s 90804 79036 infeasible 192 - 501.70588 - 50.3 2260s 91090 79282 522.81226 43 166 - 501.71603 - 50.3 2265s 91463 79654 650.38508 337 36 - 501.71603 - 50.2 2270s 91794 79951 674.48678 131 86 - 501.71854 - 50.2 2275s 91956 80084 621.01022 112 111 - 501.72151 - 50.2 2280s 92165 80250 675.37799 115 106 - 501.75008 - 50.3 2285s 92518 80561 658.34736 112 52 - 501.77884 - 50.3 2290s 92818 80813 640.29559 105 123 - 501.78901 - 50.3 2295s 93103 81082 643.77519 143 109 - 501.79404 - 50.3 2300s 93390 81325 541.20000 42 185 - 501.80351 - 50.3 2305s 93656 81561 577.52410 78 126 - 501.80853 - 50.4 2310s 93913 81790 564.23846 68 155 - 501.82641 - 50.4 2315s 94272 82110 504.25426 45 174 - 501.83923 - 50.4 2320s 94545 82371 729.28273 180 106 - 501.83923 - 50.5 2325s 94841 82618 599.27074 50 108 - 501.87184 - 50.5 2330s 95124 82870 607.89000 108 123 - 501.88632 - 50.5 2335s 95361 83077 infeasible 133 - 501.90126 - 50.6 2340s 95904 83509 555.12548 42 160 - 501.90201 - 50.4 2345s 96190 83768 585.19154 88 121 - 501.91837 - 50.4 2350s 96634 84155 552.96356 82 163 - 501.94857 - 50.3 2355s 97010 84460 525.25623 39 176 - 501.95256 - 50.3 2360s 97262 84692 568.11491 75 141 - 501.96258 - 50.4 2365s 97627 85016 641.56103 173 91 - 501.97767 - 50.4 2370s 97987 85336 540.33129 50 137 - 501.98842 - 50.4 2375s 98250 85599 603.68915 117 100 - 501.98842 - 50.4 2380s 98602 85880 632.00000 135 106 - 502.00000 - 50.4 2385s 98993 86181 infeasible 156 - 502.02980 - 50.4 2390s 99307 86403 625.41667 108 92 - 502.03243 - 50.4 2395s 99644 86688 503.50000 42 126 - 502.03712 - 50.4 2400s 99968 86971 549.43414 59 154 - 502.04154 - 50.4 2405s 100228 87169 518.76963 48 166 - 502.04507 - 50.4 2410s 100501 87414 infeasible 174 - 502.04507 - 50.4 2415s 100733 87611 infeasible 151 - 502.08383 - 50.4 2420s 100985 87791 504.87967 47 150 - 502.08918 - 50.4 2425s 101178 87960 535.64398 63 128 - 502.10395 - 50.4 2430s 101325 88097 624.95729 140 125 - 502.10395 - 50.5 2435s 101577 88310 506.86776 44 113 - 502.11387 - 50.5 2440s 101947 88660 759.99599 224 66 - 502.11387 - 50.5 2445s 102245 88908 539.73198 46 187 - 502.11922 - 50.4 2450s 102517 89149 infeasible 188 - 502.11922 - 50.4 2455s 102805 89367 535.54641 55 102 - 502.11987 - 50.4 2460s 103193 89733 659.77345 180 75 - 502.12095 - 50.4 2465s 103546 90040 686.14035 177 99 - 502.13574 - 50.4 2470s 103895 90339 699.55421 149 83 - 502.13908 - 50.4 2475s 104197 90607 600.75840 80 86 - 502.15101 - 50.4 2480s 104522 90896 infeasible 183 - 502.16141 - 50.4 2485s 104773 91129 604.81044 129 105 - 502.18919 - 50.5 2490s 105016 91372 707.77743 225 89 - 502.18919 - 50.5 2495s 105475 91726 581.50769 105 95 - 502.19068 - 50.4 2500s 105762 91996 663.63568 138 88 - 502.19326 - 50.5 2505s 106055 92235 603.20517 107 113 - 502.19386 - 50.5 2510s 106307 92402 599.42061 96 62 - 502.20134 - 50.5 2515s 106518 92585 517.75000 46 176 - 502.23303 - 50.6 2520s 106841 92884 547.95986 51 158 - 502.24502 - 50.6 2525s 107093 93093 562.54676 74 121 - 502.24622 - 50.6 2530s 107463 93446 591.98774 95 118 - 502.27293 - 50.6 2535s 107730 93681 657.69150 119 118 - 502.27348 - 50.6 2540s 107989 93903 707.14198 131 111 - 502.27682 - 50.7 2545s 108240 94104 539.34483 41 151 - 502.28438 - 50.7 2550s 108527 94365 581.71089 92 107 - 502.29101 - 50.7 2555s 108772 94590 624.42740 124 114 - 502.29910 - 50.8 2560s 109091 94867 561.31421 53 131 - 502.35654 - 50.8 2565s 109431 95177 619.56443 114 99 - 502.36254 - 50.8 2570s 109782 95485 573.54034 95 124 - 502.37510 - 50.8 2575s 110013 95699 618.99701 120 120 - 502.37817 - 50.8 2580s 110294 95950 578.80009 66 135 - 502.38457 - 50.8 2585s 110609 96233 572.78912 81 106 - 502.39742 - 50.8 2590s 110929 96465 551.67684 47 141 - 502.40043 - 50.9 2595s 111277 96778 546.00346 61 162 - 502.40259 - 50.9 2600s 111551 97025 infeasible 209 - 502.40259 - 50.9 2605s 111834 97260 614.30375 98 99 - 502.40417 - 50.9 2610s 112201 97570 563.15115 65 161 - 502.43432 - 50.9 2615s 112434 97803 728.59112 205 115 - 502.43432 - 50.9 2620s 112748 98068 539.23077 45 161 - 502.43914 - 50.9 2625s 113018 98311 598.74861 56 128 - 502.44157 - 50.9 2630s 113360 98594 539.51953 58 143 - 502.44815 - 50.9 2635s 113663 98863 592.51096 104 100 - 502.45022 - 50.9 2640s 113930 99116 596.59133 98 140 - 502.45412 - 51.0 2645s 114242 99398 654.03494 119 126 - 502.45430 - 51.0 2650s 114748 99894 928.40716 394 26 - 502.45430 - 50.9 2655s 115141 100203 790.61853 196 94 - 502.46132 - 50.8 2660s 115495 100450 595.51271 56 133 - 502.46918 - 50.8 2665s 115803 100738 605.10826 110 114 - 502.46996 - 50.9 2670s 116127 101039 751.65031 165 70 - 502.46996 - 50.9 2675s 116523 101327 506.12621 45 146 - 502.50174 - 50.9 2680s 116854 101594 529.31796 39 182 - 502.52429 - 50.9 2685s 117122 101841 574.64081 81 105 - 502.52429 - 50.9 2690s 117480 102185 679.24224 161 129 - 502.52929 - 50.9 2695s 117663 102323 612.93607 100 131 - 502.53025 - 50.9 2700s 117832 102470 547.59070 64 191 - 502.53025 - 51.0 2705s 118066 102693 622.10859 125 96 - 502.53051 - 51.0 2710s 118358 102947 684.59348 122 104 - 502.53619 - 51.0 2715s 118518 103058 588.13035 72 151 - 502.53619 - 51.1 2720s 118948 103482 801.11015 242 65 - 502.53619 - 51.0 2725s 119352 103843 526.70031 45 159 - 502.55544 - 51.0 2730s 119682 104159 690.21049 142 54 - 502.55556 - 51.0 2735s 119939 104376 534.46164 47 160 - 502.59322 - 51.0 2740s 120178 104583 570.10256 62 136 - 502.60072 - 51.1 2745s 120395 104782 592.16667 71 134 - 502.60684 - 51.1 2750s 120665 105035 634.71863 126 127 - 502.61088 - 51.1 2755s 121155 105395 962.54051 330 40 - 502.61088 - 51.1 2760s 121474 105626 576.85046 81 85 - 502.61479 - 51.1 2765s 121840 105949 502.61480 42 135 - 502.61480 - 51.1 2770s 122018 106107 566.21260 57 130 - 502.62155 - 51.1 2775s 122267 106328 636.08563 113 69 - 502.64126 - 51.2 2780s 122501 106511 639.52074 112 113 - 502.65334 - 51.2 2785s 122850 106816 608.57589 99 66 - 502.66450 - 51.2 2790s 123176 107115 712.28338 132 85 - 502.68376 - 51.2 2795s 123545 107416 696.19025 124 70 - 502.70256 - 51.2 2800s 124022 107846 773.06962 285 40 - 502.71326 - 51.1 2805s 124393 108150 604.05200 142 112 - 502.72427 - 51.0 2810s 124832 108496 599.96110 112 42 - 502.72767 - 51.0 2815s 125130 108763 631.72638 195 94 - 502.72767 - 51.0 2820s 125376 108970 573.05228 93 115 - 502.72923 - 51.0 2825s 125786 109272 836.17859 241 52 - 502.72923 - 51.0 2830s 126234 109627 660.66635 135 86 - 502.73610 - 51.0 2835s 126511 109865 565.77963 67 118 - 502.74622 - 51.0 2840s 126876 110177 717.61376 118 113 - 502.76552 - 51.0 2845s 127207 110477 674.97655 156 92 - 502.77053 - 51.0 2850s 127510 110734 692.94762 113 92 - 502.80706 - 51.0 2855s 127769 110945 643.37198 125 127 - 502.84499 - 51.1 2860s 128158 111283 infeasible 282 - 502.85037 - 51.0 2865s 128596 111666 569.00571 41 168 - 502.86698 - 51.0 2870s 128938 111973 662.02489 135 106 - 502.87869 - 51.0 2875s 129255 112236 736.64475 173 92 - 502.88660 - 51.0 2880s 129593 112502 557.67260 71 119 - 502.89146 - 51.0 2885s 130043 112867 510.27807 41 166 - 502.91525 - 51.0 2890s 130405 113219 793.79191 247 61 - 502.91525 - 51.0 2895s 130872 113627 608.40344 116 116 - 502.92275 - 50.9 2900s 131086 113813 608.36727 112 106 - 502.93437 - 51.0 2905s 131260 113965 622.18773 100 109 - 502.93715 - 51.0 2910s 131633 114247 504.84551 45 187 - 502.93715 - 51.0 2915s 131927 114488 522.39483 44 189 - 502.93723 - 51.0 2920s 132159 114693 520.24357 46 179 - 502.94697 - 51.0 2925s 132471 114972 627.62709 109 101 - 502.94898 - 51.0 2930s 132702 115180 590.35617 68 137 - 502.95084 - 51.0 2935s 132991 115443 591.05013 117 101 - 502.95084 - 51.1 2940s 133351 115779 605.03213 104 74 - 502.96996 - 51.1 2945s 133594 115996 608.34694 97 98 - 502.97533 - 51.1 2950s 133855 116168 560.14401 52 162 - 502.98664 - 51.1 2955s 134195 116487 572.59621 82 142 - 502.99115 - 51.1 2960s 134524 116792 588.75130 83 161 - 502.99159 - 51.1 2965s 134837 117085 642.49622 145 103 - 502.99301 - 51.1 2970s 135121 117321 556.03152 75 142 - 503.00911 - 51.1 2975s 135449 117614 595.37416 112 91 - 503.01493 - 51.1 2980s 135742 117854 639.57037 120 113 - 503.01623 - 51.2 2985s 136147 118191 728.80607 219 73 - 503.02614 - 51.2 2990s 136544 118504 579.29110 53 120 - 503.03712 - 51.1 2995s 136867 118800 609.89833 123 92 - 503.04260 - 51.1 3000s 137131 119031 617.47990 96 83 - 503.04706 - 51.2 3005s 137358 119224 572.58574 81 120 - 503.04753 - 51.2 3010s 137766 119595 651.56933 108 110 - 503.04778 - 51.2 3015s 138080 119857 564.23788 74 127 - 503.05807 - 51.2 3020s 138369 120125 654.95759 103 103 - 503.07717 - 51.2 3025s 138661 120390 767.88560 155 82 - 503.07964 - 51.2 3030s 138986 120688 680.10453 202 40 - 503.08801 - 51.2 3035s 139509 121177 738.35458 271 40 - 503.09620 - 51.2 3040s 139919 121545 614.27568 72 84 - 503.09620 - 51.1 3045s 140294 121882 676.29102 146 86 - 503.10000 - 51.1 3050s 140623 122163 797.94554 212 121 - 503.10256 - 51.1 3055s 140960 122437 524.94157 44 167 - 503.10427 - 51.1 3060s 141305 122759 563.07584 76 135 - 503.10676 - 51.1 3065s 141626 123043 infeasible 224 - 503.10676 - 51.1 3070s 141971 123360 584.06149 48 152 - 503.11476 - 51.1 3075s 142475 123799 518.27304 45 162 - 503.11771 - 51.0 3080s 142903 124171 746.35944 250 44 - 503.11771 - 51.0 3086s 143207 124432 769.79250 146 70 - 503.12871 - 51.0 3090s 143507 124666 527.21795 39 150 - 503.13489 - 51.0 3095s 143801 124935 553.76062 81 96 - 503.14963 - 51.0 3100s 144368 125470 827.75028 454 47 - 503.14963 - 50.9 3105s 144600 125643 553.88034 41 175 - 503.16162 - 50.9 3110s 144902 125920 570.43828 81 161 - 503.17170 - 50.9 3115s 145203 126162 infeasible 194 - 503.17170 - 50.9 3120s 145431 126356 587.88090 116 97 - 503.17308 - 51.0 3125s 145780 126626 550.72221 53 139 - 503.18239 - 51.0 3130s 145988 126824 623.75000 129 78 - 503.18425 - 51.0 3135s 146335 127103 542.87235 65 158 - 503.20000 - 51.0 3140s 146644 127380 529.15026 56 151 - 503.21602 - 51.0 3145s 146969 127679 630.26975 95 72 - 503.21602 - 51.0 3150s 147323 127988 606.29078 100 98 - 503.22814 - 51.0 3155s 147651 128268 758.12650 184 118 - 503.23317 - 51.0 3160s 147892 128471 593.12853 79 167 - 503.23441 - 51.1 3165s 148179 128742 682.86927 176 104 - 503.23986 - 51.1 3170s 148409 128934 612.22311 83 62 - 503.24322 - 51.1 3175s 148645 129136 560.00000 66 100 - 503.24701 - 51.1 3180s 148928 129386 598.10344 106 99 - 503.24781 - 51.1 3185s 149339 129762 735.54868 218 94 - 503.25000 - 51.1 3190s 149618 129986 513.73599 48 129 - 503.26625 - 51.1 3195s 150006 130353 infeasible 264 - 503.26625 - 51.1 3200s 150228 130555 infeasible 157 - 503.26625 - 51.2 3205s 150601 130924 738.67086 225 44 - 503.27241 - 51.2 3210s 151108 131385 515.95952 43 180 - 503.28438 - 51.1 3215s 151416 131681 726.32834 151 113 - 503.28438 - 51.1 3220s 151807 132016 617.89218 98 91 - 503.28958 - 51.1 3225s 152137 132304 562.02548 74 115 - 503.30706 - 51.1 3230s 152538 132579 591.64563 64 172 - 503.30755 - 51.1 3235s 152653 132680 586.45035 77 145 - 503.32216 - 51.1 3240s 152938 132933 551.02953 61 179 - 503.32353 - 51.1 3245s 153175 133136 545.30488 56 142 - 503.32963 - 51.1 3250s 153511 133437 723.99772 140 82 - 503.34098 - 51.1 3255s 153835 133688 563.25071 69 115 - 503.37589 - 51.1 3260s 154132 133925 586.05993 93 131 - 503.38502 - 51.2 3265s 154424 134168 584.95987 104 99 - 503.38541 - 51.2 3270s 154747 134443 730.95648 162 63 - 503.40431 - 51.2 3275s 155028 134689 infeasible 189 - 503.41243 - 51.2 3280s 155352 134933 522.99043 51 201 - 503.41806 - 51.2 3285s 155652 135201 538.28571 47 147 - 503.43367 - 51.2 3290s 155884 135411 600.81917 103 102 - 503.43386 - 51.3 3295s 156163 135648 604.75640 140 127 - 503.43407 - 51.3 3300s 156440 135858 568.00000 44 138 - 503.44094 - 51.3 3305s 156752 136145 742.38083 189 77 - 503.44094 - 51.3 3310s 157050 136377 infeasible 171 - 503.45037 - 51.3 3315s 157349 136657 598.33669 90 84 - 503.46177 - 51.3 3320s 157662 136928 infeasible 134 - 503.46782 - 51.3 3325s 158008 137232 585.26909 87 99 - 503.46950 - 51.3 3330s 158280 137466 598.64027 88 125 - 503.47767 - 51.4 3335s 158573 137689 593.81667 64 137 - 503.48842 - 51.4 3340s 158923 138009 571.80505 64 60 - 503.48925 - 51.4 3345s 159301 138338 654.61548 164 104 - 503.48925 - 51.4 3350s 159571 138565 681.70150 132 77 - 503.50000 - 51.4 3355s 159942 138894 698.27223 136 106 - 503.50000 - 51.4 3360s 160284 139192 557.16250 68 169 - 503.50866 - 51.4 3365s 160622 139479 609.08820 78 81 - 503.50976 - 51.4 3370s 161029 139836 783.46553 201 102 - 503.51087 - 51.4 3375s 161311 140089 591.53072 149 115 - 503.52429 - 51.4 3380s 161682 140410 679.81111 187 88 - 503.52429 - 51.4 3385s 162042 140703 687.46710 127 117 - 503.53420 - 51.4 3390s 162314 140917 831.66540 204 101 - 503.53738 - 51.4 3395s 162616 141201 660.50181 177 113 - 503.53797 - 51.4 3400s 162992 141554 663.52263 142 105 - 503.54101 - 51.4 3405s 163305 141805 769.64642 162 104 - 503.55531 - 51.4 3411s 163503 141975 576.59091 65 134 - 503.55885 - 51.4 3415s 163847 142282 523.87500 42 163 - 503.56552 - 51.4 3420s 164185 142596 590.66222 119 43 - 503.56860 - 51.4 3425s 164513 142882 603.26427 82 174 - 503.56904 - 51.4 3430s 164818 143167 666.26093 192 128 - 503.58852 - 51.4 3435s 165094 143395 infeasible 174 - 503.59217 - 51.4 3440s 165409 143640 infeasible 197 - 503.61792 - 51.4 3445s 165710 143925 771.37397 202 113 - 503.61905 - 51.4 3450s 166042 144183 552.04340 72 143 - 503.63122 - 51.4 3455s 166398 144499 650.41577 150 93 - 503.63652 - 51.4 3460s 166551 144636 infeasible 109 - 503.66106 - 51.5 3465s 166840 144887 647.09009 135 111 - 503.66141 - 51.5 3470s 167251 145226 549.41371 51 94 - 503.67277 - 51.5 3475s 167608 145558 522.37226 43 205 - 503.68795 - 51.5 3480s 167769 145688 563.39833 71 110 - 503.69866 - 51.5 3485s 168062 145951 588.05987 75 155 - 503.70092 - 51.5 3490s 168385 146253 573.68894 59 131 - 503.70104 - 51.5 3495s 168623 146432 547.72748 65 135 - 503.71267 - 51.6 3500s 169002 146770 518.50000 47 138 - 503.71621 - 51.6 3505s 169404 147153 504.04577 44 156 - 503.71906 - 51.5 3510s 169696 147428 580.81875 104 122 - 503.71906 - 51.5 3515s 170099 147763 608.52715 121 115 - 503.71999 - 51.5 3520s 170469 148064 525.74480 46 151 - 503.76807 - 51.5 3525s 170685 148248 600.28885 70 143 - 503.77900 - 51.5 3530s 170881 148425 530.31517 49 168 - 503.77975 - 51.6 3535s 171257 148746 589.05472 67 116 - 503.80392 - 51.5 3540s 171638 149092 662.86260 113 73 - 503.80472 - 51.5 3545s 171911 149332 559.80028 76 39 - 503.82539 - 51.5 3550s 172338 149735 638.96939 221 13 - 503.83425 - 51.5 3555s 172735 150113 664.17653 133 103 - 503.83957 - 51.4 3560s 173034 150356 549.39198 63 148 - 503.84848 - 51.5 3565s 173339 150637 591.81125 80 116 - 503.85411 - 51.5 3570s 173517 150805 777.78462 176 95 - 503.85411 - 51.5 3575s 173824 151095 697.36691 174 70 - 503.85821 - 51.5 3580s 174212 151418 580.23036 88 102 - 503.86093 - 51.5 3585s 174570 151774 749.64242 239 99 - 503.86093 - 51.5 3590s 175102 152210 550.51096 66 80 - 503.87810 - 51.4 3595s Cutting planes: Learned: 44 Gomory: 63 Cover: 145 Implied bound: 25 Clique: 8 MIR: 349 GUB cover: 24 Zero half: 46 Explored 175414 nodes (9018599 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.040000000000e+02, gap -