Gurobi 5.0.1 (linux64) logging started Thu Dec 20 21:14:38 2012 Optimize a model with 13202 rows, 12960 columns and 57516 nonzeros Presolve removed 822 rows and 188 columns Presolve time: 0.11s Presolved: 12380 rows, 12772 columns, 56184 nonzeros Variable types: 6306 continuous, 6466 integer (6466 binary) Root relaxation: objective 4.370142e+02, 18528 iterations, 3.76 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 437.01424 0 163 - 437.01424 - - 3s 0 0 491.72523 0 187 - 491.72523 - - 5s 0 0 502.69521 0 175 - 502.69521 - - 5s 0 0 516.63851 0 198 - 516.63851 - - 6s 0 0 523.44080 0 195 - 523.44080 - - 6s 0 0 526.37497 0 191 - 526.37497 - - 7s 0 0 530.69851 0 191 - 530.69851 - - 7s 0 0 533.19508 0 198 - 533.19508 - - 8s 0 0 537.02025 0 182 - 537.02025 - - 9s 0 0 538.35174 0 190 - 538.35174 - - 9s 0 0 539.62994 0 175 - 539.62994 - - 9s 0 0 539.90571 0 192 - 539.90571 - - 10s 0 0 540.00094 0 187 - 540.00094 - - 10s 0 0 540.15955 0 192 - 540.15955 - - 10s 0 0 540.15955 0 190 - 540.15955 - - 19s 0 2 540.17827 0 190 - 540.17827 - - 22s 3 5 549.52072 2 168 - 541.74169 - 1432 25s 8 10 556.65743 5 179 - 545.74770 - 1492 30s 17 19 566.71164 11 174 - 545.74770 - 1301 35s 32 34 573.17541 23 169 - 545.74770 - 956 40s 56 54 585.84541 42 166 - 545.74770 - 718 45s 81 75 597.96712 58 144 - 545.74770 - 603 50s 101 85 infeasible 70 - 545.74770 - 605 55s 116 83 infeasible 3 - 546.59634 - 650 60s 125 92 574.41731 8 169 - 549.02132 - 701 65s 145 104 591.60509 22 178 - 549.02132 - 694 70s 161 120 608.27668 34 158 - 549.02132 - 695 75s 175 124 575.43272 5 170 - 549.52346 - 705 80s 219 151 608.52961 28 161 - 549.52346 - 606 85s 243 166 578.07328 12 155 - 549.53031 - 596 90s 269 192 582.91831 25 159 - 549.53031 - 585 95s 304 227 596.90189 41 160 - 549.53031 - 550 100s 344 249 infeasible 56 - 549.53031 - 524 105s 369 268 631.80124 68 147 - 549.53031 - 524 110s 396 275 561.72003 9 167 - 551.86294 - 520 115s 424 298 583.47592 15 161 - 551.86294 - 518 120s 436 300 588.03929 20 126 - 551.86294 - 533 125s 449 307 562.88482 7 178 - 554.15359 - 546 130s 476 326 573.84063 15 158 - 554.15359 - 540 135s 494 336 infeasible 24 - 554.15359 - 548 140s 513 345 573.64098 28 159 - 554.15359 - 543 145s 525 354 infeasible 29 - 554.15359 - 549 151s 530 357 575.82148 32 155 - 554.15359 - 556 155s 541 364 infeasible 32 - 554.15359 - 564 161s 548 367 578.82851 35 164 - 554.15359 - 569 165s 555 370 infeasible 36 - 554.15359 - 577 170s 561 372 infeasible 36 - 554.15359 - 584 175s 572 373 infeasible 37 - 554.15359 - 588 180s 590 385 591.46568 38 127 - 554.15359 - 584 185s 603 396 588.39136 10 163 - 554.15359 - 573 191s 605 398 566.33191 9 172 - 554.15359 - 571 195s 608 400 597.29790 58 174 - 554.15359 - 568 201s 611 402 588.54703 33 193 - 554.15359 - 565 205s 615 404 578.99239 29 196 - 554.15359 - 561 210s 618 406 588.39136 10 202 - 554.15359 - 559 222s 620 408 587.77277 17 202 - 554.15359 - 557 235s 621 410 560.88556 11 190 - 554.15359 - 613 244s 622 411 554.15359 11 185 - 554.15359 - 613 253s 623 412 554.49265 12 190 - 554.15359 - 614 262s 625 411 infeasible 13 - 555.81402 - 639 269s 626 412 558.34744 13 181 - 557.05103 - 638 271s 628 413 564.50674 14 184 - 561.61069 - 642 275s 632 416 579.93036 16 174 - 561.61069 - 649 281s 645 412 594.98005 22 164 - 561.61069 - 642 285s 662 410 573.01221 13 183 - 562.04231 - 639 291s 668 414 577.63185 16 181 - 562.04231 - 643 295s 678 420 600.42390 21 171 - 562.04231 - 655 300s 684 424 581.67644 24 169 - 562.04231 - 660 305s 697 429 595.72532 31 153 - 562.04231 - 661 310s 717 422 602.96558 40 151 - 562.04231 - 654 315s 729 422 574.17027 15 143 - 563.91998 - 657 320s 736 425 576.88507 19 164 - 563.91998 - 663 325s 742 427 580.47785 22 176 - 563.91998 - 672 330s 752 432 584.21477 27 166 - 563.91998 - 674 335s 764 436 589.22882 33 165 - 563.91998 - 677 340s 774 436 infeasible 38 - 563.91998 - 687 346s 783 442 599.14553 42 148 - 563.91998 - 687 350s 795 448 601.74507 48 140 - 563.91998 - 687 355s 810 454 616.53825 55 119 - 563.91998 - 690 360s 824 462 620.53548 62 116 - 563.91998 - 692 365s 838 463 infeasible 69 - 563.91998 - 695 370s 846 454 infeasible 15 - 569.71390 - 710 375s 854 460 578.32591 19 172 - 569.72751 - 712 380s 862 465 596.48357 22 167 - 569.72751 - 718 385s 875 474 603.33484 34 156 - 569.72751 - 717 390s 886 479 604.24192 39 163 - 569.72751 - 719 395s 902 488 infeasible 44 - 569.72751 - 716 400s 917 498 638.64649 53 154 - 569.72751 - 714 405s 935 508 633.13037 62 144 - 569.72751 - 709 410s 954 516 642.18593 73 140 - 569.72751 - 703 415s 970 527 643.80225 86 150 - 569.72751 - 701 420s 988 531 655.09900 92 137 - 569.72751 - 700 425s 1007 542 652.76476 110 129 - 569.72751 - 692 430s 1031 541 572.78485 14 176 - 572.78485 - 686 435s 1044 549 605.36804 18 172 - 572.81586 - 691 441s 1059 559 595.00059 24 155 - 572.81586 - 687 445s 1085 575 617.15514 42 167 - 572.81586 - 680 450s 1096 582 630.47141 48 146 - 572.81586 - 682 455s 1114 594 631.18333 59 135 - 572.81586 - 681 460s 1140 609 638.45980 71 144 - 572.81586 - 674 465s 1158 617 673.55324 78 137 - 572.81586 - 673 470s 1183 632 666.18404 89 124 - 572.81586 - 666 475s 1205 631 581.38149 15 166 - 573.01853 - 665 480s 1214 637 592.38952 20 178 - 573.01853 - 670 485s 1227 645 611.89807 28 154 - 573.01853 - 671 490s 1243 652 616.21124 35 147 - 573.01853 - 672 495s 1266 667 632.02782 50 138 - 573.01853 - 666 500s 1280 666 582.61743 16 176 - 573.06063 - 668 505s 1290 672 590.42796 20 159 - 573.06063 - 672 510s 1298 676 infeasible 22 - 573.06063 - 677 515s 1303 677 611.99314 27 147 - 573.06063 - 683 520s 1322 670 573.81427 14 172 - 573.08600 - 680 525s 1332 676 590.93785 20 171 - 573.08600 - 684 530s 1341 682 608.50016 25 180 - 573.08600 - 688 535s 1349 686 infeasible 27 - 573.08600 - 692 540s 1377 683 587.76726 17 164 - 573.36999 - 686 545s 1398 697 606.30402 32 148 - 573.36999 - 685 550s 1419 711 609.96093 46 146 - 573.36999 - 683 555s 1440 715 infeasible 13 - 574.17243 - 683 560s 1448 721 601.04519 20 159 - 574.19854 - 687 565s 1454 725 599.87015 23 152 - 574.19854 - 694 570s 1473 725 infeasible 35 - 574.19854 - 692 575s 1481 729 infeasible 21 - 575.35547 - 699 581s 1495 738 603.03683 26 144 - 575.35547 - 698 585s 1511 747 607.64889 34 143 - 575.35547 - 700 590s 1529 747 599.93252 25 180 - 575.35646 - 701 596s 1546 746 infeasible 29 - 575.35646 - 700 600s 1571 750 infeasible 32 - 575.87896 - 696 605s 1586 752 589.26223 19 164 - 575.87896 - 698 610s 1596 758 601.45190 23 149 - 575.87896 - 701 615s 1607 766 606.05979 28 142 - 575.87896 - 703 620s 1625 776 618.58625 39 147 - 575.87896 - 704 625s 1652 789 623.05754 59 132 - 575.87896 - 700 630s 1670 798 627.85907 71 111 - 575.87896 - 699 635s 1693 813 636.03414 79 102 - 575.87896 - 696 640s 1721 822 588.65518 18 162 - 576.96978 - 691 645s 1738 831 614.10148 27 142 - 576.96978 - 692 650s 1746 836 613.00247 28 160 - 576.96978 - 697 655s 1759 843 626.46563 34 143 - 576.96978 - 699 660s 1775 854 631.08189 41 139 - 576.96978 - 699 665s 1799 866 645.11100 56 122 - 576.96978 - 695 670s 1814 868 591.01570 23 155 - 577.61378 - 697 675s 1822 869 infeasible 26 - 577.61378 - 702 680s 1837 867 579.55776 16 169 - 578.56195 - 702 685s 1848 876 592.76644 20 164 - 578.56195 - 705 690s 1857 883 607.82156 27 147 - 578.56195 - 708 695s 1880 888 590.07103 18 182 - 578.56402 - 706 700s 1895 903 607.92771 24 168 - 578.56402 - 707 705s 1904 912 617.19257 27 166 - 578.56402 - 710 710s 1919 925 642.44545 35 154 - 578.56402 - 712 716s 1939 945 642.15089 48 130 - 578.56402 - 710 720s 1962 958 599.07127 17 170 - 578.69118 - 709 725s 1978 972 636.36763 24 161 - 578.69118 - 709 730s 1990 984 625.74445 34 143 - 578.69118 - 708 735s 2011 1003 633.78271 44 140 - 578.69118 - 705 740s 2052 1013 674.06569 61 129 - 578.69118 - 697 745s 2068 1014 581.60812 20 164 - 578.77055 - 698 750s 2073 1019 590.79700 21 157 - 578.77055 - 701 755s 2084 1028 596.60319 26 150 - 578.77055 - 703 760s 2092 1034 603.95324 30 145 - 578.77055 - 705 765s 2096 1034 infeasible 32 - 578.77055 - 712 771s 2107 1041 619.34268 38 127 - 578.77055 - 713 775s 2145 1078 624.16573 70 78 - 578.77055 - 704 780s 2181 1114 628.68613 94 78 - 578.77055 - 695 785s 2205 1126 599.56705 21 162 - 579.09002 - 693 790s 2211 1132 607.78921 24 144 - 579.09002 - 697 795s 2230 1151 619.17651 38 118 - 579.09002 - 696 800s 2250 1171 631.88252 48 116 - 579.09002 - 695 805s 2269 1170 600.22399 27 173 - 579.09902 - 694 810s 2282 1167 590.35981 18 167 - 580.25788 - 696 815s 2297 1182 603.05340 27 154 - 580.25788 - 697 820s 2320 1205 620.89856 38 111 - 580.25788 - 696 825s 2360 1241 infeasible 69 - 580.25788 - 690 830s 2376 1249 608.87277 23 171 - 580.47785 - 691 835s 2391 1260 613.65531 33 154 - 580.47785 - 692 840s 2410 1275 infeasible 41 - 580.47785 - 691 845s 2422 1279 612.60593 27 157 - 580.47785 - 694 851s 2431 1288 618.65873 34 139 - 580.47785 - 695 855s 2448 1294 611.62781 25 159 - 580.75145 - 695 860s 2452 1298 605.65831 26 157 - 580.75145 - 699 865s 2464 1306 614.99013 34 148 - 580.75145 - 699 870s 2481 1313 594.48248 16 177 - 580.79997 - 700 875s 2492 1322 622.17820 22 151 - 580.79997 - 700 880s 2513 1343 631.55371 30 154 - 580.79997 - 699 885s 2547 1374 infeasible 46 - 580.79997 - 693 890s 2560 1372 632.76409 29 173 - 580.83326 - 693 895s 2571 1375 600.17531 25 164 - 580.85833 - 695 900s 2582 1386 608.32807 30 157 - 580.85833 - 696 905s 2602 1406 624.14431 40 128 - 580.85833 - 695 910s 2626 1414 infeasible 21 - 581.25102 - 695 915s 2637 1425 598.55244 22 164 - 581.38363 - 695 920s 2657 1439 609.12663 29 143 - 581.38363 - 695 925s 2685 1465 622.83129 47 99 - 581.38363 - 692 930s 2718 1496 631.80849 70 107 - 581.38363 - 688 935s 2740 1515 643.16519 83 90 - 581.38363 - 687 940s 2765 1529 651.14842 98 74 - 581.38363 - 687 945s 2796 1551 infeasible 113 - 581.38363 - 685 950s 2810 1559 625.56424 20 162 - 581.69487 - 686 955s 2830 1569 596.52176 27 183 - 581.70352 - 686 960s 2841 1566 infeasible 27 - 581.97088 - 687 965s 2857 1580 618.27005 27 161 - 582.13328 - 688 970s 2881 1598 infeasible 40 - 582.13328 - 686 975s 2897 1608 612.86705 28 164 - 582.45380 - 687 980s 2908 1619 621.92058 34 151 - 582.45380 - 688 985s 2929 1634 638.43870 44 143 - 582.45380 - 687 990s 2959 1644 596.08350 18 181 - 582.58655 - 685 995s 2986 1671 622.54638 38 145 - 582.58655 - 682 1000s 3005 1690 640.87005 50 147 - 582.58655 - 681 1005s 3029 1710 654.66654 65 108 - 582.58655 - 679 1010s 3043 1712 592.46592 18 190 - 582.61923 - 681 1015s 3063 1732 612.18080 31 159 - 582.61923 - 680 1020s 3075 1740 622.31087 35 162 - 582.61923 - 682 1025s 3088 1739 608.49727 20 165 - 582.62262 - 684 1030s 3118 1763 infeasible 43 - 582.62262 - 681 1035s 3146 1780 629.57152 32 132 - 582.78444 - 679 1040s 3168 1800 637.92995 43 123 - 582.78444 - 678 1045s 3188 1812 621.59797 20 170 - 583.10362 - 678 1050s 3204 1828 632.79592 28 160 - 583.10362 - 678 1055s 3225 1837 617.86653 20 151 - 583.40865 - 678 1060s 3246 1854 630.43974 25 158 - 583.40865 - 677 1065s 3270 1876 633.23828 35 152 - 583.40865 - 676 1070s 3285 1891 637.43035 40 144 - 583.40865 - 676 1075s 3308 1910 644.59511 44 138 - 583.40865 - 675 1080s 3330 1928 652.93424 52 120 - 583.40865 - 674 1085s 3359 1939 660.54816 68 121 - 583.40865 - 672 1090s 3386 1950 610.06021 23 177 - 583.41467 - 670 1095s 3417 1968 infeasible 43 - 583.41467 - 667 1100s 3431 1976 616.55733 23 169 - 583.57999 - 669 1105s 3450 1993 629.79677 37 156 - 583.57999 - 668 1110s 3479 2000 619.30239 23 147 - 583.61300 - 667 1115s 3487 2008 622.72023 26 149 - 583.61300 - 668 1120s 3499 2018 633.61027 34 153 - 583.61300 - 669 1125s 3512 2029 644.26641 41 137 - 583.61300 - 671 1130s 3526 2039 infeasible 46 - 583.61300 - 672 1135s 3544 2045 603.26508 26 158 - 583.87020 - 672 1140s 3563 2058 618.63707 36 134 - 583.87020 - 672 1145s 3600 2091 634.99874 62 104 - 583.87020 - 669 1150s 3633 2120 infeasible 85 - 583.87020 - 667 1155s 3658 2125 591.05910 26 166 - 584.05408 - 665 1160s 3672 2135 627.25627 33 147 - 584.05408 - 667 1166s 3695 2154 infeasible 49 - 584.05408 - 666 1170s 3719 2178 634.76972 62 139 - 584.05408 - 665 1175s 3753 2198 593.81166 22 164 - 584.42067 - 662 1180s 3769 2214 609.79544 31 155 - 584.42067 - 663 1185s 3784 2229 621.42446 39 145 - 584.42067 - 663 1190s 3812 2257 637.35821 51 128 - 584.42067 - 662 1195s 3833 2278 640.85168 69 113 - 584.42067 - 662 1200s 3863 2294 593.16388 20 148 - 584.42195 - 661 1205s 3874 2305 601.86463 21 156 - 584.42195 - 662 1210s 3904 2335 613.27057 40 113 - 584.42195 - 660 1215s 3940 2369 629.88998 66 99 - 584.42195 - 658 1220s 3987 2416 642.53502 100 82 - 584.42195 - 653 1225s 4001 2420 607.64145 21 154 - 584.50855 - 654 1230s 4025 2444 622.43146 35 124 - 584.50855 - 653 1235s 4045 2454 infeasible 41 - 584.50855 - 654 1240s 4069 2474 665.14302 56 121 - 584.50855 - 653 1245s 4086 2477 590.58295 19 158 - 584.57993 - 654 1250s 4103 2488 infeasible 26 - 584.57993 - 655 1255s 4123 2506 620.81665 36 115 - 584.57993 - 655 1260s 4149 2530 infeasible 51 - 584.57993 - 654 1265s 4176 2555 643.83942 71 107 - 584.57993 - 652 1270s 4198 2567 infeasible 84 - 584.57993 - 653 1275s 4219 2582 681.33740 95 112 - 584.57993 - 652 1280s 4250 2587 586.35578 19 174 - 584.60687 - 651 1285s 4257 2594 624.50021 22 166 - 584.60687 - 654 1290s 4266 2603 607.49523 27 152 - 584.60687 - 655 1295s 4279 2610 infeasible 35 - 584.60687 - 656 1300s 4299 2622 595.88284 29 135 - 584.77223 - 656 1305s 4328 2651 609.58912 50 107 - 584.77223 - 654 1310s 4395 2712 620.46916 103 73 - 584.77223 - 647 1315s 4436 2741 607.67059 22 161 - 584.83543 - 643 1320s 4458 2761 626.65004 30 159 - 584.83543 - 643 1325s 4498 2799 647.64442 61 123 - 584.83543 - 640 1330s 4512 2797 617.83079 20 187 - 584.89669 - 641 1335s 4528 2813 631.59946 33 169 - 584.89669 - 641 1340s 4554 2839 644.11922 53 134 - 584.89669 - 640 1345s 4579 2860 657.86585 66 115 - 584.89669 - 640 1350s 4618 2893 677.88349 93 96 - 584.89669 - 638 1355s 4659 2922 infeasible 117 - 584.89669 - 635 1360s 4671 2934 615.43936 24 167 - 585.01241 - 636 1365s 4692 2949 630.02913 30 138 - 585.01241 - 637 1370s 4715 2970 infeasible 39 - 585.01241 - 637 1375s 4738 2979 597.69314 23 159 - 585.06249 - 637 1380s 4745 2986 602.96975 26 159 - 585.06249 - 638 1385s 4760 2997 616.38005 34 154 - 585.06249 - 639 1390s 4790 3027 637.68569 53 132 - 585.06249 - 638 1395s 4809 3044 649.87921 64 119 - 585.06249 - 639 1400s 4841 3074 663.99402 82 111 - 585.06249 - 637 1405s 4880 3111 677.75607 107 98 - 585.06249 - 634 1410s 4939 3148 595.99459 25 159 - 585.32940 - 628 1415s 4951 3160 617.62764 30 146 - 585.32940 - 629 1420s 4981 3188 627.88765 47 122 - 585.32940 - 628 1425s 5020 3217 602.24872 24 173 - 585.66375 - 626 1430s 5035 3228 623.46844 33 152 - 585.66375 - 626 1435s 5044 3237 661.81267 35 148 - 585.66375 - 628 1440s 5084 3271 657.33833 63 118 - 585.66375 - 626 1445s 5110 3285 596.15752 19 147 - 585.69188 - 626 1450s 5123 3296 infeasible 26 - 585.69188 - 626 1455s 5136 3300 infeasible 24 - 585.69188 - 628 1460s 5151 3307 infeasible 24 - 585.69188 - 629 1465s 5159 3312 622.58224 25 151 - 585.69188 - 631 1471s 5178 3331 630.02327 39 138 - 585.69188 - 631 1475s 5193 3344 639.07068 46 130 - 585.69188 - 631 1480s 5220 3366 infeasible 50 - 585.69188 - 630 1485s 5243 3373 601.81311 21 145 - 585.76413 - 630 1490s 5256 3380 620.98087 26 149 - 585.76413 - 631 1495s 5271 3389 627.19523 31 143 - 585.76413 - 632 1500s 5300 3414 646.37730 47 110 - 585.76413 - 631 1505s 5344 3450 671.78938 73 111 - 585.76413 - 629 1510s 5373 3459 605.94163 26 156 - 586.05313 - 629 1515s 5379 3461 infeasible 27 - 586.05313 - 631 1520s 5413 3481 606.74017 22 153 - 586.06154 - 629 1525s 5422 3489 611.06574 27 155 - 586.06154 - 629 1531s 5436 3499 632.20326 33 154 - 586.06154 - 629 1535s 5464 3525 634.21605 52 131 - 586.06154 - 628 1540s 5499 3558 657.61294 71 111 - 586.06154 - 626 1545s 5537 3586 690.50668 93 110 - 586.06154 - 625 1550s 5571 3598 596.28137 22 154 - 586.14689 - 623 1555s 5584 3611 607.27951 27 152 - 586.14689 - 624 1560s 5604 3629 623.13717 42 156 - 586.14689 - 624 1565s 5629 3654 638.58531 58 130 - 586.14689 - 624 1570s 5654 3677 654.72344 72 130 - 586.14689 - 623 1575s 5667 3680 606.70708 21 165 - 586.32233 - 623 1580s 5682 3691 infeasible 29 - 586.32233 - 624 1585s 5713 3718 infeasible 50 - 586.32233 - 623 1590s 5728 3727 610.53303 28 156 - 586.33716 - 624 1595s 5751 3748 623.66039 39 138 - 586.33716 - 624 1600s 5774 3769 632.09236 49 101 - 586.33716 - 623 1605s 5795 3780 612.09930 28 152 - 586.35555 - 623 1610s 5825 3793 infeasible 40 - 586.35555 - 622 1615s 5841 3809 615.80715 30 139 - 586.43367 - 622 1620s 5866 3822 598.91408 26 179 - 586.45638 - 621 1625s 5877 3831 629.51917 30 166 - 586.45638 - 622 1631s 5893 3843 infeasible 39 - 586.45638 - 622 1635s 5916 3863 673.49006 50 129 - 586.45638 - 622 1640s 5931 3874 682.71196 59 124 - 586.45638 - 623 1645s 5948 3877 601.45712 21 170 - 586.55738 - 624 1650s 5958 3885 613.42906 27 159 - 586.55738 - 625 1655s 5976 3897 627.00778 40 150 - 586.55738 - 625 1660s 5988 3909 630.51950 44 143 - 586.55738 - 625 1665s 6009 3930 642.94154 57 129 - 586.55738 - 625 1670s 6031 3948 652.03806 68 120 - 586.55738 - 624 1675s 6057 3956 610.54467 21 170 - 586.67560 - 624 1680s 6069 3967 637.61215 24 158 - 586.67560 - 625 1686s 6095 3991 645.64337 40 136 - 586.67560 - 624 1690s 6130 4026 669.25749 56 139 - 586.67560 - 622 1695s 6150 4038 688.21937 62 120 - 586.67560 - 622 1700s 6172 4050 617.09173 29 150 - 586.75961 - 622 1705s 6195 4072 630.95279 43 156 - 586.75961 - 622 1710s 6221 4096 642.98296 64 132 - 586.75961 - 621 1715s 6242 4101 591.94289 27 198 - 586.87272 - 621 1720s 6255 4106 606.22856 21 158 - 586.87495 - 622 1725s 6272 4122 616.20517 33 150 - 586.87495 - 622 1730s 6283 4127 infeasible 38 - 586.87495 - 623 1735s 6304 4146 642.94864 52 125 - 586.87495 - 623 1740s 6330 4162 673.85746 65 134 - 586.87495 - 623 1745s 6353 4177 595.26292 21 158 - 586.87836 - 623 1750s 6364 4186 608.50709 27 167 - 586.87836 - 624 1755s 6381 4201 616.28172 39 154 - 586.87836 - 624 1760s 6401 4221 634.32109 51 132 - 586.87836 - 624 1765s 6429 4249 641.12184 65 144 - 586.87836 - 623 1770s 6468 4282 infeasible 86 - 586.87836 - 622 1775s 6492 4292 601.10010 23 159 - 586.87918 - 621 1780s 6502 4302 614.81560 30 148 - 586.87918 - 622 1785s 6518 4316 625.69550 38 129 - 586.87918 - 622 1790s 6542 4338 644.11893 58 114 - 586.87918 - 622 1795s 6562 4352 infeasible 67 - 586.87918 - 622 1800s 6574 4360 610.53531 26 149 - 586.89395 - 623 1805s 6585 4371 619.45721 33 144 - 586.89395 - 624 1810s 6597 4383 626.87134 34 136 - 586.89395 - 625 1815s 6617 4401 629.81922 44 135 - 586.89395 - 625 1820s 6636 4420 649.85664 47 129 - 586.89395 - 625 1825s 6650 4432 641.21480 47 132 - 586.89395 - 626 1830s 6673 4451 646.37723 56 133 - 586.89395 - 625 1835s 6693 4471 648.30558 59 132 - 586.89395 - 625 1840s 6711 4479 infeasible 63 - 586.89395 - 626 1845s 6732 4476 infeasible 22 - 586.90756 - 626 1850s 6758 4498 634.64781 38 130 - 586.90756 - 625 1855s 6771 4501 620.80042 22 173 - 586.95711 - 626 1860s 6792 4516 infeasible 36 - 586.95711 - 626 1865s 6811 4533 649.61745 43 105 - 586.95711 - 627 1870s 6829 4539 625.94474 21 173 - 586.98196 - 627 1875s 6840 4548 637.66959 27 172 - 586.98196 - 628 1880s 6861 4567 650.56055 43 156 - 586.98196 - 628 1885s 6888 4594 663.26982 61 135 - 586.98196 - 627 1890s 6905 4607 infeasible 70 - 586.98196 - 627 1895s 6941 4625 611.42342 24 173 - 587.14937 - 626 1900s 6959 4643 634.43693 36 158 - 587.14937 - 626 1905s 6978 4650 602.59976 17 181 - 587.27234 - 627 1910s 7007 4671 647.17508 35 172 - 587.27234 - 625 1915s 7034 4684 595.87959 21 149 - 587.51866 - 625 1920s 7066 4716 634.36866 46 126 - 587.51866 - 624 1925s 7083 4733 658.47588 57 137 - 587.51866 - 624 1930s 7111 4749 infeasible 67 - 587.51866 - 623 1935s 7129 4752 598.16129 26 160 - 587.54668 - 624 1940s 7152 4775 606.65724 41 157 - 587.54668 - 623 1945s 7165 4788 615.26529 49 145 - 587.54668 - 624 1950s 7195 4818 626.31832 74 124 - 587.54668 - 623 1955s 7241 4854 643.89843 102 105 - 587.54668 - 621 1960s 7276 4868 infeasible 21 - 587.54749 - 620 1965s 7298 4882 637.58220 35 144 - 587.54749 - 620 1970s 7318 4892 627.93953 26 154 - 587.54897 - 620 1975s 7356 4930 653.87202 52 134 - 587.54897 - 618 1980s 7382 4956 678.71424 59 128 - 587.54897 - 618 1985s 7422 4986 infeasible 81 - 587.54897 - 616 1990s 7451 5003 608.95668 34 125 - 587.56842 - 616 1995s 7476 5022 infeasible 50 - 587.56842 - 616 2000s 7519 5058 647.21796 78 73 - 587.56842 - 614 2005s 7539 5072 598.40131 31 166 - 587.58280 - 615 2010s 7554 5085 611.73477 37 120 - 587.58280 - 615 2015s 7599 5128 624.34190 70 94 - 587.58280 - 614 2020s 7655 5174 628.67851 116 69 - 587.58280 - 611 2025s 7689 5191 653.40250 131 64 - 587.58280 - 611 2030s 7713 5204 595.91763 25 167 - 587.77772 - 611 2035s 7727 5214 601.24036 36 164 - 587.77772 - 612 2040s 7744 5231 611.50710 49 126 - 587.77772 - 612 2045s 7768 5255 631.75054 63 98 - 587.77772 - 612 2050s 7817 5297 640.62491 99 100 - 587.77772 - 610 2055s 7851 5305 601.72449 20 156 - 587.81540 - 609 2060s 7863 5317 615.78934 28 158 - 587.81540 - 610 2065s 7891 5345 629.64008 50 129 - 587.81540 - 609 2070s 7915 5367 643.57481 64 106 - 587.81540 - 609 2075s 7942 5382 594.96605 19 161 - 587.91967 - 609 2080s 7956 5396 613.96324 29 145 - 587.91967 - 610 2085s 7976 5416 628.00186 44 119 - 587.91967 - 610 2090s 8007 5447 645.04357 65 96 - 587.91967 - 609 2095s 8033 5457 603.04588 24 157 - 587.92731 - 609 2101s 8044 5464 606.30428 26 169 - 587.92731 - 610 2105s 8058 5474 635.81906 35 151 - 587.92731 - 610 2110s 8081 5497 637.11191 45 130 - 587.92731 - 610 2115s 8110 5522 infeasible 61 - 587.92731 - 610 2120s 8124 5527 602.99563 23 150 - 587.93683 - 610 2125s 8142 5535 infeasible 33 - 587.93683 - 611 2130s 8170 5563 639.75728 53 134 - 587.93683 - 610 2135s 8219 5598 infeasible 78 - 587.93683 - 608 2140s 8233 5602 600.17275 24 150 - 587.94888 - 609 2145s 8251 5614 623.51145 32 142 - 587.94888 - 609 2150s 8271 5632 653.45710 41 152 - 587.94888 - 609 2155s 8292 5652 716.03603 53 134 - 587.94888 - 609 2160s 8333 5685 infeasible 77 - 587.94888 - 608 2165s 8373 5705 616.41265 30 132 - 588.07510 - 607 2170s 8396 5726 621.47291 44 114 - 588.07510 - 606 2175s 8438 5758 635.36701 78 109 - 588.07510 - 605 2180s 8461 5771 608.79692 25 157 - 588.14040 - 606 2185s 8478 5788 620.72133 36 147 - 588.14040 - 606 2190s 8488 5790 626.51764 39 145 - 588.14040 - 607 2195s 8504 5794 599.79673 22 148 - 588.19187 - 607 2200s 8511 5799 615.87966 23 159 - 588.19187 - 608 2205s 8517 5801 infeasible 25 - 588.19187 - 609 2210s 8539 5817 629.86601 37 141 - 588.19187 - 609 2215s 8562 5840 640.48103 44 134 - 588.19187 - 609 2220s 8592 5866 654.76937 59 125 - 588.19187 - 608 2225s 8636 5900 infeasible 91 - 588.19187 - 606 2230s 8676 5929 686.61314 120 105 - 588.19187 - 604 2235s 8698 5939 612.02108 28 150 - 588.20218 - 604 2240s 8716 5955 622.10299 36 127 - 588.20218 - 605 2245s 8735 5970 infeasible 45 - 588.20218 - 605 2250s 8751 5976 603.47229 21 151 - 588.27964 - 605 2255s 8763 5988 632.25630 21 159 - 588.27964 - 606 2260s 8773 5994 624.50270 25 163 - 588.27964 - 607 2265s 8792 6011 662.49353 30 167 - 588.27964 - 607 2270s 8793 6011 649.16674 29 154 - 588.27964 - 608 2276s 8805 6019 655.32557 39 157 - 588.27964 - 608 2280s 8843 6056 664.09537 60 141 - 588.27964 - 607 2285s 8893 6095 669.10801 74 121 - 588.27964 - 605 2290s 8945 6118 695.20990 116 126 - 588.27964 - 602 2295s 8969 6119 649.50436 25 179 - 588.34493 - 602 2300s 8979 6123 606.00497 25 160 - 588.34815 - 602 2305s 8996 6140 622.87015 36 142 - 588.34815 - 602 2310s 9016 6150 591.83403 19 148 - 588.36593 - 602 2315s 9028 6162 607.55979 24 147 - 588.36593 - 603 2320s 9049 6177 631.38518 37 138 - 588.36593 - 603 2325s 9085 6211 649.19647 52 103 - 588.36593 - 602 2330s 9143 6267 673.96903 91 38 - 588.36593 - 600 2335s 9195 6315 680.25943 122 75 - 588.36593 - 598 2340s 9226 6336 627.79273 21 157 - 588.45956 - 597 2345s 9249 6353 654.19001 30 154 - 588.45956 - 597 2350s 9276 6378 671.01941 51 136 - 588.45956 - 596 2355s 9304 6402 infeasible 65 - 588.45956 - 596 2360s 9330 6416 607.96534 22 157 - 588.46866 - 596 2365s 9345 6431 623.79883 29 145 - 588.46866 - 596 2370s 9369 6453 641.46427 41 118 - 588.46866 - 596 2375s 9405 6481 653.49058 57 120 - 588.46866 - 595 2380s 9428 6494 628.48618 27 145 - 588.52436 - 595 2385s 9485 6545 659.27964 61 119 - 588.52436 - 593 2390s 9512 6558 632.40671 26 175 - 588.58264 - 593 2395s 9527 6571 638.66704 33 148 - 588.58264 - 593 2400s 9547 6583 590.35888 18 178 - 588.62542 - 594 2405s 9559 6591 627.74498 25 155 - 588.62542 - 594 2410s 9581 6609 639.15970 41 110 - 588.62542 - 594 2415s 9605 6624 606.47172 22 157 - 588.67025 - 594 2422s 9611 6624 613.76634 19 160 - 588.70938 - 595 2426s 9634 6647 630.83675 37 129 - 588.70938 - 595 2430s 9669 6667 603.76466 21 162 - 588.98317 - 594 2435s 9679 6673 611.67906 25 150 - 588.98317 - 595 2440s 9711 6705 633.67177 47 122 - 588.98317 - 594 2445s 9747 6741 645.19707 72 114 - 588.98317 - 593 2450s 9785 6773 666.21251 99 124 - 588.98317 - 592 2455s 9819 6801 685.41936 110 111 - 588.98317 - 591 2460s 9842 6800 617.19947 21 180 - 589.03698 - 591 2465s 9853 6809 631.91700 26 169 - 589.03698 - 592 2470s 9870 6822 645.61938 37 159 - 589.03698 - 592 2475s 9879 6821 infeasible 22 - 589.04466 - 593 2480s 9891 6831 624.20865 29 142 - 589.04466 - 593 2485s 9905 6834 infeasible 33 - 589.04466 - 594 2490s 9923 6844 infeasible 42 - 589.04466 - 594 2495s 9933 6841 infeasible 22 - 589.11648 - 595 2500s 9946 6852 639.42588 30 146 - 589.11648 - 595 2505s 9966 6861 infeasible 40 - 589.11648 - 596 2510s 9979 6870 628.64703 27 157 - 589.13322 - 596 2515s 9993 6884 639.34549 32 151 - 589.13322 - 596 2520s 10014 6905 654.78533 44 129 - 589.13322 - 596 2525s 10037 6914 603.46290 35 160 - 589.13322 - 596 2530s 10044 6919 613.29776 38 150 - 589.13322 - 597 2535s 10062 6936 630.39175 50 143 - 589.13322 - 597 2540s 10093 6964 653.06080 72 113 - 589.13322 - 596 2545s 10117 6974 600.46700 32 147 - 589.15382 - 596 2550s 10123 6978 607.62581 36 151 - 589.15382 - 596 2555s 10128 6983 634.48924 36 130 - 589.15382 - 597 2560s 10142 6997 644.69844 44 133 - 589.15382 - 597 2566s 10162 7017 642.10915 58 131 - 589.15382 - 596 2570s 10181 7020 595.82873 28 170 - 589.26424 - 596 2575s 10189 7024 600.88471 38 153 - 589.33841 - 596 2580s 10198 7033 612.28936 44 147 - 589.33841 - 596 2585s 10203 7038 616.78431 48 144 - 589.33841 - 596 2590s 10216 7051 622.61484 57 128 - 589.33841 - 596 2595s 10232 7067 631.30221 68 110 - 589.33841 - 596 2600s 10242 7073 645.79851 69 102 - 589.33841 - 596 2605s 10262 7091 654.00385 83 105 - 589.33841 - 596 2610s 10283 7096 614.29110 19 177 - 589.35810 - 596 2615s 10294 7103 630.79500 24 174 - 589.35810 - 596 2620s 10318 7123 641.22052 44 138 - 589.35810 - 596 2625s 10354 7157 650.23319 59 117 - 589.35810 - 595 2630s 10397 7194 infeasible 79 - 589.35810 - 594 2635s 10425 7208 infeasible 90 - 589.35810 - 595 2640s 10448 7211 627.19748 24 169 - 589.40794 - 595 2645s 10465 7224 638.85692 36 157 - 589.40794 - 595 2650s 10507 7266 657.54764 68 114 - 589.40794 - 594 2655s 10546 7279 596.13408 23 149 - 589.47313 - 593 2660s 10563 7295 647.95841 36 140 - 589.47313 - 594 2665s 10581 7311 infeasible 46 - 589.47313 - 594 2670s 10601 7329 628.43438 59 100 - 589.47313 - 594 2675s 10646 7367 647.68165 83 77 - 589.47313 - 593 2680s 10684 7399 infeasible 100 - 589.47313 - 592 2685s 10729 7441 670.87158 128 53 - 589.47313 - 591 2690s 10782 7474 infeasible 160 - 589.47313 - 589 2695s 10866 7514 infeasible 26 - 589.52562 - 585 2701s 10875 7523 605.00588 24 168 - 589.52702 - 586 2705s 10898 7544 611.88670 43 149 - 589.52702 - 585 2710s 10918 7564 631.30858 53 118 - 589.52702 - 586 2715s 10955 7597 654.46311 78 109 - 589.52702 - 585 2720s 11016 7631 597.37712 22 158 - 589.55889 - 583 2725s 11035 7650 609.83893 38 142 - 589.55889 - 583 2730s 11061 7672 infeasible 53 - 589.55889 - 583 2735s 11098 7699 infeasible 78 - 589.55889 - 582 2740s 11113 7704 612.62341 22 161 - 589.63534 - 583 2745s 11124 7713 618.78055 30 144 - 589.63534 - 584 2750s 11155 7744 636.66685 47 136 - 589.63534 - 583 2755s 11189 7776 infeasible 65 - 589.63534 - 583 2760s 11229 7804 607.77288 33 161 - 589.74269 - 582 2765s 11254 7825 infeasible 54 - 589.74269 - 582 2771s 11272 7843 630.50143 61 107 - 589.74269 - 582 2775s 11308 7879 643.80827 85 86 - 589.74269 - 582 2780s 11358 7929 655.21444 124 108 - 589.74269 - 580 2785s 11414 7967 592.55564 16 175 - 589.74640 - 578 2790s 11426 7979 611.23147 26 159 - 589.74640 - 579 2795s 11448 7987 infeasible 41 - 589.74640 - 579 2800s 11462 7995 614.89204 21 160 - 589.78436 - 579 2805s 11478 8011 629.00474 34 137 - 589.78436 - 580 2810s 11506 8039 640.99751 52 105 - 589.78436 - 579 2815s 11539 8072 667.20297 74 112 - 589.78436 - 579 2820s 11562 8092 677.67091 86 100 - 589.78436 - 579 2825s 11587 8103 619.42583 25 155 - 589.79418 - 579 2830s 11629 8141 641.36298 53 136 - 589.79418 - 578 2835s 11655 8163 667.62903 66 135 - 589.79418 - 578 2840s 11681 8177 694.95931 79 121 - 589.79418 - 578 2845s 11700 8186 631.51698 27 161 - 589.81655 - 578 2850s 11714 8200 658.06303 32 144 - 589.81655 - 579 2855s 11742 8226 infeasible 55 - 589.81655 - 578 2860s 11761 8235 infeasible 33 - 589.89222 - 578 2865s 11781 8255 651.20019 47 133 - 589.89222 - 578 2870s 11817 8289 682.34753 68 108 - 589.89222 - 578 2875s 11849 8297 605.82299 23 151 - 590.01316 - 577 2880s 11858 8304 625.73228 29 150 - 590.01316 - 578 2885s 11882 8328 637.55895 47 134 - 590.01316 - 578 2890s 11933 8358 592.70437 21 165 - 590.04764 - 577 2895s 11956 8377 infeasible 42 - 590.04764 - 577 2900s 11985 8402 622.68959 62 86 - 590.04764 - 576 2905s 12048 8457 641.38072 110 83 - 590.04764 - 575 2910s 12085 8492 656.16149 134 80 - 590.04764 - 574 2915s 12102 8497 infeasible 27 - 590.06969 - 575 2921s 12125 8520 625.92833 46 135 - 590.06969 - 574 2925s 12159 8554 647.36722 67 109 - 590.06969 - 574 2930s 12195 8588 655.90085 87 102 - 590.06969 - 573 2935s 12239 8610 606.68243 27 157 - 590.11511 - 572 2940s 12270 8639 627.93097 45 135 - 590.11511 - 572 2945s 12295 8662 653.63012 59 119 - 590.11511 - 572 2950s 12324 8681 605.22415 22 169 - 590.16207 - 572 2955s 12332 8689 611.11708 24 164 - 590.16207 - 572 2960s 12337 8690 infeasible 25 - 590.16207 - 574 2967s 12341 8692 618.49671 28 152 - 590.16207 - 574 2970s 12355 8706 627.09048 34 144 - 590.16207 - 574 2975s 12390 8737 648.90393 62 105 - 590.16207 - 574 2980s 12439 8779 664.38705 92 93 - 590.16207 - 572 2985s 12455 8787 634.00686 24 159 - 590.26987 - 573 2990s 12464 8792 646.62112 27 142 - 590.26987 - 573 2995s 12501 8825 668.02820 47 119 - 590.26987 - 573 3000s 12541 8859 infeasible 64 - 590.26987 - 572 3005s 12554 8866 612.82483 39 136 - 590.28353 - 572 3010s 12577 8887 629.89970 53 134 - 590.28353 - 572 3015s 12597 8907 648.30563 61 138 - 590.28353 - 573 3020s 12628 8928 612.32867 18 166 - 590.28587 - 572 3025s 12637 8937 630.06920 21 159 - 590.28587 - 573 3030s 12658 8958 646.04234 39 137 - 590.28587 - 573 3035s 12707 8999 661.80686 78 112 - 590.28587 - 572 3040s 12740 9017 608.38694 27 141 - 590.33553 - 571 3045s 12782 9059 628.38665 61 88 - 590.33553 - 570 3050s 12852 9127 642.88074 116 63 - 590.33553 - 568 3055s 12892 9153 621.22187 26 151 - 590.40629 - 567 3060s 12901 9158 infeasible 29 - 590.40629 - 568 3065s 12926 9177 651.68070 41 130 - 590.40629 - 568 3070s 12964 9215 685.19624 65 108 - 590.40629 - 567 3075s 12991 9242 698.33191 80 108 - 590.40629 - 567 3080s 13020 9253 628.93000 26 146 - 590.45012 - 567 3085s 13036 9265 633.25608 33 140 - 590.45012 - 567 3090s 13078 9301 654.08218 58 93 - 590.45012 - 567 3095s 13149 9368 667.84090 101 52 - 590.45012 - 565 3100s 13212 9424 677.38637 155 60 - 590.45012 - 562 3105s 13245 9442 631.72517 35 154 - 590.45425 - 562 3110s 13275 9466 649.87660 52 130 - 590.45425 - 562 3115s 13308 9481 infeasible 23 - 590.50199 - 561 3120s 13325 9490 614.18619 28 151 - 590.55468 - 562 3125s 13364 9525 infeasible 56 - 590.55468 - 561 3130s 13378 9527 597.97328 20 165 - 590.56931 - 562 3135s 13395 9542 612.94129 32 160 - 590.56931 - 562 3140s 13411 9556 620.86318 38 142 - 590.56931 - 562 3145s 13420 9559 infeasible 41 - 590.56931 - 563 3150s 13434 9567 621.74548 27 158 - 590.63863 - 563 3155s 13456 9585 635.74831 40 104 - 590.63863 - 564 3160s 13537 9654 653.92757 86 47 - 590.63863 - 561 3165s 13616 9717 667.46810 155 61 - 590.63863 - 558 3170s 13649 9736 624.21954 27 137 - 590.68797 - 558 3175s 13692 9753 599.97995 32 163 - 590.69112 - 557 3180s 13708 9767 618.24595 40 129 - 590.69112 - 557 3185s 13729 9786 629.41854 54 105 - 590.69112 - 558 3190s 13783 9839 654.92179 91 90 - 590.69112 - 556 3195s 13823 9863 619.12984 28 148 - 590.81001 - 556 3200s 13847 9881 631.71551 39 140 - 590.81001 - 556 3205s 13867 9881 600.59463 23 158 - 590.86744 - 556 3210s 13875 9887 615.88675 24 158 - 590.86744 - 557 3215s 13895 9907 624.38263 39 137 - 590.86744 - 557 3220s 13914 9918 infeasible 54 - 590.86744 - 557 3225s 13932 9924 607.98292 22 172 - 590.93703 - 557 3230s 13943 9929 621.69334 28 158 - 590.93703 - 558 3235s 13958 9944 631.76297 36 153 - 590.93703 - 558 3240s 13985 9971 648.84983 47 140 - 590.93703 - 558 3245s 14025 10000 611.12545 34 152 - 590.93855 - 557 3250s 14041 10012 622.49432 42 142 - 590.93855 - 557 3255s 14051 10018 630.16313 46 138 - 590.93855 - 558 3260s 14064 10023 632.86605 49 139 - 590.93855 - 558 3265s 14076 10023 infeasible 53 - 590.93855 - 559 3270s 14086 10031 634.72547 25 163 - 590.94257 - 559 3275s 14103 10040 648.76212 30 161 - 590.94257 - 560 3280s 14127 10062 657.63185 46 145 - 590.94257 - 560 3285s 14158 10091 infeasible 58 - 590.94257 - 559 3290s 14204 10132 681.96334 88 94 - 590.94257 - 559 3295s 14294 10201 infeasible 169 - 590.94257 - 556 3300s 14309 10208 632.88300 27 160 - 590.95702 - 556 3305s 14321 10218 650.00904 32 162 - 590.95702 - 557 3310s 14345 10240 666.79913 47 136 - 590.95702 - 556 3315s 14375 10268 690.09955 71 115 - 590.95702 - 556 3320s 14397 10278 infeasible 27 - 591.02219 - 557 3325s 14419 10300 639.41084 40 120 - 591.02219 - 557 3330s 14494 10370 659.96093 103 74 - 591.02219 - 555 3335s 14540 10404 610.84520 23 159 - 591.07471 - 554 3340s 14552 10414 627.13575 30 159 - 591.07471 - 555 3345s 14569 10429 653.96208 39 147 - 591.07471 - 555 3350s 14586 10444 649.46870 46 146 - 591.07471 - 555 3355s 14621 10477 677.50079 65 110 - 591.07471 - 555 3360s 14652 10494 611.67361 33 154 - 591.09170 - 554 3365s 14677 10517 641.23512 49 117 - 591.09170 - 554 3370s 14729 10557 infeasible 85 - 591.09170 - 553 3375s 14743 10551 infeasible 20 - 591.33703 - 554 3380s 14757 10565 625.49469 30 143 - 591.37754 - 554 3385s 14775 10577 infeasible 39 - 591.37754 - 555 3390s 14803 10589 596.92891 20 155 - 591.41197 - 555 3395s 14812 10596 infeasible 24 - 591.41197 - 555 3400s 14834 10612 629.94877 36 131 - 591.41197 - 555 3405s 14870 10648 652.93509 58 113 - 591.41197 - 555 3410s 14916 10674 614.42741 24 162 - 591.43138 - 554 3415s 14950 10708 638.79724 50 130 - 591.43138 - 553 3420s 14973 10731 651.58185 62 114 - 591.43138 - 553 3425s 15000 10744 631.36386 23 155 - 591.47922 - 553 3430s 15023 10765 646.99411 35 163 - 591.47922 - 553 3435s 15047 10787 662.17816 49 141 - 591.47922 - 553 3440s 15073 10807 680.08539 65 120 - 591.47922 - 553 3445s 15107 10831 702.82029 87 90 - 591.47922 - 554 3450s 15139 10841 615.98083 27 162 - 591.49658 - 553 3455s 15151 10849 633.20035 32 157 - 591.49658 - 554 3460s 15178 10876 647.65086 54 155 - 591.49658 - 554 3465s 15219 10917 666.64873 75 142 - 591.49658 - 553 3470s 15263 10941 611.38190 20 158 - 591.52953 - 552 3475s 15275 10951 infeasible 24 - 591.52953 - 553 3481s 15291 10967 637.95465 34 130 - 591.52953 - 553 3485s 15317 10993 657.21833 45 118 - 591.52953 - 553 3490s 15362 11024 infeasible 71 - 591.52953 - 552 3495s 15382 11040 622.55858 30 148 - 591.53531 - 552 3500s 15425 11073 664.93209 56 145 - 591.53531 - 551 3505s 15455 11087 594.08590 21 167 - 591.60711 - 551 3510s 15468 11100 622.09552 27 148 - 591.60711 - 552 3515s 15500 11124 679.65218 45 145 - 591.60711 - 551 3520s 15532 11152 infeasible 65 - 591.60711 - 551 3525s 15559 11171 infeasible 74 - 591.60711 - 551 3530s 15577 11179 611.51320 26 150 - 591.61010 - 551 3535s 15591 11193 627.54535 34 151 - 591.61010 - 552 3540s 15622 11218 654.04050 56 137 - 591.61010 - 551 3545s 15649 11241 706.30654 67 139 - 591.61010 - 551 3550s 15662 11242 infeasible 70 - 591.61010 - 552 3555s 15692 11268 713.90209 85 117 - 591.61010 - 552 3560s 15710 11270 622.70332 26 146 - 591.66320 - 552 3565s 15720 11278 infeasible 31 - 591.66320 - 552 3570s 15729 11281 648.31386 31 160 - 591.66320 - 553 3575s 15759 11309 671.08708 47 124 - 591.66320 - 553 3580s 15793 11341 690.97122 68 109 - 591.66320 - 552 3585s 15834 11360 607.33063 21 170 - 591.67684 - 552 3591s 15845 11371 625.16318 26 158 - 591.67684 - 552 3595s Cutting planes: Gomory: 17 Cover: 156 Implied bound: 58 Flow cover: 157 GUB cover: 15 Zero half: 2 Explored 15872 nodes (8790552 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.920000000000e+02, gap -