Gurobi 5.0.1 (linux64) logging started Sat Jan 5 01:28:01 2013 Optimize a model with 10202 rows, 10201 columns and 47856 nonzeros Presolve removed 5395 rows and 2981 columns Presolve time: 0.11s Presolved: 4807 rows, 7220 columns, 32533 nonzeros Variable types: 100 continuous, 7120 integer (7120 binary) Root relaxation: objective 4.184366e+02, 510 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 418.43658 0 156 - 418.43658 - - 0s 0 0 464.58973 0 174 - 464.58973 - - 0s 0 0 472.22775 0 170 - 472.22775 - - 0s 0 0 473.25145 0 192 - 473.25145 - - 0s 0 0 473.33333 0 192 - 473.33333 - - 0s 0 0 473.77538 0 190 - 473.77538 - - 0s 0 0 474.50000 0 204 - 474.50000 - - 0s 0 0 474.51471 0 176 - 474.51471 - - 0s 0 0 474.51471 0 177 - 474.51471 - - 0s 0 0 474.51471 0 127 - 474.51471 - - 0s 0 0 474.51471 0 129 - 474.51471 - - 0s 0 0 474.51471 0 122 - 474.51471 - - 1s 0 0 474.54545 0 141 - 474.54545 - - 1s 0 0 474.54545 0 125 - 474.54545 - - 1s 0 0 474.54545 0 129 - 474.54545 - - 1s 0 0 474.54545 0 129 - 474.54545 - - 1s 0 2 474.54545 0 129 - 474.54545 - - 2s 511 456 516.43574 59 132 - 477.15000 - 23.3 5s 603 539 492.86389 48 176 - 477.15000 - 23.7 12s 604 540 493.94446 54 157 - 477.15000 - 23.7 20s 605 541 615.53868 127 166 - 482.87062 - 23.7 28s 606 541 546.59239 104 189 - 489.77979 - 23.6 35s 607 542 492.86676 14 181 - 492.86676 - 23.6 44s 608 543 729.83564 149 173 - 496.75934 - 23.5 52s 609 543 498.81632 21 178 - 498.81632 - 23.5 63s 610 544 499.59575 25 157 - 499.59575 - 23.5 72s 611 545 500.75091 54 169 - 500.75091 - 23.4 79s 612 545 503.35288 41 191 - 503.35288 - 23.4 88s 613 546 505.16301 6 166 - 505.16301 - 23.4 97s 614 547 506.42961 48 170 - 506.42961 - 23.3 107s 615 547 547.98894 104 181 - 508.14141 - 23.3 116s 616 548 509.41667 25 173 - 509.41667 - 23.2 122s 617 549 512.03840 42 179 - 512.03840 - 23.2 133s 618 549 547.98894 104 176 - 513.89744 - 23.2 144s 619 550 516.35714 48 173 - 516.35714 - 23.1 156s 620 551 516.95000 14 184 - 516.95000 - 23.1 161s 621 551 615.53868 127 193 - 517.61655 - 23.1 168s 622 552 518.11111 41 184 - 518.11111 - 23.0 173s 623 553 518.34091 14 196 - 518.34091 - 23.0 178s 624 553 558.06493 83 193 - 518.86957 - 22.9 187s 625 554 519.10000 6 167 - 519.10000 - 22.9 200s 626 555 519.25322 14 199 - 519.25322 - 22.9 207s 627 555 558.06493 83 173 - 519.83333 - 22.8 217s 628 556 520.16736 48 217 - 520.16736 - 22.8 224s 629 557 520.26282 42 213 - 520.26282 - 22.8 231s 630 557 622.48145 127 216 - 520.27463 - 22.7 243s 631 558 546.59239 104 223 - 520.28472 - 22.7 250s 632 559 615.53868 127 206 - 520.29902 - 22.7 256s 633 559 551.34003 109 212 - 520.29902 - 22.6 263s 634 560 722.47801 142 187 - 520.44091 - 22.6 276s 635 561 520.49589 42 200 - 520.49589 - 22.5 284s 636 561 558.06493 83 192 - 520.56057 - 22.5 290s 637 562 520.58453 48 186 - 520.58453 - 22.5 301s 638 563 520.58453 13 203 - 520.58453 - 22.4 313s 639 563 729.83564 149 203 - 520.59556 - 22.4 325s 641 565 520.67032 25 211 - 520.67032 - 22.3 344s 642 565 520.67370 13 205 - 520.67370 - 22.3 351s 643 566 520.67370 41 226 - 520.67370 - 22.3 362s 644 567 520.67370 14 222 - 520.67370 - 22.2 369s 645 567 558.06493 83 218 - 520.67370 - 22.2 376s 646 568 520.67370 48 217 - 520.67370 - 22.2 382s 647 569 622.48145 127 201 - 520.67370 - 22.1 388s 649 570 520.67370 21 221 - 520.67370 - 22.1 395s 654 574 605.49060 106 174 - 520.67370 - 74.5 406s 655 575 548.97811 79 205 - 520.67370 - 74.4 423s 656 576 520.78109 14 190 - 520.78109 - 74.3 430s 657 576 520.83650 48 207 - 520.83650 - 74.2 446s 658 577 520.84969 48 200 - 520.84969 - 74.1 456s 659 578 520.84969 13 214 - 520.84969 - 73.9 465s 660 578 551.34003 109 209 - 520.87846 - 73.8 474s 661 579 605.49060 106 199 - 520.88101 - 73.7 487s 662 580 615.53868 127 209 - 520.88101 - 73.6 501s 663 580 722.47801 142 200 - 520.88101 - 73.5 514s 664 581 729.83564 149 212 - 520.88101 - 73.4 517s 665 582 520.88101 25 212 - 520.88101 - 73.3 524s 666 582 520.88101 42 212 - 520.88101 - 73.2 526s 729 626 537.95384 59 179 - 520.88101 - 82.8 530s 921 702 infeasible 79 - 520.88101 - 83.4 535s 1079 752 638.72756 66 132 - 521.20287 - 88.0 540s 1348 875 748.89844 191 71 - 521.20287 - 82.3 545s 1543 969 653.70675 85 93 - 521.20616 - 83.2 550s 1804 1089 infeasible 55 - 521.48343 - 80.4 555s 2202 1320 750.24299 278 62 - 521.48343 - 71.7 560s 2525 1485 579.54842 62 130 - 521.48343 - 68.9 565s 2912 1846 523.96804 31 179 - 521.58909 - 64.8 570s 3188 2118 650.56263 147 86 - 521.58909 - 64.4 575s 3671 2408 529.37849 32 201 - 521.68173 - 60.3 580s 3906 2629 662.88420 59 153 - 522.23802 - 61.0 585s 4350 3006 infeasible 280 - 522.23802 - 58.7 590s 4699 3286 infeasible 112 - 522.81752 - 58.5 595s 5199 3722 617.31417 95 91 - 523.96804 - 56.2 600s 5731 4182 572.64325 49 96 - 524.04267 - 53.9 605s 6059 4470 575.43946 127 65 - 524.04362 - 53.3 610s 6446 4792 infeasible 105 - 524.04703 - 52.7 615s 6900 5216 709.00452 310 41 - 524.20733 - 51.3 620s 7303 5579 631.91119 59 136 - 524.38435 - 50.4 625s 7615 5880 633.04913 134 73 - 524.68768 - 50.8 630s 7973 6213 631.29261 88 106 - 525.04340 - 50.3 635s 8426 6595 572.50026 43 186 - 525.22722 - 49.8 640s 8872 7013 749.25299 301 70 - 525.22722 - 48.9 645s 9118 7237 620.11436 153 98 - 525.59804 - 49.3 650s 9684 7751 691.68524 233 78 - 525.60477 - 48.2 655s 10130 8135 607.42039 131 66 - 525.99129 - 47.9 660s 10632 8544 580.13848 69 156 - 526.03061 - 47.0 665s 11004 8865 570.43148 61 169 - 526.03639 - 47.1 670s 11293 9114 608.18066 80 65 - 526.05477 - 47.4 675s 11562 9303 709.70982 209 84 - 526.05477 - 47.9 680s 11935 9634 565.61308 38 195 - 526.15553 - 47.6 685s 12321 10004 737.53454 242 51 - 526.15553 - 47.3 690s 12610 10249 616.18056 64 125 - 526.50000 - 47.7 695s 12961 10563 543.62893 49 151 - 526.94064 - 47.5 700s 13418 10997 569.00806 48 171 - 527.26884 - 47.1 705s 13807 11349 911.90813 264 86 - 527.26884 - 47.1 710s 14093 11563 587.56307 44 133 - 527.28352 - 47.5 715s 14595 12023 632.75004 68 130 - 527.29892 - 47.1 720s 14633 12061 653.32541 88 156 - 527.29892 - 48.2 725s 14902 12252 558.58735 39 211 - 527.40564 - 48.5 730s 15229 12529 594.03315 85 100 - 527.44541 - 48.6 735s 15549 12799 578.35428 41 164 - 527.53497 - 48.7 740s 15912 13118 650.56146 102 88 - 527.76857 - 48.7 745s 16245 13349 587.38428 82 151 - 527.86659 - 48.6 750s 16784 13758 541.46116 33 202 - 528.25000 - 48.4 755s 17131 14081 728.71997 229 109 - 528.25000 - 48.5 760s 17620 14492 676.02461 135 122 - 528.25000 - 48.2 765s 18091 14892 544.62815 41 193 - 528.33116 - 47.9 770s 18626 15368 690.70123 110 74 - 528.33282 - 47.4 775s 18949 15645 676.72875 120 105 - 528.42842 - 47.5 780s 19613 16294 980.33346 552 35 - 528.42842 - 46.4 785s 19991 16629 628.69651 142 89 - 528.50789 - 46.4 790s 20402 16976 601.91596 76 154 - 528.62329 - 46.3 795s 21007 17543 722.61253 236 71 - 528.64422 - 45.7 800s 21483 17935 681.96955 148 119 - 528.84652 - 45.7 805s 21919 18295 586.53411 46 150 - 528.90559 - 45.5 810s 22419 18724 683.07944 174 97 - 528.90637 - 45.3 815s 22865 19117 556.50389 41 152 - 528.99096 - 45.1 820s 23134 19348 infeasible 175 - 528.99096 - 45.4 825s 23635 19797 711.15792 178 73 - 529.22759 - 45.2 830s 23969 20088 603.64261 76 150 - 529.27096 - 45.2 835s 24298 20379 618.78069 172 97 - 529.32635 - 45.4 840s 24751 20762 infeasible 212 - 529.38401 - 45.2 845s 25207 21187 692.09038 149 108 - 529.49097 - 45.1 850s 25821 21658 588.67720 46 182 - 529.50180 - 44.8 855s 26187 21970 538.17474 37 211 - 529.54798 - 44.8 860s 26578 22346 788.28257 260 84 - 529.59618 - 44.8 865s 26852 22582 703.28444 99 87 - 529.69159 - 45.0 870s 27165 22845 infeasible 54 - 529.91096 - 45.1 875s 27702 23318 706.53932 206 85 - 530.08919 - 44.9 880s 28374 23916 616.48460 92 142 - 530.08919 - 44.3 885s 28906 24414 628.95717 161 143 - 530.14046 - 43.9 890s 29373 24817 763.19222 197 90 - 530.16767 - 43.9 895s 29827 25247 585.77718 148 110 - 530.22475 - 43.8 900s 30131 25521 660.42125 82 134 - 530.24602 - 43.9 905s 30603 25911 728.84991 194 92 - 530.24849 - 43.7 910s 30943 26189 619.60176 84 125 - 530.41096 - 43.7 915s 31564 26720 686.88980 227 112 - 530.45307 - 43.4 920s 32120 27166 infeasible 223 - 530.46585 - 43.3 925s 32586 27568 719.91584 223 70 - 530.60740 - 43.2 930s 32926 27879 698.79518 202 85 - 530.68312 - 43.3 935s 33252 28125 631.33578 103 124 - 530.74237 - 43.4 940s 33523 28376 729.22169 187 96 - 530.74774 - 43.6 945s 33864 28631 634.33533 123 83 - 530.75306 - 43.7 950s 34423 29053 608.94361 57 173 - 530.95468 - 43.6 955s 34886 29424 569.20515 48 129 - 531.04048 - 43.5 960s 35543 29989 969.45223 335 82 - 531.04048 - 43.2 965s 36080 30365 694.97552 133 105 - 531.04101 - 43.0 970s 36549 30759 infeasible 165 - 531.11111 - 42.9 975s 36916 31034 691.65007 123 135 - 531.14162 - 43.0 980s 37235 31275 653.69268 90 97 - 531.21013 - 43.1 985s 37816 31789 731.62065 241 64 - 531.25345 - 43.0 990s 38488 32295 754.46658 205 91 - 531.36949 - 42.8 995s 38883 32633 622.57564 85 86 - 531.41861 - 42.7 1000s 39414 33108 648.62349 102 96 - 531.48907 - 42.7 1005s 40113 33695 795.89770 178 72 - 531.50000 - 42.4 1010s 40668 34094 670.63266 113 63 - 531.54051 - 42.3 1015s 40804 34208 733.32558 181 53 - 531.54051 - 42.2 1113s 40899 34243 infeasible 49 - 531.58686 - 42.3 1115s 41148 34446 592.15370 46 165 - 531.60317 - 42.4 1120s 41722 34919 582.94302 97 116 - 531.70019 - 42.2 1125s 42258 35375 560.95407 49 149 - 531.74588 - 42.1 1130s 42848 35893 753.32300 255 71 - 531.78315 - 42.0 1135s 43295 36287 697.34410 223 105 - 531.80742 - 41.9 1140s 43805 36690 721.90717 274 99 - 531.84630 - 41.8 1145s 44376 37154 671.29293 135 137 - 531.88429 - 41.7 1150s 44755 37491 581.63818 40 158 - 531.90176 - 41.7 1155s 45274 37930 660.45542 121 115 - 531.95232 - 41.6 1160s 45743 38325 581.21838 84 105 - 531.96828 - 41.5 1165s 46044 38538 554.87139 40 173 - 531.99092 - 41.6 1170s 46269 38715 723.33917 185 69 - 531.99092 - 41.8 1175s 46725 39072 infeasible 284 - 531.99250 - 41.8 1180s 46948 39267 689.61949 108 168 - 532.09735 - 41.9 1185s 47433 39710 674.91173 207 69 - 532.10976 - 41.9 1190s 47849 40001 568.83379 48 147 - 532.21234 - 41.9 1195s 48400 40522 740.26772 226 48 - 532.23355 - 41.9 1200s 48703 40760 infeasible 233 - 532.24412 - 42.0 1205s 49118 41123 665.09858 97 150 - 532.30871 - 42.0 1210s 49574 41519 853.21743 186 69 - 532.32456 - 42.0 1215s 49933 41808 576.25515 42 189 - 532.54765 - 42.1 1220s 50453 42274 839.70357 298 39 - 532.54765 - 42.0 1225s 50993 42732 556.73121 40 180 - 532.59770 - 41.9 1230s 51324 43004 646.80081 149 101 - 532.60220 - 41.9 1235s 51898 43462 552.09658 38 175 - 532.61969 - 41.8 1240s 52413 43923 662.35590 154 114 - 532.66001 - 41.8 1245s 53063 44465 680.12692 111 119 - 532.66042 - 41.6 1250s 53655 44971 714.42144 183 93 - 532.66659 - 41.5 1255s 53914 45171 infeasible 136 - 532.73593 - 41.6 1260s 54235 45474 808.33144 180 43 - 532.74073 - 41.7 1265s 54585 45768 infeasible 180 - 532.74489 - 41.8 1270s 54873 46020 607.32339 70 146 - 532.76686 - 41.9 1275s 55285 46379 561.91925 37 147 - 532.91607 - 42.0 1280s 55774 46807 551.14653 40 210 - 532.93056 - 42.0 1285s 56325 47275 541.81910 41 165 - 532.97654 - 41.8 1290s 57121 47932 548.26046 43 159 - 533.01169 - 41.6 1295s 57642 48382 646.11461 79 161 - 533.04043 - 41.6 1300s 58055 48702 674.46123 111 102 - 533.08457 - 41.6 1305s 58560 49164 680.36285 155 109 - 533.12864 - 41.6 1310s 58983 49500 679.59203 154 147 - 533.22777 - 41.6 1315s 59578 49975 614.78464 58 140 - 533.23818 - 41.5 1320s 60001 50330 615.14413 84 158 - 533.25380 - 41.5 1325s 60416 50671 607.59096 84 124 - 533.28531 - 41.5 1330s 60926 51115 662.00964 141 93 - 533.32817 - 41.5 1335s 61262 51401 628.53591 101 147 - 533.33530 - 41.5 1340s 61784 51846 678.58862 89 137 - 533.40000 - 41.5 1345s 62297 52302 739.11836 318 73 - 533.43423 - 41.4 1350s 62728 52606 563.78602 46 187 - 533.44668 - 41.4 1355s 63250 53100 723.27244 178 70 - 533.45761 - 41.3 1360s 63733 53462 646.21771 107 158 - 533.50000 - 41.3 1365s 64235 53910 604.59775 70 135 - 533.55628 - 41.3 1370s 64596 54224 555.00220 44 200 - 533.56869 - 41.4 1375s 64853 54439 734.63936 178 93 - 533.56869 - 41.5 1380s 65524 55019 673.45109 147 124 - 533.60007 - 41.3 1385s 65817 55234 infeasible 118 - 533.74851 - 41.5 1390s 66251 55606 745.68288 291 76 - 533.75352 - 41.5 1395s 66804 56081 646.31327 108 155 - 533.77621 - 41.4 1400s 67200 56449 689.92481 176 91 - 533.79791 - 41.5 1405s 67524 56674 632.41953 85 102 - 533.81007 - 41.6 1410s 67843 56933 583.28960 61 164 - 533.89144 - 41.6 1415s 68288 57350 684.06276 215 112 - 533.91136 - 41.6 1420s 68566 57574 infeasible 148 - 533.92885 - 41.7 1425s 69036 58007 548.80276 43 199 - 533.98578 - 41.7 1430s 69568 58496 632.38571 118 132 - 533.98920 - 41.6 1435s 69877 58755 606.48635 53 188 - 534.04229 - 41.7 1440s 70464 59207 617.94202 91 136 - 534.11792 - 41.6 1445s 70996 59662 infeasible 120 - 534.12838 - 41.6 1450s 71432 60051 599.80693 63 103 - 534.31750 - 41.5 1455s 71712 60287 689.12567 141 107 - 534.34894 - 41.6 1460s 72141 60628 575.49591 41 170 - 534.36792 - 41.7 1465s 72507 60928 infeasible 221 - 534.36792 - 41.7 1470s 72946 61307 688.33333 118 115 - 534.42790 - 41.7 1475s 73494 61784 839.94945 306 83 - 534.43315 - 41.7 1480s 73952 62145 633.31561 128 102 - 534.47077 - 41.7 1485s 74442 62503 711.39070 165 80 - 534.49561 - 41.7 1490s 74788 62825 760.43677 246 74 - 534.52441 - 41.7 1495s 75301 63232 611.51717 73 153 - 534.53062 - 41.7 1500s 75844 63703 664.52435 108 142 - 534.54793 - 41.7 1505s 76467 64261 597.72016 70 123 - 534.55303 - 41.5 1510s 76769 64501 683.01425 179 107 - 534.56231 - 41.6 1515s 77287 64932 593.07547 64 136 - 534.58955 - 41.6 1520s 77824 65402 651.07396 78 175 - 534.60748 - 41.6 1525s 78043 65581 666.43808 141 89 - 534.62474 - 41.7 1530s 78614 66086 654.98926 334 51 - 534.63025 - 41.6 1535s 79142 66494 597.63705 37 172 - 534.66143 - 41.5 1540s 79656 66939 545.69415 38 216 - 534.67508 - 41.5 1545s 80072 67320 589.09190 97 107 - 534.67772 - 41.5 1550s 80478 67688 626.93829 86 148 - 534.69013 - 41.6 1555s 81022 68176 644.37199 94 144 - 534.69736 - 41.5 1560s 81608 68705 635.93302 81 145 - 534.72823 - 41.5 1565s 82160 69197 622.43260 144 112 - 534.72878 - 41.4 1570s 82651 69646 786.73637 177 118 - 534.72943 - 41.4 1575s 83109 70055 613.93888 84 164 - 534.79344 - 41.4 1580s 83472 70382 692.08190 191 102 - 534.80580 - 41.4 1585s 83907 70651 557.69657 51 178 - 534.81671 - 41.4 1590s 84153 70827 606.17940 58 150 - 534.85453 - 41.6 1595s 84745 71342 586.75926 79 135 - 534.90433 - 41.5 1600s 85117 71676 703.93228 91 132 - 534.94161 - 41.5 1605s 85648 72175 810.24518 306 40 - 534.94207 - 41.5 1610s 86136 72596 731.29125 207 77 - 534.95815 - 41.4 1615s 86660 73005 549.81027 40 175 - 534.98274 - 41.4 1620s 87123 73402 587.03192 59 203 - 535.01835 - 41.4 1625s 87404 73611 548.63912 45 162 - 535.06197 - 41.5 1630s 87963 74164 820.69383 356 77 - 535.06197 - 41.4 1635s 88394 74541 683.45255 236 89 - 535.07887 - 41.4 1640s 88949 74990 673.98665 118 136 - 535.08994 - 41.4 1645s 89211 75204 717.04638 143 137 - 535.09142 - 41.5 1650s 89631 75575 672.27968 222 82 - 535.13584 - 41.5 1655s 90211 76064 778.86185 232 69 - 535.13743 - 41.5 1660s 90904 76660 792.23572 298 62 - 535.18035 - 41.4 1665s 91556 77146 543.64779 39 201 - 535.24096 - 41.3 1670s 91946 77490 608.41678 48 161 - 535.25000 - 41.3 1675s 92316 77814 727.77409 161 101 - 535.25981 - 41.3 1680s 92918 78363 573.25110 54 182 - 535.33032 - 41.2 1685s 93550 78960 707.12721 224 100 - 535.34719 - 41.1 1690s 93902 79270 733.31167 196 85 - 535.36850 - 41.2 1695s 94218 79536 632.63204 105 135 - 535.40237 - 41.2 1700s 94420 79677 592.77557 67 140 - 535.40948 - 41.3 1705s 94973 80144 577.28124 64 178 - 535.43589 - 41.3 1710s 95331 80438 549.39641 38 172 - 535.44048 - 41.3 1715s 95712 80790 653.11981 141 154 - 535.46702 - 41.3 1720s 96341 81309 557.20000 50 162 - 535.49268 - 41.3 1725s 96981 81862 673.26552 203 135 - 535.50498 - 41.2 1730s 97399 82183 infeasible 220 - 535.53128 - 41.2 1735s 97924 82654 544.92235 41 140 - 535.61350 - 41.2 1740s 98111 82809 568.11819 52 176 - 535.61905 - 41.3 1745s 98616 83251 657.88844 113 101 - 535.64424 - 41.3 1750s 98832 83443 708.25106 120 98 - 535.65072 - 41.4 1755s 99161 83660 infeasible 220 - 535.65072 - 41.4 1760s 99620 83975 762.20366 212 84 - 535.65073 - 41.4 1765s 100416 84613 695.80965 180 110 - 535.71123 - 41.3 1770s 101039 85157 613.53043 104 156 - 535.74185 - 41.2 1775s 101376 85470 828.54949 272 84 - 535.74185 - 41.2 1780s 102010 86033 874.73060 323 65 - 535.75000 - 41.2 1785s 102451 86416 589.84340 60 131 - 535.79267 - 41.1 1790s 102814 86713 615.00526 88 119 - 535.84050 - 41.2 1795s 103310 87186 731.27798 297 69 - 535.85037 - 41.2 1800s 103827 87640 662.79463 98 106 - 535.85622 - 41.2 1805s 104036 87783 580.75000 48 87 - 535.93959 - 41.3 1810s 104372 88086 740.51874 213 65 - 535.98866 - 41.3 1815s 105009 88670 748.70863 303 54 - 536.00000 - 41.2 1820s 105538 89120 infeasible 39 - 536.04275 - 41.2 1825s 106056 89561 644.56334 70 177 - 536.07998 - 41.1 1830s 106390 89843 586.63419 65 181 - 536.09574 - 41.2 1835s 106709 90124 728.71420 163 93 - 536.09574 - 41.2 1840s 107291 90600 598.63971 45 204 - 536.13248 - 41.2 1845s 107821 91035 654.29035 146 139 - 536.17126 - 41.2 1850s 108368 91413 infeasible 160 - 536.18926 - 41.2 1855s 108763 91775 773.87163 249 99 - 536.21944 - 41.2 1860s 109284 92202 553.97798 40 189 - 536.24654 - 41.2 1865s 109725 92574 616.27756 101 138 - 536.25758 - 41.1 1870s 110184 92979 714.11553 139 122 - 536.28851 - 41.2 1875s 110672 93432 731.51459 230 52 - 536.29380 - 41.1 1880s 111451 94064 733.28921 175 137 - 536.29692 - 41.0 1885s 111893 94427 634.23345 73 160 - 536.30952 - 41.0 1890s 112300 94814 638.65290 196 82 - 536.31483 - 41.0 1895s 112725 95123 584.09326 41 153 - 536.34075 - 41.0 1900s 113063 95388 infeasible 128 - 536.35436 - 41.0 1905s 113607 95859 704.60018 184 123 - 536.41958 - 41.0 1910s 114062 96258 713.71072 229 85 - 536.43606 - 41.0 1915s 114557 96676 627.53037 148 103 - 536.45407 - 41.0 1920s 115120 97119 574.80275 65 179 - 536.50000 - 41.0 1925s 115346 97323 835.82440 190 80 - 536.50000 - 41.0 1930s 116111 97903 610.85839 66 177 - 536.53251 - 40.9 1935s 116589 98300 590.04918 49 129 - 536.54615 - 40.9 1940s 117110 98762 610.40503 92 164 - 536.58285 - 40.9 1945s 117737 99270 585.13070 75 162 - 536.59065 - 40.8 1950s 118190 99627 653.30907 74 176 - 536.59748 - 40.8 1955s 118664 100027 696.89618 159 64 - 536.60854 - 40.8 1960s 119140 100439 729.42076 231 110 - 536.63237 - 40.8 1965s 119601 100842 662.74067 109 114 - 536.63265 - 40.8 1970s 120076 101264 709.74198 187 99 - 536.64273 - 40.8 1975s 120675 101751 715.11158 181 77 - 536.65523 - 40.8 1980s 121157 102136 650.19378 111 109 - 536.69801 - 40.8 1985s 121565 102476 infeasible 107 - 536.70743 - 40.8 1990s 122115 102964 735.50470 236 68 - 536.74487 - 40.8 1995s 122379 103150 622.36342 88 164 - 536.76716 - 40.8 2000s 122817 103501 616.56063 90 140 - 536.77451 - 40.8 2005s 123481 104034 648.34886 105 147 - 536.81093 - 40.8 2010s 124017 104454 594.31952 39 164 - 536.82660 - 40.7 2015s 124389 104789 698.76053 86 135 - 536.85029 - 40.7 2020s 124985 105216 1010.92153 398 52 - 536.85029 - 40.7 2025s 125575 105719 648.78930 168 107 - 536.87616 - 40.6 2030s 125994 106095 663.24089 211 77 - 536.87805 - 40.6 2035s 126579 106622 765.10275 309 80 - 536.88106 - 40.6 2040s 127362 107300 773.87885 236 70 - 536.88295 - 40.5 2045s 127848 107725 604.16441 110 144 - 536.88552 - 40.5 2050s 128176 107969 639.04125 74 161 - 536.93656 - 40.5 2055s 128522 108279 657.48618 192 96 - 537.00000 - 40.5 2060s 128937 108643 680.35926 74 134 - 537.00000 - 40.5 2065s 129534 109077 568.21159 44 169 - 537.00107 - 40.5 2070s 130243 109723 707.78163 159 80 - 537.01148 - 40.4 2075s 130853 110266 590.98851 83 118 - 537.02155 - 40.4 2080s 131221 110581 820.83706 285 81 - 537.02155 - 40.4 2085s 131465 110743 infeasible 65 - 537.04267 - 40.4 2090s 131905 111128 696.83270 103 82 - 537.04521 - 40.4 2095s 132460 111629 688.71757 129 117 - 537.06034 - 40.4 2100s 132756 111873 570.71149 56 164 - 537.06654 - 40.4 2105s 133278 112351 712.57727 259 68 - 537.06824 - 40.4 2110s 133927 112894 667.63616 250 83 - 537.08361 - 40.3 2115s 134429 113294 806.62540 201 95 - 537.11958 - 40.3 2120s 134927 113699 635.95662 90 106 - 537.16419 - 40.3 2125s 135373 114113 601.98354 53 161 - 537.17531 - 40.3 2130s 135722 114417 547.44716 42 147 - 537.19603 - 40.3 2135s 136012 114657 infeasible 140 - 537.20114 - 40.4 2140s 136385 114987 935.30623 262 58 - 537.20931 - 40.4 2145s 136665 115190 683.01373 129 112 - 537.21509 - 40.5 2150s 137499 115887 735.53985 293 78 - 537.21597 - 40.4 2155s 138141 116445 606.72813 68 163 - 537.26529 - 40.3 2160s 138495 116720 564.59734 57 179 - 537.30010 - 40.3 2165s 138734 116909 652.61009 99 141 - 537.30089 - 40.4 2170s 139102 117205 622.03487 62 196 - 537.31499 - 40.4 2175s 139543 117594 infeasible 103 - 537.32708 - 40.4 2180s 140094 118081 643.28637 111 136 - 537.33741 - 40.4 2185s 140658 118529 infeasible 226 - 537.35987 - 40.4 2190s 141037 118845 620.09792 86 155 - 537.37737 - 40.4 2195s 141615 119353 567.11994 47 178 - 537.39942 - 40.4 2200s 142093 119734 644.62043 202 79 - 537.40257 - 40.4 2205s 142473 120062 623.43587 108 141 - 537.42199 - 40.4 2210s 142903 120390 649.63642 137 88 - 537.43718 - 40.4 2215s 143237 120682 669.68356 137 112 - 537.45812 - 40.4 2220s 143769 121154 638.18916 104 113 - 537.48647 - 40.4 2225s 144226 121553 554.34568 43 181 - 537.49385 - 40.4 2230s 144673 121952 539.76628 37 155 - 537.50441 - 40.4 2235s 145108 122315 632.60492 79 146 - 537.51437 - 40.4 2240s 145624 122772 650.66924 156 111 - 537.51459 - 40.4 2245s 146103 123158 infeasible 117 - 537.52375 - 40.4 2250s 146529 123512 844.09744 241 26 - 537.53425 - 40.4 2255s 147068 123988 729.57255 177 119 - 537.53530 - 40.4 2260s 147725 124501 702.88205 137 134 - 537.53957 - 40.3 2265s 147990 124708 548.49018 48 171 - 537.57689 - 40.4 2270s 148486 125158 622.16598 73 168 - 537.59956 - 40.4 2275s 148992 125621 582.30739 48 193 - 537.60018 - 40.4 2280s 149626 126139 594.51922 72 140 - 537.62559 - 40.3 2285s 150350 126825 586.00005 85 113 - 537.62931 - 40.2 2290s 150508 126981 668.36764 185 100 - 537.62931 - 40.3 2295s 150791 127212 641.78264 58 179 - 537.66191 - 40.3 2300s 151177 127562 732.39334 228 65 - 537.66331 - 40.3 2305s 151680 128005 714.35004 197 123 - 537.66667 - 40.3 2310s 152064 128307 549.39049 41 125 - 537.70692 - 40.4 2315s 152481 128608 625.35041 77 151 - 537.70833 - 40.4 2320s 152847 128908 591.82546 52 165 - 537.71110 - 40.4 2325s 153191 129202 761.41769 194 92 - 537.71429 - 40.4 2330s 153734 129617 621.65872 74 174 - 537.75000 - 40.4 2335s 154257 130107 652.51949 108 155 - 537.75730 - 40.4 2340s 154914 130707 601.95772 82 60 - 537.76422 - 40.3 2345s 155427 131145 619.08568 105 135 - 537.79547 - 40.3 2350s 155946 131535 603.89842 40 178 - 537.84905 - 40.3 2355s 156394 131937 728.75212 191 111 - 537.84969 - 40.3 2360s 156795 132265 620.39388 102 170 - 537.87744 - 40.3 2365s 157110 132521 615.93017 71 120 - 537.88602 - 40.4 2370s 157740 133106 740.96582 208 109 - 537.89458 - 40.3 2375s 158247 133572 876.37488 274 123 - 537.89651 - 40.3 2380s 158557 133792 543.18353 35 178 - 537.91667 - 40.3 2385s 159080 134264 601.20525 68 159 - 537.93200 - 40.3 2390s 159665 134787 888.57299 289 72 - 537.94495 - 40.3 2395s 160143 135176 784.97723 223 81 - 537.95197 - 40.3 2400s 160826 135830 791.93456 521 46 - 537.95483 - 40.2 2405s 161258 136159 662.56137 76 113 - 537.96655 - 40.2 2410s 161884 136631 595.32247 52 122 - 537.99724 - 40.2 2415s 162247 136952 576.14022 67 180 - 538.00465 - 40.2 2420s 162777 137419 557.17778 64 165 - 538.02135 - 40.2 2425s 163152 137750 606.69244 65 98 - 538.05930 - 40.2 2430s 163627 138157 infeasible 157 - 538.07143 - 40.2 2435s 164069 138554 infeasible 117 - 538.08759 - 40.2 2440s 164516 138970 847.37201 268 112 - 538.09073 - 40.2 2445s 165094 139497 703.95904 131 146 - 538.09390 - 40.2 2450s 165652 140001 676.17541 137 131 - 538.09696 - 40.1 2455s 166213 140489 893.64390 216 54 - 538.09965 - 40.1 2460s 166456 140656 568.96133 66 166 - 538.13637 - 40.2 2465s 166959 141076 597.67701 93 160 - 538.13848 - 40.2 2470s 167399 141440 infeasible 149 - 538.14310 - 40.2 2475s 167759 141762 647.81651 181 101 - 538.17282 - 40.2 2480s 168375 142300 743.43652 259 113 - 538.17885 - 40.1 2485s 168924 142712 684.88304 53 201 - 538.18960 - 40.1 2490s 169244 142976 626.59839 120 137 - 538.20875 - 40.2 2495s 169547 143221 642.79170 142 161 - 538.22745 - 40.2 2500s 170009 143610 842.51653 263 82 - 538.24096 - 40.2 2505s 170914 144345 612.92113 107 143 - 538.26323 - 40.1 2510s 171455 144820 634.73908 241 117 - 538.27255 - 40.1 2515s 172046 145363 794.15934 303 70 - 538.28565 - 40.1 2520s 172612 145841 681.84914 175 116 - 538.29893 - 40.1 2525s 173088 146262 651.72022 134 132 - 538.32510 - 40.1 2530s 173778 146898 666.81731 172 136 - 538.34692 - 40.0 2535s 174418 147444 881.34319 417 103 - 538.35635 - 40.0 2540s 174903 147843 755.89159 249 72 - 538.36258 - 40.0 2545s 175637 148481 746.42352 95 94 - 538.36594 - 39.9 2550s 176338 149061 infeasible 127 - 538.37957 - 39.9 2555s 177023 149703 594.65573 41 191 - 538.40971 - 39.8 2560s 177488 150125 573.86156 90 133 - 538.42308 - 39.8 2565s 178189 150734 660.48810 175 97 - 538.47801 - 39.8 2570s 178762 151191 592.96518 81 190 - 538.49284 - 39.7 2575s 179324 151668 838.86223 273 88 - 538.50000 - 39.7 2580s 179645 151920 657.45639 196 126 - 538.53187 - 39.7 2585s 180301 152457 785.09323 244 67 - 538.54421 - 39.7 2590s 180897 152963 infeasible 99 - 538.55078 - 39.7 2595s 181436 153456 582.08836 42 190 - 538.56889 - 39.7 2600s 181960 153929 676.92233 171 60 - 538.57168 - 39.7 2605s 182397 154277 695.82485 154 146 - 538.57927 - 39.7 2610s 182763 154585 638.11614 89 153 - 538.58100 - 39.7 2615s 183277 155032 610.43028 72 118 - 538.59770 - 39.7 2620s 183738 155444 644.44803 123 85 - 538.62800 - 39.7 2625s 184104 155766 590.43317 56 167 - 538.64468 - 39.7 2630s 184424 156049 604.35405 100 167 - 538.65623 - 39.7 2635s 184974 156493 671.03402 145 133 - 538.66428 - 39.7 2640s 185504 156962 634.47845 60 133 - 538.67189 - 39.7 2645s 185852 157281 674.03102 165 163 - 538.68058 - 39.7 2650s 186362 157672 830.31122 214 77 - 538.68231 - 39.7 2655s 186763 158020 576.87393 41 151 - 538.69669 - 39.7 2660s 187272 158418 644.59941 118 105 - 538.72312 - 39.7 2665s 187794 158852 666.44099 143 144 - 538.75000 - 39.7 2670s 188427 159337 671.11348 140 120 - 538.77451 - 39.7 2675s 188749 159615 558.48058 44 117 - 538.78321 - 39.8 2680s 189231 160072 813.54735 305 83 - 538.79167 - 39.7 2685s 189635 160402 696.19709 193 45 - 538.83142 - 39.8 2690s 190057 160730 629.75480 80 137 - 538.84267 - 39.8 2695s 190409 161034 629.16413 73 151 - 538.87614 - 39.8 2700s 191009 161527 621.91112 69 161 - 538.88353 - 39.8 2705s 191305 161749 570.07874 53 187 - 538.89458 - 39.8 2710s 191925 162289 610.70656 66 152 - 538.90804 - 39.8 2715s 192327 162641 613.27242 73 162 - 538.90885 - 39.8 2720s 193010 163289 981.13538 433 46 - 538.91667 - 39.7 2725s 193563 163754 709.54974 168 79 - 538.92123 - 39.7 2730s 193908 164061 767.03769 193 59 - 538.93939 - 39.7 2735s 194484 164491 558.61431 50 167 - 538.94570 - 39.7 2740s 195025 164976 609.45022 52 187 - 538.94659 - 39.7 2745s 195750 165641 639.26419 87 152 - 538.96383 - 39.6 2750s 196266 166092 559.58715 52 171 - 538.97607 - 39.6 2755s 196842 166575 613.13325 101 97 - 538.98467 - 39.6 2760s 197402 167071 757.94472 226 83 - 539.00309 - 39.6 2765s 197952 167535 605.50329 90 140 - 539.03315 - 39.6 2770s 198693 168168 587.24378 41 196 - 539.05229 - 39.5 2775s 199200 168597 605.29602 63 119 - 539.05975 - 39.5 2780s 199915 169140 620.93169 113 177 - 539.06774 - 39.5 2785s 200317 169459 547.07028 40 228 - 539.13499 - 39.5 2790s 201013 170072 677.52036 126 129 - 539.14255 - 39.4 2795s 201414 170398 655.63473 124 119 - 539.14758 - 39.5 2800s 201758 170692 663.53786 174 114 - 539.17709 - 39.5 2805s 202502 171368 765.99433 381 108 - 539.20513 - 39.4 2810s 202940 171694 571.26208 67 142 - 539.23624 - 39.4 2815s 203565 172255 infeasible 283 - 539.23964 - 39.4 2820s 204109 172748 896.02577 365 59 - 539.25000 - 39.4 2825s 204375 172940 557.89040 53 173 - 539.26616 - 39.4 2830s 204648 173165 710.18403 124 143 - 539.27455 - 39.4 2835s 205217 173662 651.52364 120 147 - 539.28641 - 39.4 2840s 205486 173851 645.21603 123 110 - 539.29989 - 39.4 2845s 205986 174237 544.49902 39 195 - 539.33738 - 39.4 2850s 206379 174591 702.39674 149 105 - 539.35742 - 39.5 2855s 207202 175298 846.19481 403 67 - 539.38101 - 39.4 2860s 207762 175749 572.92449 70 170 - 539.40310 - 39.4 2865s 208116 176028 542.53040 38 151 - 539.44126 - 39.4 2870s 208493 176343 593.37190 51 131 - 539.45272 - 39.4 2875s 209279 177022 621.27193 119 140 - 539.46991 - 39.4 2880s 209840 177530 755.35743 271 89 - 539.49390 - 39.4 2885s 210402 177969 infeasible 238 - 539.51462 - 39.4 2890s 210803 178279 625.56870 61 138 - 539.56054 - 39.4 2895s 211372 178753 720.95725 230 124 - 539.57150 - 39.4 2900s 211879 179140 563.30259 43 179 - 539.61111 - 39.4 2905s 212333 179530 645.67868 96 118 - 539.62560 - 39.4 2910s 212801 179851 601.82700 44 184 - 539.67257 - 39.4 2915s 213154 180140 609.60265 61 187 - 539.68353 - 39.4 2920s 213594 180482 554.75553 48 157 - 539.69255 - 39.4 2925s 214153 180930 678.89252 176 160 - 539.69488 - 39.4 2930s 214630 181355 550.72727 46 119 - 539.70565 - 39.4 2935s 215025 181697 589.13922 46 164 - 539.73268 - 39.4 2940s 215578 182150 679.32643 99 154 - 539.73624 - 39.4 2945s 216076 182581 661.07312 134 74 - 539.76166 - 39.4 2950s 216882 183295 704.70471 173 90 - 539.77509 - 39.3 2955s 217274 183595 565.75479 48 174 - 539.77664 - 39.3 2960s 217699 183925 580.05864 75 161 - 539.78615 - 39.3 2965s 218015 184193 713.46348 165 62 - 539.79404 - 39.4 2970s 218677 184779 infeasible 183 - 539.79912 - 39.3 2975s 219054 185017 588.91111 44 130 - 539.80926 - 39.4 2980s 219710 185623 925.37383 396 44 - 539.81275 - 39.3 2985s 220341 186170 595.86952 60 161 - 539.82959 - 39.3 2990s 220877 186654 629.90524 74 124 - 539.83333 - 39.3 2995s 221310 187026 563.58915 55 144 - 539.85976 - 39.3 3000s 221705 187366 608.47045 105 111 - 539.88660 - 39.3 3005s 222373 187974 617.66355 91 167 - 539.91477 - 39.3 3010s 223056 188497 558.41649 59 110 - 539.93750 - 39.3 3015s 223515 188930 822.88384 275 56 - 539.93750 - 39.3 3020s 224147 189444 727.83302 281 103 - 539.94157 - 39.3 3025s 224516 189668 infeasible 120 - 539.96306 - 39.3 3030s 225046 190120 684.01043 192 84 - 539.96804 - 39.3 3035s 225328 190324 551.50000 40 199 - 539.97643 - 39.3 3040s 225902 190861 infeasible 98 - 540.00000 - 39.3 3045s 226358 191242 595.02108 77 133 - 540.00885 - 39.3 3050s 227077 191896 672.31784 360 91 - 540.01344 - 39.2 3055s 227418 192181 668.38286 102 141 - 540.01404 - 39.2 3060s 227942 192653 593.17729 53 153 - 540.04267 - 39.2 3065s 228338 192975 606.70133 115 151 - 540.07035 - 39.2 3070s 228662 193198 666.51431 115 139 - 540.10202 - 39.3 3075s 229281 193752 899.65627 339 51 - 540.10714 - 39.2 3080s 229924 194289 544.47578 49 183 - 540.12482 - 39.2 3085s 230433 194759 644.53487 233 92 - 540.12482 - 39.2 3090s 230952 195156 602.12556 60 140 - 540.13051 - 39.2 3095s 231439 195597 656.89099 124 124 - 540.14840 - 39.2 3100s 232002 196068 606.66493 68 156 - 540.16691 - 39.2 3105s 232705 196686 632.74682 102 174 - 540.18364 - 39.2 3110s 233155 196998 635.04267 60 154 - 540.20699 - 39.2 3115s 233648 197448 813.60987 362 63 - 540.20701 - 39.2 3120s 234147 197891 765.45620 285 77 - 540.20981 - 39.2 3125s 234600 198252 infeasible 79 - 540.22555 - 39.2 3130s 234801 198409 infeasible 91 - 540.23156 - 39.2 3135s 235370 198884 616.84224 70 153 - 540.26297 - 39.2 3140s 235762 199215 733.80263 191 108 - 540.26764 - 39.2 3145s 236082 199455 603.85440 53 169 - 540.27320 - 39.2 3150s 236555 199827 552.17574 40 134 - 540.29007 - 39.2 3155s 236698 199970 679.18467 116 129 - 540.29007 - 39.3 3160s 237214 200452 711.96231 256 122 - 540.29032 - 39.3 3165s 237896 200988 883.82827 260 101 - 540.31142 - 39.2 3170s 238411 201458 650.82168 156 88 - 540.35361 - 39.2 3175s 238979 201956 649.17532 107 141 - 540.41619 - 39.2 3180s 239325 202260 644.78261 54 157 - 540.43299 - 39.2 3185s 239787 202671 698.21596 154 84 - 540.44607 - 39.2 3190s 240282 203103 722.24293 222 121 - 540.45053 - 39.2 3195s 240747 203474 infeasible 122 - 540.47189 - 39.2 3200s 241420 204066 infeasible 41 - 540.48333 - 39.2 3205s 241821 204436 696.82930 187 115 - 540.48433 - 39.2 3210s 242225 204784 662.06314 77 168 - 540.49200 - 39.2 3215s 242530 205051 734.86430 222 63 - 540.51127 - 39.2 3220s 243152 205523 792.02508 350 55 - 540.52753 - 39.2 3225s 243700 206002 689.94071 235 82 - 540.54819 - 39.2 3230s 244266 206493 610.33734 82 165 - 540.55767 - 39.2 3235s 244546 206735 infeasible 142 - 540.57919 - 39.2 3240s 244920 207029 664.64048 179 100 - 540.60254 - 39.2 3245s 245320 207378 612.45451 92 161 - 540.60865 - 39.2 3250s 245863 207839 582.18787 73 119 - 540.61168 - 39.2 3255s 246590 208440 694.27081 195 106 - 540.62062 - 39.2 3260s 247220 208988 715.00693 133 127 - 540.63004 - 39.2 3265s 247767 209405 596.68056 70 129 - 540.63385 - 39.2 3270s 248223 209770 626.13644 145 108 - 540.65167 - 39.2 3275s 248700 210143 639.11215 137 98 - 540.65613 - 39.2 3280s 249290 210645 733.30289 245 125 - 540.66036 - 39.2 3285s 249917 211214 728.51846 339 47 - 540.67524 - 39.1 3290s 250236 211473 736.31487 142 132 - 540.68392 - 39.2 3295s 250841 212003 748.15228 229 112 - 540.69214 - 39.1 3300s 251411 212492 658.86731 146 142 - 540.70676 - 39.1 3305s 251782 212809 638.22797 126 95 - 540.72222 - 39.1 3310s 252158 213129 695.55489 170 127 - 540.72406 - 39.2 3315s 252914 213732 789.89406 272 81 - 540.73402 - 39.1 3320s 253480 214202 606.21801 49 177 - 540.75000 - 39.1 3325s 254029 214691 612.36848 105 109 - 540.75690 - 39.1 3330s 254293 214941 infeasible 251 - 540.75690 - 39.1 3335s 254634 215214 679.41307 147 139 - 540.76764 - 39.1 3340s 255203 215698 634.46344 81 148 - 540.78765 - 39.1 3345s 255709 216127 626.66441 152 143 - 540.80418 - 39.1 3350s 256229 216576 565.44380 56 167 - 540.80838 - 39.1 3355s 256824 217107 665.97301 144 77 - 540.83185 - 39.1 3360s 257135 217372 674.13535 142 121 - 540.83608 - 39.1 3365s 257627 217788 636.91716 123 133 - 540.85518 - 39.1 3370s 258092 218178 617.59620 79 118 - 540.87796 - 39.1 3375s 258484 218536 770.97102 225 121 - 540.87796 - 39.1 3380s 259087 219064 840.36673 350 66 - 540.88389 - 39.1 3385s 259700 219573 617.74823 96 141 - 540.90998 - 39.1 3390s 260432 220190 602.91076 87 126 - 540.91569 - 39.1 3395s 260944 220620 infeasible 128 - 540.92676 - 39.1 3400s 261397 221017 670.20330 174 64 - 540.92885 - 39.1 3405s 261863 221375 647.95798 110 115 - 540.94373 - 39.1 3410s 262422 221863 645.82290 111 93 - 540.94620 - 39.1 3415s 263043 222406 779.61868 241 89 - 540.95010 - 39.0 3420s 263718 222952 631.17065 115 125 - 540.96147 - 39.0 3425s 264254 223387 587.70886 58 132 - 540.99705 - 39.0 3430s 264947 223936 615.58935 44 192 - 541.00651 - 39.0 3435s 265442 224392 infeasible 241 - 541.01504 - 39.0 3440s 265647 224543 infeasible 150 - 541.01757 - 39.0 3445s 265956 224752 651.08032 115 98 - 541.01895 - 39.0 3450s 266380 225115 infeasible 114 - 541.03149 - 39.0 3455s 267022 225680 596.10195 60 177 - 541.04993 - 39.0 3460s 267457 226079 707.87682 144 126 - 541.05060 - 39.0 3465s 268034 226551 708.11576 123 98 - 541.05617 - 39.0 3470s 268377 226845 704.51666 211 108 - 541.08855 - 39.0 3475s 269110 227462 543.75908 61 167 - 541.11560 - 39.0 3480s 269351 227641 588.80628 58 129 - 541.12500 - 39.0 3485s 269851 228095 783.17570 234 87 - 541.13248 - 39.0 3490s 270403 228498 592.39145 63 143 - 541.14065 - 39.0 3495s 270773 228848 673.25280 130 161 - 541.14286 - 39.0 3500s 271222 229231 584.66667 47 173 - 541.15842 - 39.0 3505s 271567 229522 563.13560 46 183 - 541.18142 - 39.0 3510s 272127 230027 715.90445 128 71 - 541.18750 - 39.0 3515s 272766 230580 630.26258 78 158 - 541.20551 - 39.0 3520s 273346 231053 650.80497 125 128 - 541.21034 - 39.0 3525s 273637 231268 574.18720 41 201 - 541.22475 - 39.0 3530s 274225 231809 664.53864 170 139 - 541.22567 - 39.0 3535s 274821 232299 604.56296 87 138 - 541.23102 - 39.0 3540s 275415 232828 623.55273 64 164 - 541.25000 - 39.0 3545s 275930 233278 717.38644 181 111 - 541.29267 - 38.9 3550s 276353 233691 843.23944 517 55 - 541.29267 - 38.9 3555s 276986 234194 600.59446 60 120 - 541.31260 - 38.9 3560s 277623 234785 659.04438 158 170 - 541.32459 - 38.9 3565s 278379 235472 795.11893 382 51 - 541.32933 - 38.8 3570s 279159 236147 589.82042 50 177 - 541.33162 - 38.8 3575s 279718 236653 698.74997 238 86 - 541.35128 - 38.8 3580s 280376 237204 624.41295 173 73 - 541.36059 - 38.8 3585s 280912 237654 644.15774 68 136 - 541.36813 - 38.8 3590s 281494 238142 560.02075 84 134 - 541.37930 - 38.7 3595s Cutting planes: Learned: 21 Gomory: 49 Cover: 460 Implied bound: 372 Clique: 31 MIR: 372 GUB cover: 8 Zero half: 85 Explored 282018 nodes (10928063 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.420000000000e+02, gap -