Gurobi 5.0.1 (linux64) logging started Fri Dec 21 13:27:10 2012 Optimize a model with 6722 rows, 6561 columns and 40804 nonzeros Presolve removed 2275 rows and 2782 columns Presolve time: 0.12s Presolved: 4447 rows, 3779 columns, 25461 nonzeros Variable types: 80 continuous, 3699 integer (3699 binary) Root relaxation: objective 4.835338e+02, 602 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 483.53379 0 110 - 483.53379 - - 0s 0 0 493.34058 0 136 - 493.34058 - - 0s 0 0 494.50274 0 153 - 494.50274 - - 0s 0 0 494.80300 0 155 - 494.80300 - - 0s 0 0 495.64547 0 152 - 495.64547 - - 0s 0 0 495.64547 0 140 - 495.64547 - - 0s 0 0 495.64547 0 149 - 495.64547 - - 0s 0 0 495.64547 0 87 - 495.64547 - - 0s 0 0 495.64547 0 117 - 495.64547 - - 0s 0 0 495.64547 0 109 - 495.64547 - - 0s 0 0 495.64547 0 113 - 495.64547 - - 1s 0 0 495.64547 0 113 - 495.64547 - - 1s 0 2 495.64547 0 113 - 495.64547 - - 2s 540 474 642.50719 80 34 - 511.40299 - 24.4 5s 606 527 592.55212 79 125 - 511.40299 - 24.1 10s 613 532 554.41724 35 164 - 511.40299 - 23.8 15s 624 539 623.28086 72 167 - 511.40299 - 23.4 20s 836 681 590.02425 117 104 - 511.40299 - 35.1 25s 1250 905 605.38612 33 108 - 511.40299 - 37.5 30s 1721 1186 652.20102 117 62 - 511.40299 - 36.3 35s 2108 1402 598.75709 75 105 - 511.40299 - 37.9 40s 2584 1753 637.19021 66 88 - 515.47987 - 38.5 45s 3227 2274 645.25493 103 71 - 519.48545 - 36.7 50s 3846 2728 537.16024 29 113 - 524.06638 - 35.8 55s 4508 3313 604.32556 65 83 - 524.63836 - 34.9 60s 5239 3910 556.41712 47 88 - 524.88386 - 33.7 65s 5941 4540 549.18180 39 104 - 525.13965 - 32.8 70s 6531 5018 infeasible 142 - 525.40347 - 33.1 75s 7180 5534 576.90351 43 104 - 525.66107 - 33.4 80s 7816 6052 584.36558 55 90 - 526.07447 - 33.4 85s 8718 6817 619.61649 124 51 - 526.60377 - 32.4 90s 9574 7519 573.72552 65 80 - 526.79654 - 31.8 95s 10341 8191 716.97379 165 44 - 526.86626 - 31.2 100s 10961 8726 650.24314 124 60 - 527.03795 - 31.1 105s 11757 9373 618.97287 40 97 - 527.31830 - 30.7 110s 12650 10154 559.24417 40 116 - 527.49687 - 30.3 115s 13538 10889 601.21797 52 84 - 527.65188 - 29.9 120s 14390 11573 598.49332 37 89 - 527.75448 - 29.7 125s 15249 12290 584.30993 45 121 - 528.06669 - 29.4 130s 16200 13115 631.34311 73 55 - 528.23270 - 29.1 135s 17172 13956 infeasible 138 - 528.34028 - 28.8 140s 18111 14758 555.73741 28 94 - 528.45367 - 28.5 145s 18959 15465 593.98378 45 77 - 528.66241 - 28.4 150s 19691 16104 571.40682 42 80 - 528.94974 - 28.5 155s 20402 16725 617.62661 68 74 - 529.08116 - 28.5 160s 21018 17227 566.49066 23 162 - 529.26499 - 28.5 165s 21973 18067 548.75512 33 136 - 529.29102 - 28.3 170s 22784 18795 572.54173 37 129 - 529.47631 - 28.4 175s 23497 19404 544.65368 30 134 - 529.66759 - 28.6 180s 24222 20030 628.79782 56 113 - 529.82806 - 28.7 185s 25131 20804 538.26012 28 116 - 529.90959 - 28.6 190s 25910 21433 535.38165 29 87 - 530.13075 - 28.7 195s 26487 21914 647.56741 88 62 - 530.22044 - 28.9 200s 27165 22486 607.91591 76 49 - 530.41981 - 29.0 205s 28010 23197 infeasible 32 - 530.62758 - 28.9 210s 28737 23848 598.31024 56 94 - 530.63805 - 29.0 215s 29680 24643 591.57371 24 145 - 530.78914 - 28.8 220s 30190 25066 596.52896 50 107 - 530.88817 - 29.1 225s 30907 25697 648.96469 82 82 - 530.94107 - 28.9 230s 31727 26345 562.83014 32 96 - 531.14490 - 29.0 235s 32560 27053 661.64352 60 125 - 531.21103 - 29.0 240s 33383 27768 655.23199 143 44 - 531.28516 - 29.0 245s 34160 28436 610.24633 58 116 - 531.39364 - 29.1 250s 35148 29251 549.44614 32 114 - 531.53087 - 28.9 255s 35775 29768 610.85806 60 80 - 531.63359 - 29.1 260s 36570 30455 588.76668 57 94 - 531.65434 - 29.0 265s 37223 30972 569.79510 45 111 - 531.77008 - 29.1 270s 37975 31616 603.19721 62 54 - 531.80868 - 29.1 275s 38847 32395 705.53455 135 76 - 531.91061 - 29.0 280s 39770 33189 613.24324 104 27 - 532.05553 - 28.9 285s 40692 33964 532.22518 24 126 - 532.07743 - 28.9 290s 40805 34067 574.49754 40 113 - 532.08674 - 28.9 315s 40810 34070 579.85890 45 186 - 532.08674 - 28.9 320s 40813 34072 555.03358 37 176 - 532.08674 - 28.9 326s 40815 34074 783.10047 215 159 - 532.08674 - 28.9 330s 40818 34076 568.62484 37 182 - 532.08674 - 28.9 336s 40820 34077 694.11293 92 196 - 532.08674 - 28.9 340s 40822 34078 603.88376 45 202 - 532.08674 - 28.9 345s 40824 34080 620.47248 58 210 - 532.08674 - 28.9 350s 40827 34082 555.03358 37 208 - 532.08674 - 28.9 357s 40829 34083 620.47248 58 207 - 532.08674 - 28.9 361s 40831 34084 574.37307 39 203 - 532.08674 - 28.9 365s 40834 34086 555.03358 37 208 - 532.08674 - 28.9 372s 40892 34125 559.60965 50 108 - 532.08674 - 29.2 375s 41130 34230 583.65465 66 116 - 532.08674 - 29.6 380s 41504 34402 538.45867 37 125 - 532.08674 - 29.8 385s 42043 34661 675.81638 95 113 - 532.08674 - 29.9 390s 42634 34911 538.36680 31 137 - 532.89505 - 29.9 395s 43122 35179 659.24969 59 125 - 533.35127 - 30.0 400s 43730 35484 534.11499 32 103 - 533.89838 - 30.1 405s 44326 35791 656.70013 87 56 - 534.96725 - 30.2 410s 44955 36112 608.74747 71 105 - 535.27755 - 30.3 415s 45603 36436 678.93199 151 90 - 535.39824 - 30.3 420s 46258 36722 769.55599 126 50 - 535.74136 - 30.3 425s 46846 36972 555.35579 46 121 - 536.05220 - 30.4 430s 47475 37230 675.59462 101 87 - 536.66513 - 30.4 435s 48244 37624 546.87587 37 158 - 536.74892 - 30.4 440s 48848 37909 infeasible 79 - 536.88666 - 30.4 445s 49395 38180 608.50983 67 92 - 537.01971 - 30.5 450s 49871 38370 637.73704 73 99 - 537.29225 - 30.6 455s 50396 38632 604.13623 67 77 - 537.43486 - 30.7 460s 50906 38865 619.15797 50 119 - 537.55255 - 30.8 465s 51337 39085 546.05339 43 130 - 537.61478 - 30.9 470s 51917 39337 543.71481 34 156 - 537.79675 - 30.9 475s 52543 39653 544.40711 42 151 - 537.85459 - 30.9 480s 53065 39914 596.57052 70 118 - 537.94228 - 31.0 485s 53582 40159 592.75896 63 86 - 538.00134 - 31.1 490s 54202 40444 551.65985 45 115 - 538.02360 - 31.1 495s 54847 40759 549.14743 38 147 - 538.16668 - 31.1 500s 55518 41066 652.78392 107 31 - 538.18981 - 31.1 505s 56102 41332 648.98885 98 79 - 538.28753 - 31.2 510s 56762 41649 610.92877 99 86 - 538.34528 - 31.2 515s 57456 42006 705.80559 148 65 - 538.39592 - 31.2 520s 58149 42330 641.55783 113 61 - 538.46612 - 31.1 525s 58794 42629 549.60864 40 147 - 538.60692 - 31.2 530s 59319 42887 611.48568 74 105 - 538.67792 - 31.2 535s 59866 43142 540.37444 37 118 - 538.70782 - 31.2 540s 60545 43509 668.97321 112 90 - 538.71955 - 31.2 545s 61098 43754 740.26776 128 80 - 538.80978 - 31.2 550s 61494 43957 671.88970 88 81 - 538.83518 - 31.3 555s 62259 44302 548.95568 42 92 - 538.86405 - 31.2 560s 62843 44588 584.79968 40 154 - 538.91440 - 31.3 565s 63369 44817 571.90737 62 101 - 538.97412 - 31.3 570s 63917 45109 615.66704 66 70 - 539.04459 - 31.3 575s 64574 45405 549.39438 50 138 - 539.12381 - 31.3 580s 65197 45730 603.18924 63 71 - 539.15981 - 31.3 585s 65769 45999 620.30349 68 149 - 539.20749 - 31.4 590s 66340 46280 754.80409 142 95 - 539.22552 - 31.4 595s 66912 46528 741.73230 147 70 - 539.27111 - 31.4 600s 67482 46734 591.31201 68 78 - 539.34474 - 31.5 605s 68013 46978 711.48702 126 58 - 539.38478 - 31.5 610s 68646 47219 602.11460 85 87 - 539.42231 - 31.5 615s 69267 47462 652.82383 72 119 - 539.51795 - 31.5 620s 69908 47793 554.46241 44 145 - 539.53976 - 31.5 625s 70612 48130 infeasible 60 - 539.55854 - 31.5 630s 71150 48328 794.61802 86 110 - 539.58560 - 31.5 635s 71615 48554 704.95781 105 87 - 539.60846 - 31.6 640s 72212 48777 646.24149 82 95 - 539.65174 - 31.6 645s 72893 49056 706.38716 124 91 - 539.67054 - 31.6 650s 73541 49416 643.31556 128 75 - 539.69381 - 31.6 655s 74184 49661 593.47138 75 147 - 539.72354 - 31.6 660s 74802 49912 556.00881 49 126 - 539.75112 - 31.6 665s 75448 50157 589.84105 65 109 - 539.80725 - 31.6 670s 76048 50447 709.31836 119 88 - 539.83841 - 31.6 675s 76649 50689 658.84147 81 127 - 539.85608 - 31.6 680s 77261 50991 587.95487 68 167 - 539.87966 - 31.6 685s 77863 51235 643.25481 74 105 - 539.94482 - 31.7 690s 78499 51507 658.54040 82 127 - 539.96495 - 31.7 695s 79152 51770 696.20107 129 53 - 540.02395 - 31.7 700s 79808 52043 588.59790 51 105 - 540.08084 - 31.7 705s 80465 52279 542.27123 43 128 - 540.11068 - 31.7 710s 81104 52465 598.67102 68 109 - 540.12214 - 31.7 715s 81666 52698 583.50650 68 70 - 540.14126 - 31.7 720s 82294 52980 670.14687 112 130 - 540.16639 - 31.7 725s 82744 53191 623.00224 99 75 - 540.18513 - 31.7 730s 83232 53391 545.36524 43 139 - 540.21269 - 31.8 735s 83903 53655 infeasible 86 - 540.25987 - 31.8 740s 84487 53866 691.36830 89 81 - 540.29688 - 31.8 745s 85142 54185 658.86342 70 113 - 540.31855 - 31.8 750s 85742 54282 745.60387 87 127 - 540.34081 - 31.8 755s 86427 54514 559.23482 46 133 - 540.37272 - 31.8 760s 87127 54805 645.18724 118 62 - 540.39678 - 31.8 765s 87983 55248 708.18587 130 50 - 540.40292 - 31.7 770s 88663 55460 723.49923 126 91 - 540.41961 - 31.7 775s 89328 55707 585.08780 69 107 - 540.45502 - 31.7 780s 89995 55985 586.46261 56 131 - 540.47892 - 31.7 785s 90540 56144 739.83948 115 83 - 540.52170 - 31.8 790s 91140 56331 669.42957 76 125 - 540.54502 - 31.8 795s 91761 56568 745.27433 108 78 - 540.55852 - 31.9 800s 92227 56675 562.23076 48 138 - 540.59281 - 31.9 805s 92814 56914 606.51672 69 125 - 540.60943 - 31.9 810s 93490 57161 755.83868 100 82 - 540.62386 - 31.9 815s 94064 57394 824.64151 112 95 - 540.64858 - 32.0 820s 94785 57596 613.70053 59 102 - 540.67112 - 32.0 825s 95431 57811 551.82341 47 154 - 540.69308 - 32.0 830s 96133 58090 infeasible 93 - 540.71923 - 32.0 835s 96903 58407 619.62788 84 75 - 540.73980 - 32.0 840s 97575 58586 635.63032 79 99 - 540.75181 - 32.0 845s 98096 58762 586.44873 49 141 - 540.77108 - 32.1 850s 98730 58973 617.95131 58 107 - 540.79763 - 32.1 855s 99394 59130 641.64632 59 119 - 540.85942 - 32.2 860s 100125 59426 617.42016 51 118 - 540.90031 - 32.2 865s 101026 59810 623.58600 107 66 - 540.92801 - 32.1 870s 101683 60044 558.84569 54 89 - 540.96424 - 32.1 875s 102330 60371 633.92063 82 114 - 540.98057 - 32.1 880s 103065 60636 infeasible 152 - 541.00300 - 32.1 885s 103860 60959 545.99260 38 131 - 541.02810 - 32.1 890s 104567 61258 627.45594 75 113 - 541.04111 - 32.1 895s 105175 61437 596.88497 67 108 - 541.06591 - 32.1 900s 105766 61620 infeasible 44 - 541.09772 - 32.1 905s 106589 61926 686.07125 91 80 - 541.10728 - 32.1 910s 107134 62175 551.61487 61 111 - 541.12329 - 32.1 915s 107836 62416 599.89548 57 91 - 541.12936 - 32.1 920s 108611 62722 647.73528 92 86 - 541.16199 - 32.1 925s 109302 62994 infeasible 72 - 541.19115 - 32.1 930s 110036 63248 717.39984 73 104 - 541.22570 - 32.1 935s 110719 63526 infeasible 45 - 541.25468 - 32.1 940s 111218 63686 infeasible 100 - 541.27608 - 32.2 945s 111777 63828 584.17848 47 143 - 541.30844 - 32.2 950s 112305 64014 infeasible 129 - 541.32467 - 32.2 955s 112838 64262 646.53314 92 79 - 541.33811 - 32.2 960s 113499 64462 635.18155 61 103 - 541.36225 - 32.3 965s 114213 64694 579.31409 51 117 - 541.38510 - 32.3 970s 114832 64943 infeasible 99 - 541.41431 - 32.3 975s 115456 65131 infeasible 52 - 541.43062 - 32.3 980s 116291 65477 618.76031 84 67 - 541.44957 - 32.3 985s 117183 65852 infeasible 104 - 541.46550 - 32.2 990s 117940 66155 557.36074 60 79 - 541.47682 - 32.2 995s 118824 66446 infeasible 110 - 541.51117 - 32.2 1000s 119601 66705 570.77400 51 119 - 541.52592 - 32.2 1005s 120341 67007 597.37261 63 120 - 541.56753 - 32.2 1010s 121123 67242 568.60263 42 129 - 541.60669 - 32.1 1015s 121688 67405 720.11559 93 94 - 541.62404 - 32.2 1020s 122497 67725 706.57985 103 96 - 541.63441 - 32.2 1025s 123134 67968 573.18809 58 111 - 541.65101 - 32.2 1030s 123583 68109 603.82844 55 126 - 541.67674 - 32.2 1035s 124184 68320 660.66410 79 111 - 541.70464 - 32.2 1040s 124830 68573 589.25450 65 100 - 541.72111 - 32.2 1045s 125714 68863 565.76793 45 145 - 541.74681 - 32.2 1050s 126551 69183 553.21577 38 137 - 541.80095 - 32.2 1055s 127306 69483 infeasible 100 - 541.81388 - 32.2 1060s 128151 69755 570.09338 55 95 - 541.83379 - 32.1 1065s 128854 70035 616.31178 80 91 - 541.87871 - 32.2 1070s 129748 70331 569.79541 66 98 - 541.91996 - 32.1 1075s 130461 70587 578.19686 61 100 - 541.93343 - 32.1 1080s 131205 70827 626.06912 77 108 - 541.94363 - 32.1 1085s 132149 71194 675.93318 126 75 - 541.96794 - 32.1 1090s 132807 71429 603.83165 79 102 - 541.98289 - 32.1 1095s 133562 71686 615.73274 77 108 - 541.99508 - 32.1 1100s 134264 71942 733.39181 81 120 - 542.02460 - 32.1 1105s 135075 72298 678.65551 54 152 - 542.04139 - 32.1 1110s 135728 72576 685.60521 96 86 - 542.06600 - 32.1 1115s 136626 72925 653.69589 111 88 - 542.07942 - 32.1 1120s 137538 73214 infeasible 125 - 542.09934 - 32.0 1125s 138399 73536 634.21002 46 110 - 542.12490 - 32.0 1130s 139110 73832 620.18449 77 95 - 542.14020 - 32.0 1135s 139874 74071 572.64358 48 127 - 542.16405 - 32.0 1140s 140775 74400 601.99286 60 109 - 542.18881 - 32.0 1145s 141656 74722 infeasible 90 - 542.20300 - 32.0 1150s 142362 74995 668.79636 108 85 - 542.21136 - 32.0 1155s 143085 75281 549.14397 43 127 - 542.22960 - 32.0 1160s 143851 75812 797.23837 146 86 - 542.24508 - 32.0 1165s 144583 76332 597.67661 75 121 - 542.26320 - 32.0 1170s 145380 76896 568.02234 52 150 - 542.27954 - 32.0 1175s 146198 77526 571.36258 52 140 - 542.29642 - 31.9 1180s 146992 78065 infeasible 33 - 542.30867 - 31.9 1185s 147774 78632 585.15757 61 87 - 542.32965 - 31.9 1190s 148587 79227 686.61978 111 86 - 542.35827 - 31.9 1195s 149470 79870 infeasible 114 - 542.39462 - 31.9 1200s 150324 80445 630.29580 108 96 - 542.41607 - 31.9 1205s 151065 80956 783.58489 122 102 - 542.44297 - 31.9 1210s 151935 81589 610.64199 88 90 - 542.48888 - 31.9 1215s 152548 81983 infeasible 67 - 542.50327 - 31.9 1220s 153202 82430 677.59135 81 84 - 542.52673 - 31.9 1225s 154084 83124 581.00237 56 102 - 542.53620 - 31.9 1230s 154835 83583 579.46463 62 132 - 542.55225 - 31.9 1235s 155656 84143 571.13054 44 112 - 542.57647 - 31.8 1240s 156284 84597 640.15082 80 87 - 542.59215 - 31.9 1245s 157045 85132 758.45037 132 94 - 542.59894 - 31.9 1250s 157841 85695 617.86789 79 92 - 542.61412 - 31.9 1255s 158619 86228 623.56292 92 103 - 542.63025 - 31.9 1260s 159424 86793 546.76394 44 129 - 542.64105 - 31.8 1265s 160146 87366 637.70814 89 73 - 542.64993 - 31.8 1270s 160860 87894 627.59511 71 124 - 542.66355 - 31.9 1275s 161668 88522 667.27299 145 91 - 542.67846 - 31.8 1280s 162615 89238 infeasible 113 - 542.68929 - 31.8 1285s 163305 89738 infeasible 94 - 542.69904 - 31.8 1290s 164014 90249 667.00714 84 96 - 542.71595 - 31.8 1295s 164877 90852 549.70005 50 117 - 542.72735 - 31.8 1300s 165661 91371 622.95572 90 93 - 542.74781 - 31.8 1305s 166499 91968 595.88990 61 118 - 542.76158 - 31.8 1310s 167393 92625 596.88214 71 85 - 542.78132 - 31.8 1315s 168198 93177 771.85520 130 86 - 542.80302 - 31.8 1320s 169079 93763 630.56312 96 89 - 542.82247 - 31.7 1325s 169919 94388 577.25425 60 99 - 542.83585 - 31.7 1330s 170652 94918 577.33964 51 149 - 542.85594 - 31.7 1335s 171496 95484 591.77697 60 77 - 542.86317 - 31.7 1340s 172369 96141 609.94650 43 137 - 542.87632 - 31.7 1345s 173141 96692 infeasible 131 - 542.89404 - 31.7 1350s 173757 97054 597.07447 49 127 - 542.90071 - 31.7 1355s 174475 97547 626.13809 57 121 - 542.91092 - 31.7 1360s 175301 98175 569.95703 54 106 - 542.92028 - 31.7 1365s 176152 98830 718.20993 93 80 - 542.93789 - 31.7 1370s 176830 99286 574.57315 44 126 - 542.95228 - 31.7 1375s 177584 99849 infeasible 188 - 542.95920 - 31.7 1380s 178360 100433 553.47267 38 165 - 542.97088 - 31.7 1385s 179188 101015 568.97668 49 103 - 542.98984 - 31.7 1390s 180008 101617 infeasible 55 - 543.00387 - 31.7 1395s 180826 102170 559.88027 54 136 - 543.02026 - 31.6 1400s 181645 102763 569.61511 53 104 - 543.03574 - 31.6 1405s 182382 103215 infeasible 79 - 543.04187 - 31.7 1410s 183151 103749 633.09029 82 105 - 543.05561 - 31.7 1415s 183816 104195 infeasible 130 - 543.06618 - 31.7 1420s 184645 104756 675.63754 66 119 - 543.08457 - 31.6 1425s 185620 105415 infeasible 119 - 543.09944 - 31.6 1430s 186480 106026 680.82733 94 84 - 543.11050 - 31.6 1435s 187307 106599 593.54093 76 78 - 543.12617 - 31.6 1440s 188224 107199 infeasible 104 - 543.13573 - 31.6 1445s 188958 107692 infeasible 136 - 543.15164 - 31.6 1450s 189814 108350 657.32714 99 74 - 543.15946 - 31.6 1455s 190524 108798 557.89410 48 141 - 543.17086 - 31.6 1460s 191313 109379 infeasible 55 - 543.19504 - 31.6 1465s 192101 109965 553.26783 61 104 - 543.20880 - 31.6 1470s 192869 110539 555.72103 41 177 - 543.21712 - 31.6 1475s 193660 111146 673.34267 147 58 - 543.22430 - 31.6 1480s 194212 111549 558.19625 56 116 - 543.23229 - 31.6 1485s 195127 112246 603.02411 94 100 - 543.23770 - 31.6 1490s 195843 112745 611.57774 96 87 - 543.25321 - 31.6 1495s 196625 113287 563.56672 45 113 - 543.25981 - 31.6 1500s 197460 113906 577.14047 66 74 - 543.28279 - 31.6 1505s 198268 114505 664.91143 139 48 - 543.30996 - 31.6 1510s 199217 115148 641.22435 75 130 - 543.32589 - 31.5 1515s 199995 115683 infeasible 67 - 543.33834 - 31.5 1520s 200882 116371 infeasible 179 - 543.35376 - 31.5 1525s 201647 116954 607.58126 89 93 - 543.36159 - 31.5 1530s 202474 117538 665.98216 100 89 - 543.37073 - 31.5 1535s 203248 118055 583.10210 55 99 - 543.38656 - 31.5 1540s 203965 118554 infeasible 95 - 543.40208 - 31.5 1545s 204652 118998 infeasible 62 - 543.40901 - 31.5 1550s 205548 119568 652.99620 111 101 - 543.42995 - 31.5 1555s 206383 120137 622.88679 109 90 - 543.44447 - 31.5 1560s 207227 120790 685.35945 110 74 - 543.45244 - 31.5 1565s 207979 121302 576.06829 53 118 - 543.46116 - 31.5 1570s 208887 121999 551.30682 51 104 - 543.47491 - 31.5 1575s 209680 122552 608.40386 74 110 - 543.48905 - 31.5 1580s 210350 123016 infeasible 87 - 543.50526 - 31.5 1585s 211197 123616 551.13316 42 131 - 543.51615 - 31.5 1590s 212111 124312 708.25048 44 131 - 543.52332 - 31.5 1595s 212780 124808 711.98044 134 56 - 543.53294 - 31.5 1600s 213588 125391 637.04900 81 96 - 543.54081 - 31.5 1605s 214347 125918 585.58041 54 128 - 543.54746 - 31.5 1610s 215184 126469 545.76831 39 107 - 543.55681 - 31.4 1615s 216089 127104 603.86392 86 99 - 543.56775 - 31.4 1620s 216837 127604 infeasible 83 - 543.58121 - 31.4 1625s 217639 128162 597.19485 59 102 - 543.59110 - 31.4 1630s 218571 128823 infeasible 168 - 543.60335 - 31.4 1635s 219255 129278 648.46999 75 134 - 543.61001 - 31.4 1640s 220026 129845 infeasible 128 - 543.61895 - 31.4 1645s 220878 130419 infeasible 60 - 543.63164 - 31.4 1650s 221654 131018 682.41207 62 128 - 543.63893 - 31.4 1655s 222353 131478 infeasible 60 - 543.65185 - 31.4 1660s 223042 131956 650.84267 81 99 - 543.66146 - 31.4 1665s 223791 132486 552.04119 52 122 - 543.66692 - 31.4 1670s 224502 132980 564.77343 52 132 - 543.67441 - 31.5 1675s 225085 133400 552.76445 45 122 - 543.67655 - 31.5 1680s 225977 134127 728.90421 169 67 - 543.68274 - 31.4 1685s 226763 134637 infeasible 118 - 543.68463 - 31.5 1690s 227482 135181 649.11910 89 93 - 543.69234 - 31.5 1695s 228334 135788 623.17821 54 102 - 543.70080 - 31.4 1700s 229102 136278 568.44957 80 103 - 543.70670 - 31.5 1705s 229948 136892 618.55031 88 97 - 543.71606 - 31.4 1710s 230845 137569 infeasible 105 - 543.72860 - 31.4 1715s 231622 138065 718.34390 97 81 - 543.73439 - 31.4 1720s 232238 138487 551.62443 42 117 - 543.73989 - 31.4 1725s 233043 139085 722.56270 128 47 - 543.75400 - 31.4 1730s 233934 139703 infeasible 132 - 543.77316 - 31.4 1735s 234670 140272 604.98022 83 129 - 543.78046 - 31.4 1740s 235404 140790 587.56135 75 92 - 543.78470 - 31.4 1745s 236250 141331 610.31032 84 90 - 543.79111 - 31.4 1750s 236993 141840 infeasible 71 - 543.80098 - 31.4 1755s 237676 142270 630.72997 91 69 - 543.81529 - 31.4 1760s 238453 142829 553.59166 53 120 - 543.82411 - 31.4 1765s 239170 143387 611.79286 64 125 - 543.82640 - 31.5 1770s 239863 143841 699.42486 94 108 - 543.83214 - 31.5 1775s 240569 144383 618.32206 69 134 - 543.83618 - 31.5 1780s 241530 145078 590.23649 51 120 - 543.84495 - 31.4 1785s 242460 145709 697.91581 116 97 - 543.85838 - 31.4 1790s 243187 146262 575.77631 49 126 - 543.86713 - 31.4 1795s 243969 146858 627.85240 60 93 - 543.87623 - 31.4 1800s 244904 147496 infeasible 192 - 543.88430 - 31.4 1805s 245545 147874 infeasible 117 - 543.88834 - 31.4 1810s 246270 148356 668.07731 89 110 - 543.89658 - 31.4 1815s 247099 148960 675.99438 113 101 - 543.90098 - 31.4 1820s 247969 149644 690.78468 102 80 - 543.91366 - 31.4 1825s 248697 150154 638.72518 78 104 - 543.92778 - 31.4 1830s 249527 150664 infeasible 59 - 543.93312 - 31.4 1835s 250363 151240 infeasible 84 - 543.94416 - 31.4 1840s 251335 151945 infeasible 180 - 543.95635 - 31.4 1845s 252237 152603 660.09539 117 83 - 543.96240 - 31.4 1850s 253016 153135 649.08700 122 80 - 543.96617 - 31.4 1855s 253746 153620 infeasible 133 - 543.97593 - 31.4 1860s 254529 154204 infeasible 99 - 543.98612 - 31.4 1865s 255155 154612 548.98854 44 102 - 543.99310 - 31.4 1870s 255795 155058 632.84721 86 74 - 543.99664 - 31.4 1875s 256671 155714 660.65367 125 87 - 544.00232 - 31.4 1880s 257338 156139 659.93830 56 118 - 544.01395 - 31.4 1885s 258050 156648 607.00588 56 78 - 544.01809 - 31.4 1890s 258804 157191 585.04795 49 89 - 544.02220 - 31.4 1895s 259698 157844 infeasible 99 - 544.03006 - 31.4 1900s 260349 158328 589.70003 96 88 - 544.03624 - 31.4 1905s 261187 158869 infeasible 92 - 544.04008 - 31.4 1910s 261993 159478 584.17202 53 154 - 544.04313 - 31.4 1915s 262675 159980 561.17221 51 114 - 544.04797 - 31.4 1920s 263570 160590 684.58519 106 90 - 544.05869 - 31.4 1925s 264497 161247 550.28247 56 127 - 544.07164 - 31.4 1930s 265198 161756 576.78783 66 109 - 544.07985 - 31.4 1935s 265904 162310 570.96083 45 131 - 544.08389 - 31.4 1940s 266691 162900 612.98494 81 96 - 544.09064 - 31.4 1945s 267424 163405 infeasible 139 - 544.09590 - 31.4 1950s 268282 164035 616.87826 120 103 - 544.10723 - 31.4 1955s 269112 164664 infeasible 53 - 544.11266 - 31.4 1960s 269852 165162 infeasible 93 - 544.11572 - 31.4 1965s 270489 165619 infeasible 145 - 544.12415 - 31.4 1970s 271184 166182 630.87983 81 66 - 544.12917 - 31.4 1975s 271924 166696 559.92544 51 99 - 544.13324 - 31.5 1980s 272614 167156 570.57146 43 119 - 544.13886 - 31.5 1985s 273443 167759 632.51716 69 130 - 544.14493 - 31.5 1990s 274173 168282 555.18400 42 131 - 544.15328 - 31.5 1995s 274934 168817 599.66829 96 104 - 544.16125 - 31.5 2000s 275605 169330 600.35960 63 106 - 544.17044 - 31.5 2005s 276403 169863 610.77706 57 81 - 544.17673 - 31.5 2010s 277225 170412 548.31838 45 125 - 544.18429 - 31.5 2015s 278042 170984 589.19538 53 84 - 544.18818 - 31.5 2020s 278828 171556 647.97556 74 86 - 544.19373 - 31.5 2025s 279682 172134 701.28206 133 97 - 544.20038 - 31.5 2030s 280141 172413 574.03656 55 113 - 544.20661 - 31.5 2035s 280887 172961 640.81615 129 80 - 544.21988 - 31.5 2040s 281755 173587 545.16245 48 152 - 544.22569 - 31.5 2045s 282585 174140 593.29220 57 114 - 544.23278 - 31.5 2050s 283434 174754 583.36990 63 143 - 544.24153 - 31.5 2055s 284280 175397 infeasible 158 - 544.24474 - 31.5 2060s 285142 176025 662.12733 85 77 - 544.24986 - 31.5 2065s 285774 176458 812.91112 155 69 - 544.25378 - 31.5 2070s 286434 176918 infeasible 88 - 544.25783 - 31.5 2075s 287209 177535 642.21096 106 93 - 544.26235 - 31.5 2080s 288048 178099 611.01636 122 96 - 544.27250 - 31.5 2085s 288912 178718 821.13339 133 87 - 544.27821 - 31.5 2090s 289706 179307 634.16709 84 130 - 544.28268 - 31.5 2095s 290519 179820 602.59659 92 102 - 544.28913 - 31.5 2100s 291350 180420 604.98039 80 91 - 544.29635 - 31.5 2105s 292160 181035 616.57105 76 100 - 544.30020 - 31.5 2110s 292779 181490 608.77231 56 103 - 544.30578 - 31.5 2115s 293509 181995 infeasible 53 - 544.31029 - 31.5 2120s 294115 182375 554.30958 51 108 - 544.31424 - 31.5 2125s 294958 182976 660.75092 119 102 - 544.31885 - 31.5 2130s 295680 183464 infeasible 128 - 544.32381 - 31.5 2135s 296270 183891 614.38002 105 97 - 544.32504 - 31.5 2140s 297106 184469 755.39953 128 124 - 544.33276 - 31.5 2145s 297921 185119 infeasible 79 - 544.33767 - 31.5 2150s 298700 185696 632.66099 105 65 - 544.34681 - 31.5 2155s 299536 186277 576.74532 74 75 - 544.35235 - 31.5 2160s 300480 186927 590.38617 75 98 - 544.36014 - 31.5 2165s 301302 187541 553.76099 44 129 - 544.36738 - 31.5 2170s 302188 188157 594.96868 80 90 - 544.37106 - 31.5 2175s 303023 188738 574.76989 59 103 - 544.37618 - 31.5 2180s 303833 189288 575.59201 56 149 - 544.38238 - 31.5 2185s 304499 189757 602.07160 68 69 - 544.39310 - 31.5 2190s 305373 190380 681.73935 125 101 - 544.39715 - 31.5 2195s 306208 190946 infeasible 106 - 544.40661 - 31.5 2200s 306988 191534 555.88072 46 122 - 544.41433 - 31.4 2205s 307789 192074 575.26306 55 91 - 544.41590 - 31.4 2210s 308665 192728 583.63060 85 97 - 544.42013 - 31.4 2215s 309602 193439 706.67134 119 94 - 544.42606 - 31.4 2220s 310389 194002 infeasible 84 - 544.43040 - 31.4 2225s 311101 194472 599.40617 53 96 - 544.43748 - 31.4 2230s 311925 195116 614.26306 81 80 - 544.44243 - 31.4 2235s 312741 195677 607.10927 75 137 - 544.44934 - 31.4 2240s 313580 196307 715.12449 148 59 - 544.45590 - 31.4 2245s 314411 196872 infeasible 92 - 544.45986 - 31.4 2250s 315219 197492 746.97510 110 57 - 544.46260 - 31.4 2255s 316023 198004 596.99300 52 115 - 544.47006 - 31.4 2260s 316680 198450 619.40151 61 79 - 544.47393 - 31.4 2265s 317347 198978 650.36279 87 109 - 544.47717 - 31.4 2270s 318271 199647 551.09840 47 124 - 544.48199 - 31.4 2275s 319112 200266 692.38556 112 121 - 544.48818 - 31.4 2280s 320037 200907 633.86401 67 97 - 544.49455 - 31.4 2285s 320815 201466 611.28955 102 88 - 544.50156 - 31.4 2290s 321555 201985 635.76849 69 109 - 544.50539 - 31.4 2295s 322385 202542 639.70109 109 95 - 544.51680 - 31.4 2300s 323174 203123 612.49066 102 107 - 544.52262 - 31.4 2305s 323997 203734 664.65277 121 83 - 544.52977 - 31.4 2310s 324803 204304 605.95150 77 74 - 544.53511 - 31.4 2315s 325540 204796 545.81255 51 126 - 544.54246 - 31.4 2320s 326464 205439 628.75746 112 95 - 544.54652 - 31.4 2325s 327078 205849 748.62774 139 72 - 544.55000 - 31.4 2330s 327780 206337 605.73324 77 96 - 544.55911 - 31.4 2335s 328615 206862 619.42369 64 93 - 544.56849 - 31.4 2340s *329297 133387 119 636.0000000 544.57392 14.4% 31.4 2343s 329435 133466 576.06977 56 106 636.00000 544.57601 14.4% 31.4 2345s 329898 133808 616.65581 82 117 636.00000 544.58748 14.4% 31.3 2350s 330226 134016 549.54771 50 105 636.00000 544.58899 14.4% 31.3 2355s 330507 134238 infeasible 127 636.00000 544.58967 14.4% 31.3 2360s 330713 134382 576.62465 78 95 636.00000 544.59081 14.4% 31.3 2365s 330943 134536 549.44707 38 126 636.00000 544.59388 14.4% 31.3 2370s 331158 134690 582.50362 48 80 636.00000 544.59629 14.4% 31.3 2375s 331371 134849 614.01822 94 79 636.00000 544.59697 14.4% 31.3 2380s 331593 134984 614.90181 86 113 636.00000 544.59782 14.4% 31.3 2385s 331785 135116 590.28016 69 79 636.00000 544.59993 14.4% 31.3 2390s 332001 135259 557.66984 54 62 636.00000 544.60465 14.4% 31.3 2395s 332190 135377 615.86273 84 102 636.00000 544.60579 14.4% 31.3 2400s 332368 135489 568.04153 57 106 636.00000 544.60803 14.4% 31.3 2405s 332549 135631 615.90421 93 74 636.00000 544.60866 14.4% 31.3 2410s 332713 135746 603.78163 68 95 636.00000 544.60925 14.4% 31.3 2415s 332876 135843 564.58027 50 93 636.00000 544.61054 14.4% 31.3 2420s 333040 135971 613.73795 87 90 636.00000 544.61262 14.4% 31.3 2425s 333204 136078 594.11563 52 105 636.00000 544.61473 14.4% 31.3 2433s 333231 136102 609.75020 78 98 636.00000 544.61473 14.4% 31.3 2447s H333258 134936 635.0000000 544.61499 14.2% 31.3 2468s H333285 113243 619.0000000 544.61499 12.0% 31.3 2484s H333312 91534 605.0000000 544.61692 10.0% 31.3 2504s 333341 91553 603.23937 81 143 605.00000 544.61692 10.0% 31.3 2528s 333563 91712 593.88535 76 134 605.00000 544.61817 10.0% 31.3 2530s 334208 92149 597.02005 70 134 605.00000 544.62365 10.0% 31.3 2535s 334813 92545 566.10815 55 126 605.00000 544.63154 10.0% 31.3 2540s 335513 92980 cutoff 61 605.00000 544.63988 10.0% 31.3 2545s 336253 93441 597.61283 47 106 605.00000 544.64849 10.0% 31.3 2550s 336900 93846 601.19892 71 68 605.00000 544.65421 10.0% 31.3 2555s 337432 94140 557.77505 51 97 605.00000 544.65895 10.0% 31.3 2560s 338084 94541 cutoff 69 605.00000 544.66728 10.0% 31.3 2565s 338724 94942 567.72957 66 99 605.00000 544.67530 10.0% 31.3 2570s 339444 95322 572.70542 49 129 605.00000 544.69090 10.0% 31.3 2575s 340159 95782 551.84234 42 116 605.00000 544.70149 10.0% 31.3 2580s 340802 96223 557.79337 50 113 605.00000 544.71164 10.0% 31.3 2585s 341480 96635 565.48675 55 96 605.00000 544.71845 10.0% 31.3 2590s 342115 97041 576.22003 78 110 605.00000 544.72461 10.0% 31.2 2595s 342701 97391 561.55494 64 84 605.00000 544.73004 10.0% 31.3 2600s 343273 97688 563.28760 49 121 605.00000 544.73653 10.0% 31.3 2605s 343898 98083 556.50069 56 108 605.00000 544.74147 10.0% 31.3 2610s 344520 98450 584.01846 57 102 605.00000 544.74774 10.0% 31.3 2615s 345170 98819 591.00723 65 136 605.00000 544.75663 10.0% 31.3 2620s 345684 99103 580.15102 56 119 605.00000 544.76337 10.0% 31.3 2625s 345725 99115 585.39953 62 95 605.00000 544.76397 10.0% 31.3 2630s 345749 99125 591.81119 52 121 605.00000 544.76405 10.0% 31.3 2635s 345769 99132 559.15960 54 92 605.00000 544.76444 10.0% 31.3 2640s 345782 99143 573.80817 66 90 605.00000 544.76444 10.0% 31.3 2645s 345795 99152 581.49319 76 90 605.00000 544.76444 10.0% 31.3 2650s 345806 99161 587.75567 86 88 605.00000 544.76444 10.0% 31.3 2655s 345818 99169 594.35239 95 103 605.00000 544.76444 10.0% 31.3 2660s 345828 99175 595.45877 103 105 605.00000 544.76444 10.0% 31.3 2665s 345842 99177 567.31624 39 132 605.00000 544.76630 10.0% 31.3 2670s 345856 99179 545.47319 49 135 605.00000 544.76653 10.0% 31.3 2675s 345865 99186 572.02083 57 108 605.00000 544.76653 10.0% 31.3 2680s 345873 99194 579.77920 65 113 605.00000 544.76653 10.0% 31.3 2685s 345881 99198 584.24251 70 109 605.00000 544.76653 10.0% 31.3 2692s 345884 99197 584.51557 69 95 605.00000 544.76653 10.0% 31.3 2703s 346026 99271 597.29719 69 110 605.00000 544.76934 10.0% 31.3 2705s 346682 99665 561.71976 53 114 605.00000 544.78110 10.0% 31.3 2710s 347198 100009 590.88197 71 128 605.00000 544.79062 10.0% 31.3 2715s 347775 100331 581.16513 44 108 605.00000 544.79574 10.0% 31.3 2720s 348391 100707 571.61561 60 129 605.00000 544.80171 10.0% 31.3 2725s 348979 101042 568.31927 58 93 605.00000 544.80776 9.95% 31.3 2730s 349731 101468 549.31956 55 114 605.00000 544.81753 9.95% 31.3 2735s 350316 101827 597.45264 51 118 605.00000 544.82401 9.95% 31.3 2740s 350912 102173 572.72812 85 93 605.00000 544.83134 9.95% 31.3 2745s 351639 102644 584.60784 56 121 605.00000 544.84212 9.94% 31.3 2750s 352295 103037 561.35481 52 114 605.00000 544.85771 9.94% 31.3 2755s 352931 103478 551.32106 46 137 605.00000 544.86158 9.94% 31.3 2760s 353521 103824 548.76339 45 105 605.00000 544.87080 9.94% 31.3 2765s 354216 104304 562.83898 74 98 605.00000 544.87657 9.94% 31.3 2770s 354826 104662 592.38094 82 119 605.00000 544.88563 9.94% 31.3 2775s 355442 105040 567.13554 42 150 605.00000 544.89452 9.93% 31.3 2780s 356079 105422 563.51270 36 156 605.00000 544.90051 9.93% 31.3 2785s 356778 105847 585.66389 82 88 605.00000 544.90899 9.93% 31.2 2790s 357302 106168 568.75257 98 119 605.00000 544.91382 9.93% 31.2 2795s 358027 106595 593.09802 52 97 605.00000 544.92115 9.93% 31.2 2800s 358744 107020 cutoff 49 605.00000 544.92744 9.93% 31.2 2805s 359341 107393 578.16809 31 170 605.00000 544.93484 9.93% 31.2 2810s 359952 107791 597.04320 57 94 605.00000 544.94177 9.93% 31.2 2815s 360550 108148 557.17754 59 127 605.00000 544.95348 9.93% 31.2 2820s 361235 108601 590.96230 95 96 605.00000 544.96252 9.92% 31.2 2825s 361887 109024 582.66171 48 146 605.00000 544.96881 9.92% 31.2 2830s 362456 109344 583.41789 57 122 605.00000 544.97488 9.92% 31.2 2835s 363107 109688 589.25152 58 153 605.00000 544.98302 9.92% 31.2 2840s 363742 110057 599.51730 62 61 605.00000 544.98997 9.92% 31.2 2845s 364361 110422 556.82746 50 122 605.00000 544.99686 9.92% 31.2 2850s 364975 110778 566.68067 60 108 605.00000 545.00333 9.92% 31.2 2855s 365655 111191 571.35342 86 102 605.00000 545.01202 9.92% 31.2 2860s 366356 111601 585.14542 107 113 605.00000 545.01799 9.91% 31.2 2865s 367010 111979 552.86428 55 145 605.00000 545.02284 9.91% 31.2 2870s 367524 112276 572.24992 66 110 605.00000 545.02775 9.91% 31.2 2875s 368138 112634 600.29688 57 103 605.00000 545.03399 9.91% 31.2 2880s 368766 112974 578.67838 77 108 605.00000 545.04257 9.91% 31.2 2885s 369424 113404 602.15223 113 102 605.00000 545.04817 9.91% 31.2 2890s 370039 113765 cutoff 80 605.00000 545.05990 9.91% 31.2 2895s 370764 114232 566.51411 47 136 605.00000 545.06559 9.91% 31.2 2900s 371377 114598 576.94638 71 134 605.00000 545.07058 9.91% 31.2 2905s 372024 114963 575.98416 78 82 605.00000 545.07737 9.90% 31.2 2910s 372676 115340 568.45019 54 138 605.00000 545.08779 9.90% 31.2 2915s 373360 115777 548.90257 49 154 605.00000 545.09320 9.90% 31.2 2920s 374067 116208 567.81212 51 107 605.00000 545.09948 9.90% 31.2 2925s 374711 116620 589.13324 76 101 605.00000 545.10645 9.90% 31.2 2930s 375430 117044 cutoff 54 605.00000 545.11387 9.90% 31.2 2935s 376082 117421 574.47557 55 119 605.00000 545.12253 9.90% 31.2 2940s 376779 117851 cutoff 86 605.00000 545.13167 9.90% 31.2 2945s 377356 118190 563.99798 86 93 605.00000 545.13713 9.89% 31.2 2950s 377903 118495 infeasible 38 605.00000 545.14406 9.89% 31.1 2955s 378545 118865 cutoff 74 605.00000 545.15391 9.89% 31.1 2960s 379191 119199 564.24319 51 91 605.00000 545.15919 9.89% 31.1 2965s 379905 119624 582.35801 58 70 605.00000 545.16695 9.89% 31.1 2970s 380566 120024 601.35682 67 77 605.00000 545.17129 9.89% 31.1 2975s 381211 120412 545.55126 53 114 605.00000 545.17699 9.89% 31.1 2980s 381896 120840 582.32741 54 103 605.00000 545.18255 9.89% 31.1 2985s 382632 121319 550.96449 42 117 605.00000 545.18969 9.89% 31.1 2990s 383283 121716 564.16698 47 97 605.00000 545.19601 9.88% 31.1 2995s 383857 122070 545.48772 57 118 605.00000 545.19920 9.88% 31.1 3000s 384534 122520 590.77506 66 96 605.00000 545.20508 9.88% 31.1 3005s 385286 122992 551.76456 56 124 605.00000 545.21105 9.88% 31.1 3010s 385963 123436 560.07189 73 100 605.00000 545.21694 9.88% 31.1 3015s 386591 123834 575.50929 54 91 605.00000 545.22121 9.88% 31.1 3020s 387256 124242 564.12068 55 114 605.00000 545.22750 9.88% 31.1 3025s 387905 124613 cutoff 63 605.00000 545.23288 9.88% 31.1 3030s 388501 124991 561.21749 44 114 605.00000 545.24177 9.88% 31.1 3035s 389128 125400 581.79734 55 139 605.00000 545.24578 9.88% 31.1 3040s 389784 125796 572.22897 75 105 605.00000 545.25136 9.88% 31.1 3045s 390455 126209 550.06261 52 129 605.00000 545.25463 9.88% 31.1 3050s 391156 126585 566.63219 55 119 605.00000 545.25823 9.87% 31.1 3055s 391860 127042 549.55003 46 113 605.00000 545.26727 9.87% 31.1 3060s 392479 127415 577.73832 81 114 605.00000 545.27423 9.87% 31.1 3065s 393209 127824 599.96656 61 100 605.00000 545.28055 9.87% 31.1 3070s 393617 128100 573.30131 54 128 605.00000 545.28603 9.87% 31.1 3090s 394159 128440 602.35017 57 114 605.00000 545.29063 9.87% 31.1 3095s 394834 128855 555.40775 53 104 605.00000 545.29693 9.87% 31.1 3100s 395502 129270 552.24060 53 72 605.00000 545.30334 9.87% 31.1 3105s 396166 129727 598.77920 74 111 605.00000 545.31120 9.87% 31.0 3110s 396939 130233 576.30457 61 131 605.00000 545.31865 9.86% 31.0 3115s 397631 130630 569.17363 59 117 605.00000 545.32471 9.86% 31.0 3120s 397799 130718 589.48896 102 83 605.00000 545.32662 9.86% 31.0 3137s 398106 130920 557.19881 70 101 605.00000 545.32957 9.86% 31.0 3140s 398571 131180 579.49719 69 76 605.00000 545.33218 9.86% 31.0 3145s 399276 131634 cutoff 83 605.00000 545.33954 9.86% 31.0 3150s 399895 131967 560.68932 44 154 605.00000 545.34399 9.86% 31.0 3155s 400537 132318 592.28233 102 109 605.00000 545.35167 9.86% 31.0 3160s 401113 132630 591.15383 76 69 605.00000 545.35705 9.86% 31.0 3165s 401735 133024 576.71698 73 86 605.00000 545.36233 9.86% 31.0 3170s 402386 133414 564.71753 46 118 605.00000 545.36775 9.86% 31.0 3175s 403110 133823 556.64469 59 106 605.00000 545.37553 9.86% 31.0 3180s 403775 134201 infeasible 64 605.00000 545.37969 9.85% 31.0 3185s 404441 134612 566.02388 72 106 605.00000 545.38479 9.85% 31.0 3190s 405103 135025 577.03969 46 123 605.00000 545.39402 9.85% 31.0 3195s 405776 135371 556.67768 45 128 605.00000 545.39818 9.85% 31.0 3200s 406444 135782 552.16770 61 109 605.00000 545.40449 9.85% 31.0 3205s 407268 136331 553.58933 51 105 605.00000 545.40941 9.85% 31.0 3210s 408055 136803 570.78855 70 88 605.00000 545.41768 9.85% 31.0 3215s 408616 137176 548.90784 50 126 605.00000 545.42160 9.85% 31.0 3220s 409303 137597 600.80100 78 79 605.00000 545.43040 9.85% 31.0 3225s 409918 137946 584.21624 91 74 605.00000 545.43657 9.85% 31.0 3230s 410562 138359 566.43944 54 99 605.00000 545.44087 9.84% 31.0 3235s 411290 138847 585.79083 78 114 605.00000 545.44508 9.84% 31.0 3240s 412015 139283 cutoff 67 605.00000 545.44752 9.84% 31.0 3245s 412686 139708 579.22260 82 94 605.00000 545.45313 9.84% 31.0 3250s 413360 140139 593.70949 60 108 605.00000 545.45884 9.84% 31.0 3255s 414066 140583 cutoff 88 605.00000 545.46427 9.84% 31.0 3260s 414758 140995 593.69158 82 67 605.00000 545.47030 9.84% 31.0 3265s 415403 141357 cutoff 64 605.00000 545.47566 9.84% 31.0 3270s 416066 141758 584.10895 50 124 605.00000 545.48210 9.84% 31.0 3275s 416746 142171 557.00286 63 102 605.00000 545.48631 9.84% 31.0 3280s 417469 142661 590.59744 58 115 605.00000 545.49175 9.84% 30.9 3285s 418209 143122 559.35992 43 129 605.00000 545.49555 9.84% 30.9 3290s 418737 143459 561.66275 58 79 605.00000 545.49925 9.83% 30.9 3295s 419297 143782 566.79764 53 146 605.00000 545.50401 9.83% 30.9 3300s 419878 144090 569.75202 54 113 605.00000 545.51075 9.83% 31.0 3305s 420513 144474 infeasible 92 605.00000 545.51504 9.83% 31.0 3310s 421137 144828 561.31550 49 90 605.00000 545.52092 9.83% 31.0 3315s 421738 145147 548.63837 49 106 605.00000 545.52923 9.83% 31.0 3320s 422400 145551 574.06026 58 112 605.00000 545.53685 9.83% 31.0 3325s 423017 145909 561.97280 46 125 605.00000 545.54309 9.83% 31.0 3330s 423712 146273 590.10940 68 85 605.00000 545.54745 9.83% 30.9 3335s 424410 146748 592.01232 95 118 605.00000 545.55232 9.83% 30.9 3340s 425080 147140 594.98141 75 104 605.00000 545.55677 9.83% 30.9 3345s 425750 147545 infeasible 67 605.00000 545.55871 9.83% 30.9 3350s 426385 147920 576.75119 50 156 605.00000 545.56575 9.82% 30.9 3355s 427019 148318 577.29266 49 102 605.00000 545.56976 9.82% 30.9 3360s H427190 146826 604.0000000 545.56997 9.67% 30.9 3361s 427809 147240 575.08616 75 94 604.00000 545.57514 9.67% 30.9 3365s 428569 147714 cutoff 44 604.00000 545.58017 9.67% 30.9 3370s 429166 148080 548.00724 46 121 604.00000 545.58574 9.67% 30.9 3375s 429824 148483 567.64445 66 101 604.00000 545.59002 9.67% 30.9 3380s 430698 149031 599.48934 93 74 604.00000 545.59776 9.67% 30.9 3385s 431458 149543 554.54591 59 77 604.00000 545.60485 9.67% 30.9 3390s 432093 149930 563.03514 65 114 604.00000 545.60818 9.67% 30.9 3395s 432902 150482 589.78202 57 127 604.00000 545.61265 9.67% 30.9 3400s 433625 150877 infeasible 62 604.00000 545.61971 9.67% 30.9 3405s 434375 151400 562.06105 53 130 604.00000 545.62486 9.66% 30.9 3410s 434966 151751 555.63090 49 102 604.00000 545.62883 9.66% 30.9 3415s 435659 152166 549.87118 53 139 604.00000 545.63312 9.66% 30.9 3420s 436099 152393 594.71310 67 93 604.00000 545.63644 9.66% 30.9 3441s 436508 152624 573.81683 43 139 604.00000 545.63873 9.66% 30.9 3445s 437142 152998 547.22935 44 113 604.00000 545.64476 9.66% 30.9 3450s 437842 153432 cutoff 75 604.00000 545.65078 9.66% 30.9 3455s 438537 153857 554.92943 52 119 604.00000 545.65605 9.66% 30.9 3460s 439104 154194 583.23516 56 131 604.00000 545.66022 9.66% 30.9 3465s 439745 154581 580.35611 60 87 604.00000 545.66819 9.66% 30.9 3470s 440440 154940 548.42362 48 131 604.00000 545.67473 9.66% 30.9 3475s 441111 155341 infeasible 83 604.00000 545.67768 9.66% 30.9 3480s 441810 155756 597.09604 79 120 604.00000 545.68373 9.66% 30.9 3485s 442486 156191 562.96446 79 141 604.00000 545.68808 9.65% 30.9 3490s 443179 156560 infeasible 66 604.00000 545.69144 9.65% 30.9 3495s 443857 156962 594.33084 76 100 604.00000 545.69448 9.65% 30.9 3500s 444494 157340 566.43732 44 143 604.00000 545.69829 9.65% 30.9 3505s 445195 157741 565.69130 51 116 604.00000 545.70243 9.65% 30.8 3510s 445881 158183 553.49626 47 72 604.00000 545.70657 9.65% 30.8 3515s 446501 158594 550.48696 56 111 604.00000 545.71426 9.65% 30.8 3520s 447084 158936 580.24821 91 101 604.00000 545.71872 9.65% 30.8 3525s 447759 159343 573.33891 69 78 604.00000 545.72382 9.65% 30.8 3530s 448312 159665 557.50825 45 100 604.00000 545.72717 9.65% 30.9 3535s 448939 160072 infeasible 97 604.00000 545.73182 9.65% 30.9 3540s 449561 160420 567.17141 59 80 604.00000 545.73761 9.65% 30.8 3545s 450363 160937 555.89784 69 120 604.00000 545.74336 9.65% 30.8 3550s 451069 161359 568.22997 68 102 604.00000 545.75150 9.64% 30.8 3555s 451808 161840 599.56228 121 99 604.00000 545.75512 9.64% 30.8 3560s 452574 162320 597.23961 64 112 604.00000 545.75773 9.64% 30.8 3565s 453379 162851 590.71426 83 79 604.00000 545.76230 9.64% 30.8 3570s 454087 163279 583.83312 55 70 604.00000 545.76566 9.64% 30.8 3575s 454755 163673 cutoff 90 604.00000 545.77173 9.64% 30.8 3580s 455476 164107 infeasible 77 604.00000 545.77704 9.64% 30.8 3585s 456209 164574 549.12181 42 105 604.00000 545.78099 9.64% 30.8 3590s 456942 164991 585.32935 91 102 604.00000 545.78807 9.64% 30.8 3595s Cutting planes: Learned: 45 Gomory: 90 Cover: 37 Implied bound: 21 Clique: 16 MIR: 537 Flow cover: 33 GUB cover: 64 Zero half: 174 Mod-K: 2 Explored 457677 nodes (14093840 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.040000000000e+02, best bound 5.460000000000e+02, gap 9.6026%