Gurobi 5.0.1 (linux64) logging started Fri Dec 21 08:27:06 2012 Optimize a model with 13202 rows, 12960 columns and 57518 nonzeros Presolve removed 794 rows and 160 columns Presolve time: 0.11s Presolved: 12408 rows, 12800 columns, 56304 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 4.241223e+02, 19964 iterations, 3.73 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 424.12229 0 163 - 424.12229 - - 4s 0 0 474.24031 0 186 - 474.24031 - - 5s 0 0 487.94373 0 187 - 487.94373 - - 6s 0 0 498.80128 0 186 - 498.80128 - - 7s 0 0 500.98509 0 190 - 500.98509 - - 8s 0 0 502.53378 0 185 - 502.53378 - - 8s 0 0 503.31181 0 195 - 503.31181 - - 9s 0 0 503.50038 0 195 - 503.50038 - - 9s 0 0 504.41403 0 194 - 504.41403 - - 9s 0 0 505.71384 0 193 - 505.71384 - - 10s 0 0 506.40404 0 192 - 506.40404 - - 10s 0 0 506.84464 0 193 - 506.84464 - - 10s 0 0 507.00670 0 192 - 507.00670 - - 10s 0 0 507.13723 0 193 - 507.13723 - - 11s 0 0 507.31176 0 194 - 507.31176 - - 11s 0 0 507.31701 0 192 - 507.31701 - - 20s 0 0 507.31701 0 192 - 507.31701 - - 20s 0 2 507.31787 0 192 - 507.31787 - - 22s 2 4 514.33641 2 184 - 508.26278 - 1257 25s 11 9 524.59008 7 185 - 508.26278 - 934 30s 29 19 541.08729 18 168 - 508.26278 - 679 35s 44 34 543.91635 28 173 - 508.26278 - 670 40s 59 47 561.82235 37 170 - 508.26278 - 657 45s 71 49 infeasible 44 - 508.26278 - 696 50s 90 64 577.13425 55 154 - 508.26278 - 651 55s 111 75 605.63968 66 158 - 508.26278 - 643 60s 124 80 529.56442 5 183 - 516.35807 - 667 65s 150 100 infeasible 24 - 516.35807 - 611 70s 178 114 519.81670 3 190 - 517.61494 - 581 75s 188 124 524.12148 9 189 - 517.61494 - 606 80s 201 137 527.27468 18 177 - 517.61494 - 618 85s 219 155 536.22297 30 177 - 517.61494 - 619 90s 227 161 infeasible 32 - 517.61494 - 656 95s 242 176 544.28676 43 171 - 517.61494 - 656 100s 254 188 553.60248 48 151 - 517.61494 - 678 105s 264 198 561.44590 53 150 - 517.61494 - 697 110s 282 210 578.59374 59 148 - 517.61494 - 699 115s 302 208 infeasible 4 - 520.61950 - 700 120s 323 227 537.63693 16 177 - 520.62913 - 700 125s 335 237 529.95078 20 165 - 520.62913 - 711 130s 349 243 infeasible 28 - 520.62913 - 726 135s 366 258 552.05731 37 178 - 520.62913 - 733 141s 383 275 558.45051 45 165 - 520.62913 - 726 145s 399 289 550.86568 54 159 - 520.62913 - 730 150s 419 294 infeasible 5 - 521.14492 - 730 155s 430 303 infeasible 7 - 521.14640 - 748 161s 435 304 infeasible 8 - 521.14640 - 773 166s 443 308 541.38967 8 178 - 521.14640 - 787 170s 455 316 544.95451 8 180 - 521.14640 - 794 175s 467 328 552.99589 12 186 - 521.14640 - 808 181s 474 335 546.87605 11 174 - 521.14640 - 814 185s 490 341 555.21953 18 165 - 521.14640 - 819 190s 502 349 549.71918 24 172 - 521.14640 - 826 195s 517 362 575.77087 23 150 - 521.14640 - 831 200s 531 372 561.32530 32 166 - 521.14640 - 833 205s 562 395 563.88596 41 163 - 521.14640 - 811 210s 582 411 infeasible 54 - 521.14640 - 804 215s 601 421 559.32445 43 192 - 521.14640 - 801 221s 603 422 534.95389 13 170 - 521.14640 - 798 225s 605 424 578.08679 56 202 - 521.14640 - 795 230s 608 426 558.74552 57 189 - 521.14640 - 791 235s 611 428 534.18172 29 198 - 521.14640 - 787 240s 615 430 530.64327 12 207 - 521.14640 - 782 245s 621 434 559.32445 43 207 - 521.14640 - 775 250s 625 437 593.04346 64 207 - 521.14640 - 770 264s 627 438 530.64327 12 207 - 521.14640 - 767 278s 628 441 521.14640 15 206 - 521.14640 - 831 288s 629 442 521.45753 15 193 - 521.14640 - 832 299s 630 442 521.14640 16 202 - 521.14640 - 831 310s 631 443 521.14640 16 197 - 521.14640 - 832 321s 633 444 604.66798 17 189 - 521.14640 - 841 328s 634 445 526.50941 18 192 - 521.14640 - 842 330s 643 447 533.25306 22 168 - 521.14640 - 843 335s 649 449 552.80542 25 170 - 521.14640 - 848 340s 656 452 549.01773 29 169 - 521.14640 - 853 346s 661 455 573.34730 31 169 - 521.14640 - 860 350s 664 455 572.77441 33 178 - 521.14640 - 871 355s 672 459 602.22846 37 165 - 521.14640 - 873 360s 679 462 588.90032 41 179 - 521.14640 - 875 365s 692 467 613.97161 47 164 - 521.14640 - 870 370s 704 465 infeasible 53 - 521.14640 - 865 375s 713 463 529.92884 18 178 - 522.07605 - 865 380s 729 463 552.63835 26 170 - 522.07605 - 862 386s 735 467 556.36470 29 180 - 522.07605 - 865 390s 743 471 544.28299 33 164 - 522.07605 - 868 395s 757 476 549.14734 40 167 - 522.07605 - 864 400s 768 481 551.33524 46 161 - 522.07605 - 862 405s 779 485 infeasible 51 - 522.07605 - 864 410s 787 490 620.85085 55 151 - 522.07605 - 869 415s 793 490 infeasible 58 - 522.07605 - 878 420s 805 492 578.24995 64 153 - 522.07605 - 877 425s 823 490 591.84223 73 151 - 522.07605 - 872 430s 831 495 657.45711 77 165 - 522.07605 - 882 436s 840 499 586.97849 82 145 - 522.07605 - 880 440s 851 505 607.37792 87 163 - 522.07605 - 882 445s 862 510 595.18756 93 145 - 522.07605 - 883 450s 885 503 infeasible 104 - 522.07605 - 875 455s 910 496 607.00756 117 151 - 522.07605 - 861 460s 927 493 534.40702 19 177 - 527.14295 - 855 465s 939 501 543.00418 25 172 - 527.14295 - 854 470s 952 506 566.72064 31 166 - 527.14295 - 855 475s 961 510 558.33339 36 171 - 527.14295 - 857 480s 970 512 577.88448 40 169 - 527.14295 - 863 485s 980 519 585.54007 45 164 - 527.14295 - 867 490s 996 525 infeasible 53 - 527.14295 - 864 495s 1008 525 infeasible 59 - 527.14295 - 863 500s 1034 519 infeasible 72 - 527.14295 - 853 505s 1053 510 546.66643 20 182 - 530.72264 - 849 510s 1061 504 infeasible 19 - 530.91535 - 857 516s 1070 510 541.73451 30 184 - 532.22041 - 858 520s 1082 518 546.89021 37 165 - 532.22041 - 858 525s 1094 526 552.54400 44 155 - 532.22041 - 858 530s 1111 536 559.04503 58 154 - 532.22041 - 854 535s 1132 548 573.17403 75 150 - 532.22041 - 847 540s 1147 558 597.23383 81 142 - 532.22041 - 845 545s 1167 571 588.64029 95 146 - 532.22041 - 838 550s 1184 581 594.99205 103 134 - 532.22041 - 832 555s 1206 595 600.20752 117 135 - 532.22041 - 824 560s 1227 595 infeasible 126 - 532.22041 - 820 565s 1231 592 533.04901 20 190 - 532.40522 - 828 570s 1243 598 551.97491 28 186 - 532.40522 - 832 575s 1254 605 555.75847 33 177 - 532.40522 - 831 580s 1271 615 590.18760 40 173 - 532.40522 - 829 585s 1292 629 596.46385 57 161 - 532.40522 - 824 590s 1305 637 608.58261 63 159 - 532.40522 - 824 595s 1326 649 infeasible 73 - 532.40522 - 819 600s 1364 671 625.73886 110 151 - 532.40522 - 800 605s 1380 671 548.72279 24 177 - 533.25467 - 800 610s 1395 678 586.25727 35 188 - 533.25467 - 798 615s 1409 677 543.27868 25 180 - 533.27872 - 799 620s 1417 682 557.26053 26 173 - 533.27872 - 804 625s 1426 686 560.77719 30 164 - 533.27872 - 807 630s 1442 695 562.02306 42 170 - 533.27872 - 806 635s 1456 704 568.51392 51 146 - 533.27872 - 806 640s 1477 716 648.05013 62 139 - 533.27872 - 806 646s 1503 729 601.45030 81 146 - 533.27872 - 797 650s 1537 745 636.48598 95 136 - 533.27872 - 785 655s 1558 745 562.10002 25 178 - 533.28712 - 782 660s 1571 754 569.93795 35 160 - 533.28712 - 783 665s 1592 764 581.68225 47 134 - 533.28712 - 781 670s 1616 780 590.23045 62 124 - 533.28712 - 776 675s 1639 791 617.46118 78 124 - 533.28712 - 773 680s 1662 804 612.29263 87 115 - 533.28712 - 768 685s 1691 820 626.77064 102 106 - 533.28712 - 760 690s 1715 832 652.21755 112 108 - 533.28712 - 756 695s 1736 844 660.56755 115 102 - 533.28712 - 753 700s 1766 858 infeasible 138 - 533.28712 - 746 705s 1794 860 560.95149 25 173 - 533.42697 - 740 710s 1805 866 575.64471 32 167 - 533.42697 - 743 715s 1824 878 582.30811 43 163 - 533.42697 - 742 720s 1843 887 594.75715 58 125 - 533.42697 - 742 725s 1864 901 599.05641 68 125 - 533.42697 - 740 730s 1881 908 618.82669 78 115 - 533.42697 - 741 735s 1917 926 639.80551 102 124 - 533.42697 - 732 740s 1943 934 infeasible 111 - 533.42697 - 728 745s 1973 949 553.73752 22 180 - 533.43086 - 724 750s 1982 958 559.92947 24 181 - 533.43086 - 727 755s 1990 966 562.12094 25 174 - 533.43086 - 731 760s 1994 970 564.60563 27 187 - 533.43086 - 733 766s 2008 982 571.00884 37 170 - 533.43086 - 732 770s 2030 1004 582.41158 52 159 - 533.43086 - 730 775s 2051 1015 593.54216 62 139 - 533.43086 - 729 780s 2073 1037 604.53107 75 136 - 533.43086 - 726 785s 2089 1049 infeasible 83 - 533.43086 - 726 790s 2115 1057 542.09961 22 193 - 533.51731 - 723 795s 2132 1074 552.62225 32 181 - 533.51731 - 722 800s 2155 1095 564.02342 45 159 - 533.51731 - 720 805s 2167 1103 infeasible 50 - 533.51731 - 723 810s 2175 1105 infeasible 51 - 533.51731 - 727 815s 2195 1121 600.87015 66 145 - 533.51731 - 726 820s 2207 1131 606.62351 74 152 - 533.51731 - 728 825s 2218 1142 613.07573 81 155 - 533.51731 - 729 830s 2238 1162 629.56978 93 147 - 533.51731 - 729 835s 2256 1166 558.83428 23 174 - 533.63874 - 729 840s 2271 1181 565.22253 31 153 - 533.63874 - 730 845s 2290 1200 577.15428 43 147 - 533.63874 - 728 850s 2310 1218 583.56079 56 137 - 533.63874 - 727 855s 2336 1240 592.38317 77 150 - 533.63874 - 723 860s 2363 1252 543.42203 25 176 - 533.66912 - 720 865s 2375 1263 555.35514 31 158 - 533.66912 - 722 870s 2396 1280 566.47399 44 144 - 533.66912 - 721 875s 2422 1306 572.13489 62 146 - 533.66912 - 718 880s 2445 1329 585.09346 76 136 - 533.66912 - 717 885s 2466 1350 605.35414 90 128 - 533.66912 - 715 890s 2497 1366 620.52573 100 116 - 533.66912 - 711 895s 2524 1382 562.44797 25 177 - 533.72700 - 709 900s 2535 1393 569.70612 31 165 - 533.72700 - 711 905s 2551 1409 575.24144 36 166 - 533.72700 - 711 910s 2566 1424 595.61130 42 160 - 533.72700 - 712 915s 2584 1442 600.36110 49 144 - 533.72700 - 711 920s 2602 1451 infeasible 56 - 533.72700 - 711 925s 2618 1463 572.49502 29 171 - 534.15866 - 713 932s 2627 1472 565.76376 36 171 - 534.15866 - 713 935s 2637 1478 574.56621 38 172 - 534.15866 - 715 940s 2649 1488 592.50521 41 169 - 534.15866 - 717 945s 2669 1504 594.45344 54 157 - 534.15866 - 716 950s 2687 1522 608.22714 64 150 - 534.15866 - 716 955s 2703 1536 613.39664 74 153 - 534.15866 - 715 961s 2719 1550 623.47933 80 143 - 534.15866 - 715 965s 2739 1558 554.67280 24 171 - 534.28490 - 715 970s 2753 1572 572.17976 34 159 - 534.28490 - 715 975s 2772 1587 587.72640 44 148 - 534.28490 - 714 980s 2787 1589 546.43987 26 174 - 534.45148 - 716 985s 2800 1602 562.10979 36 164 - 534.45148 - 716 990s 2820 1622 569.95834 42 153 - 534.45148 - 715 995s 2842 1644 577.49678 52 144 - 534.45148 - 713 1000s 2867 1667 592.88981 65 136 - 534.45148 - 711 1005s 2898 1692 infeasible 87 - 534.45148 - 707 1010s 2914 1698 566.84240 30 176 - 534.53179 - 708 1015s 2926 1709 568.53886 37 156 - 534.53179 - 708 1020s 2949 1732 583.85046 50 158 - 534.53179 - 707 1025s 2969 1752 603.39787 65 140 - 534.53179 - 706 1030s 2988 1771 598.99433 77 145 - 534.53179 - 705 1035s 3015 1796 609.54852 99 133 - 534.53179 - 701 1040s 3043 1805 infeasible 108 - 534.53179 - 699 1045s 3050 1806 635.00998 20 200 - 534.85774 - 700 1050s 3064 1808 572.82566 32 183 - 534.86281 - 700 1055s 3087 1831 592.28324 42 169 - 534.86281 - 699 1060s 3113 1857 606.33192 55 166 - 534.86281 - 697 1065s 3137 1865 557.90980 28 187 - 535.10569 - 695 1070s 3145 1872 570.54851 29 195 - 535.10569 - 697 1075s 3160 1887 580.13144 38 170 - 535.10569 - 696 1080s 3171 1898 589.44385 42 158 - 535.10569 - 698 1085s 3187 1914 597.99184 47 156 - 535.10569 - 698 1090s 3208 1931 645.19963 55 153 - 535.10569 - 697 1095s 3234 1953 639.16487 70 145 - 535.10569 - 695 1100s 3252 1961 659.36612 82 145 - 535.10569 - 694 1105s 3266 1965 557.28034 23 182 - 535.10986 - 695 1110s 3271 1970 575.75453 24 181 - 535.10986 - 698 1115s 3288 1987 566.74759 28 178 - 535.10986 - 698 1120s 3296 1995 588.48560 31 176 - 535.10986 - 702 1127s 3306 2003 582.72407 33 154 - 535.10986 - 702 1130s 3328 2025 588.97882 43 154 - 535.10986 - 701 1135s 3346 2043 605.63683 45 156 - 535.10986 - 701 1140s 3363 2058 596.71406 55 140 - 535.10986 - 701 1145s 3374 2069 612.12324 60 145 - 535.10986 - 703 1150s 3387 2080 632.93717 65 159 - 535.10986 - 704 1155s 3394 2087 630.29163 61 153 - 535.10986 - 707 1161s 3405 2098 629.26017 63 135 - 535.10986 - 708 1165s 3420 2113 651.92832 66 144 - 535.10986 - 709 1170s 3441 2132 646.59434 75 100 - 535.10986 - 708 1175s 3484 2173 658.71987 100 95 - 535.10986 - 702 1180s 3519 2206 687.83697 127 100 - 535.10986 - 697 1185s 3555 2223 538.36851 22 186 - 535.51232 - 693 1190s 3564 2232 549.33747 23 183 - 535.51232 - 694 1195s 3580 2248 563.50094 35 176 - 535.51232 - 694 1200s 3593 2261 571.98172 42 155 - 535.51232 - 695 1205s 3602 2270 589.02362 46 140 - 535.51232 - 697 1210s 3616 2280 609.95398 54 151 - 535.51232 - 698 1215s 3642 2302 627.48108 65 141 - 535.51232 - 696 1220s 3658 2305 550.97614 22 186 - 537.97954 - 697 1225s 3672 2317 565.21925 33 170 - 537.97954 - 698 1230s 3682 2327 565.15161 37 156 - 537.97954 - 699 1235s 3703 2348 578.97622 51 158 - 537.97954 - 699 1240s 3726 2369 588.90370 69 139 - 537.97954 - 697 1245s 3756 2397 604.48112 93 148 - 537.97954 - 694 1250s 3785 2418 617.67661 102 140 - 537.97954 - 692 1255s 3819 2450 639.40183 118 136 - 537.97954 - 688 1260s 3842 2457 559.93340 26 188 - 538.05061 - 687 1265s 3859 2472 574.58373 38 158 - 538.05061 - 687 1270s 3877 2490 581.68752 50 171 - 538.05061 - 687 1275s 3890 2503 603.30458 57 155 - 538.05061 - 689 1281s 3911 2522 601.07571 74 160 - 538.05061 - 688 1285s 3934 2529 546.67045 28 193 - 539.22248 - 687 1290s 3942 2537 579.66762 32 193 - 539.22248 - 688 1295s 3948 2543 580.34231 34 188 - 539.22248 - 690 1300s 3963 2558 584.83915 44 156 - 539.22248 - 691 1305s 3986 2581 603.06358 60 149 - 539.22248 - 690 1310s 3997 2592 603.59817 65 156 - 539.22248 - 690 1315s 4022 2615 617.20494 75 134 - 539.22248 - 689 1320s 4050 2643 632.48446 90 123 - 539.22248 - 688 1325s 4076 2655 infeasible 106 - 539.22248 - 686 1330s 4092 2665 649.42310 114 135 - 539.22248 - 685 1335s 4111 2675 572.68762 24 180 - 539.37675 - 686 1342s 4120 2682 577.91862 27 162 - 539.37675 - 686 1345s 4126 2688 610.46765 31 166 - 539.37675 - 689 1351s 4134 2692 595.29905 34 178 - 539.37675 - 690 1355s 4149 2707 602.24136 42 169 - 539.37675 - 690 1360s 4175 2733 621.31398 59 161 - 539.37675 - 688 1365s 4198 2756 626.51050 72 145 - 539.37675 - 688 1370s 4212 2768 632.81524 80 139 - 539.37675 - 688 1375s 4226 2779 670.83729 88 122 - 539.37675 - 689 1380s 4241 2781 550.23914 22 201 - 540.01184 - 691 1385s 4247 2787 565.44417 24 187 - 540.01184 - 693 1390s 4251 2791 566.39463 25 195 - 540.01184 - 695 1396s 4258 2796 573.66370 26 177 - 540.01184 - 696 1400s 4268 2806 578.76766 29 182 - 540.01184 - 697 1405s 4278 2816 598.88578 33 166 - 540.01184 - 699 1410s 4297 2835 608.58766 42 159 - 540.01184 - 698 1415s 4314 2852 620.07572 48 154 - 540.01184 - 698 1420s 4333 2867 infeasible 59 - 540.01184 - 699 1425s 4358 2890 638.37532 74 126 - 540.01184 - 697 1430s 4377 2903 674.46049 82 116 - 540.01184 - 697 1435s 4407 2931 682.31964 101 107 - 540.01184 - 695 1440s 4434 2952 695.48968 117 105 - 540.01184 - 693 1445s 4469 2981 721.67502 137 100 - 540.01184 - 690 1450s 4495 2992 547.34704 24 194 - 540.01255 - 689 1455s 4506 3003 595.31991 28 188 - 540.01255 - 691 1462s 4508 3005 596.04259 28 194 - 540.01255 - 693 1465s 4524 3019 581.54370 36 175 - 540.01255 - 693 1470s 4540 3031 609.72562 46 173 - 540.01255 - 694 1476s 4552 3043 607.18280 52 151 - 540.01255 - 693 1480s 4572 3047 infeasible 59 - 540.01255 - 694 1486s 4599 3072 631.24617 74 139 - 540.01255 - 692 1490s 4618 3089 646.21620 87 147 - 540.01255 - 692 1495s 4649 3112 679.16115 104 134 - 540.01255 - 691 1500s 4666 3109 557.14352 22 176 - 540.06722 - 691 1505s 4676 3117 infeasible 29 - 540.06722 - 693 1510s 4694 3123 555.15527 26 173 - 540.07082 - 692 1515s 4700 3129 569.97767 27 188 - 540.07082 - 695 1520s 4711 3136 580.08273 32 185 - 540.07082 - 695 1525s 4725 3148 588.34973 42 172 - 540.07082 - 696 1530s 4744 3167 615.00008 50 155 - 540.07082 - 696 1535s 4783 3200 625.30598 72 120 - 540.07082 - 693 1540s 4801 3204 565.59864 30 193 - 540.56617 - 693 1545s 4812 3213 572.59546 31 180 - 540.56617 - 694 1550s 4826 3227 595.14695 40 152 - 540.56617 - 694 1555s 4851 3244 607.54050 48 137 - 540.56617 - 693 1560s 4873 3260 642.73367 60 139 - 540.56617 - 693 1565s 4901 3280 infeasible 81 - 540.56617 - 692 1570s 4908 3283 570.74207 35 175 - 541.76537 - 693 1575s 4916 3291 598.21845 39 172 - 541.76537 - 695 1580s 4928 3303 609.44957 41 158 - 541.76537 - 696 1585s 4938 3313 611.84051 46 157 - 541.76537 - 696 1590s 4959 3330 620.36184 60 163 - 541.76537 - 696 1595s 4982 3351 infeasible 72 - 541.76537 - 696 1601s 4985 3354 640.03901 70 139 - 541.76537 - 696 1605s 5006 3375 650.21346 85 144 - 541.76537 - 696 1610s 5022 3391 656.25767 89 127 - 541.76537 - 697 1615s 5043 3410 663.81170 101 136 - 541.76537 - 696 1620s 5065 3430 674.52553 110 138 - 541.76537 - 696 1625s 5096 3443 549.22583 33 166 - 541.91893 - 694 1630s 5102 3449 571.94552 35 157 - 541.91893 - 696 1635s 5106 3453 586.70337 36 158 - 541.91893 - 697 1640s 5115 3460 595.62347 38 161 - 541.91893 - 699 1645s 5123 3468 600.86860 41 157 - 541.91893 - 699 1650s 5140 3477 630.87368 50 151 - 541.91893 - 699 1655s 5160 3485 infeasible 60 - 541.91893 - 699 1660s 5169 3492 554.10165 27 185 - 542.10983 - 700 1665s 5184 3507 565.25347 38 166 - 542.10983 - 700 1670s 5189 3510 570.98304 41 155 - 542.10983 - 702 1675s 5206 3525 582.41840 48 147 - 542.10983 - 702 1680s 5229 3548 592.08908 58 140 - 542.10983 - 701 1685s 5244 3563 599.63751 67 136 - 542.10983 - 701 1690s 5276 3588 infeasible 91 - 542.10983 - 699 1695s 5288 3592 558.70244 28 186 - 542.38283 - 699 1700s 5294 3597 570.76787 29 189 - 542.38283 - 700 1705s 5313 3616 567.41912 46 194 - 542.38283 - 699 1710s 5326 3627 589.69645 53 186 - 542.38283 - 700 1715s 5345 3646 621.47707 69 180 - 542.38283 - 699 1720s 5363 3664 625.77060 78 162 - 542.38283 - 699 1725s 5382 3681 633.08817 85 152 - 542.38283 - 699 1730s 5395 3690 641.05906 89 149 - 542.38283 - 699 1735s 5420 3703 infeasible 96 - 542.38283 - 698 1740s 5427 3702 581.82883 25 162 - 542.46235 - 700 1746s 5436 3711 593.97653 29 160 - 542.46235 - 701 1750s 5444 3716 602.42800 33 151 - 542.46235 - 702 1755s 5463 3733 611.86120 41 153 - 542.46235 - 702 1760s 5478 3748 620.72603 44 128 - 542.46235 - 703 1765s 5498 3768 628.22815 53 134 - 542.46235 - 702 1770s 5507 3777 644.49477 58 130 - 542.46235 - 703 1775s 5529 3797 652.83628 73 116 - 542.46235 - 702 1780s 5550 3802 infeasible 79 - 542.46235 - 702 1785s 5557 3802 632.07685 18 207 - 543.02547 - 704 1790s 5574 3811 561.87190 27 185 - 543.02820 - 704 1795s 5582 3817 583.12378 31 189 - 543.02820 - 705 1800s 5597 3828 587.41127 39 152 - 543.02820 - 705 1805s 5614 3845 601.74053 53 152 - 543.02820 - 705 1810s 5625 3854 614.37371 58 139 - 543.02820 - 705 1815s 5646 3865 630.59798 67 133 - 543.02820 - 705 1820s 5664 3865 563.96964 33 156 - 543.54251 - 706 1825s 5683 3882 577.11163 45 147 - 543.54251 - 705 1830s 5702 3901 586.39437 56 145 - 543.54251 - 705 1835s 5719 3918 600.92635 66 145 - 543.54251 - 706 1840s 5747 3944 609.81186 82 131 - 543.54251 - 704 1845s 5778 3970 654.60089 101 127 - 543.54251 - 702 1850s 5792 3973 587.75005 29 182 - 543.54263 - 702 1855s 5807 3986 574.20621 39 155 - 543.54263 - 702 1860s 5829 4002 587.80267 49 153 - 543.54263 - 702 1865s 5855 4028 602.40161 70 131 - 543.54263 - 701 1870s 5891 4064 627.30036 91 104 - 543.54263 - 699 1875s 5915 4069 infeasible 28 - 543.88947 - 698 1880s 5930 4084 573.26752 34 166 - 543.88947 - 698 1885s 5943 4093 581.78351 39 166 - 543.88947 - 699 1890s 5955 4101 infeasible 44 - 543.88947 - 700 1895s 5967 4105 infeasible 50 - 543.88947 - 700 1900s 5981 4111 562.82826 27 170 - 543.97226 - 701 1905s 5995 4125 574.17260 35 153 - 543.97226 - 701 1910s 6008 4138 586.68936 42 156 - 543.97226 - 702 1915s 6024 4150 infeasible 48 - 543.97226 - 702 1920s 6038 4158 infeasible 52 - 543.97226 - 703 1925s 6054 4160 infeasible 33 - 544.60519 - 703 1930s 6067 4173 577.25217 42 140 - 544.60519 - 704 1935s 6087 4189 584.27568 50 148 - 544.60519 - 704 1940s 6112 4212 588.80620 56 157 - 544.60519 - 703 1945s 6135 4235 600.39739 69 138 - 544.60519 - 702 1950s 6151 4251 626.74863 73 127 - 544.60519 - 703 1955s 6184 4284 625.67147 90 130 - 544.60519 - 701 1960s 6202 4300 infeasible 97 - 544.60519 - 701 1965s 6231 4311 infeasible 106 - 544.60519 - 700 1970s 6240 4314 569.88128 25 197 - 544.90178 - 701 1976s 6246 4320 576.05614 29 177 - 544.90178 - 702 1980s 6261 4333 587.93724 36 144 - 544.90178 - 702 1985s 6289 4355 617.89816 46 116 - 544.90178 - 702 1990s 6300 4366 623.28790 55 127 - 544.90178 - 703 1995s 6320 4384 637.05268 64 116 - 544.90178 - 703 2000s 6340 4392 infeasible 72 - 544.90178 - 704 2005s 6353 4397 552.41364 27 177 - 544.91369 - 704 2010s 6370 4410 571.19834 37 163 - 544.91369 - 704 2015s 6385 4423 575.08922 41 174 - 544.91369 - 705 2020s 6412 4450 585.90866 57 158 - 544.91369 - 703 2025s 6438 4476 601.99773 73 144 - 544.91369 - 703 2030s 6474 4508 610.29731 100 135 - 544.91369 - 700 2035s 6503 4522 560.22923 31 183 - 544.93048 - 699 2041s 6516 4533 576.32700 40 161 - 544.93048 - 699 2045s 6538 4551 infeasible 52 - 544.93048 - 699 2050s 6551 4556 562.52615 28 183 - 544.94845 - 700 2055s 6563 4560 580.75722 36 170 - 544.94845 - 700 2060s 6576 4563 546.29043 31 184 - 544.95305 - 701 2065s 6586 4569 566.45273 37 175 - 544.95305 - 701 2070s 6605 4588 575.79954 44 159 - 544.95305 - 701 2075s 6621 4604 584.55573 50 148 - 544.95305 - 702 2081s 6640 4619 598.27675 61 142 - 544.95305 - 701 2085s 6654 4619 579.78508 29 184 - 545.00299 - 702 2090s 6664 4623 infeasible 33 - 545.00299 - 703 2095s 6678 4633 infeasible 42 - 545.00299 - 704 2100s 6689 4638 654.32906 44 169 - 545.00299 - 704 2105s 6701 4648 659.22995 49 168 - 545.00299 - 705 2110s 6723 4662 671.78895 56 155 - 545.00299 - 705 2115s 6737 4666 570.86864 30 181 - 545.01622 - 705 2120s 6748 4677 579.04209 38 172 - 545.01622 - 706 2125s 6763 4692 601.45747 43 169 - 545.01622 - 706 2130s 6781 4706 infeasible 52 - 545.01622 - 706 2135s 6792 4706 562.94673 27 186 - 545.03058 - 707 2140s 6797 4711 575.88641 28 192 - 545.03058 - 708 2146s 6809 4723 579.56999 37 170 - 545.03058 - 708 2150s 6824 4736 618.17336 45 161 - 545.03058 - 709 2155s 6837 4745 651.64177 52 155 - 545.03058 - 709 2160s 6848 4756 631.89562 55 157 - 545.03058 - 710 2165s 6861 4762 660.30126 60 168 - 545.03058 - 711 2170s 6873 4766 576.50525 29 184 - 545.06189 - 711 2175s 6887 4778 589.66705 38 178 - 545.06189 - 712 2180s 6905 4796 602.65690 47 151 - 545.06189 - 711 2185s 6933 4822 649.41284 67 152 - 545.06189 - 710 2190s 6959 4832 558.58861 29 180 - 545.14370 - 710 2195s 6964 4837 583.79581 31 197 - 545.14370 - 711 2200s 6970 4839 597.97348 33 187 - 545.14370 - 712 2205s 6985 4846 infeasible 38 - 545.14370 - 713 2210s 6997 4852 568.53769 28 179 - 545.24118 - 713 2215s 7008 4861 582.50431 32 180 - 545.24118 - 713 2220s 7023 4870 592.22682 38 181 - 545.24118 - 714 2225s 7037 4883 601.25463 47 175 - 545.24118 - 714 2237s 7043 4889 609.99291 49 170 - 545.24118 - 714 2240s 7056 4900 619.73838 55 175 - 545.24118 - 715 2245s 7070 4914 630.55627 59 159 - 545.24118 - 715 2250s 7080 4922 634.20773 64 166 - 545.24118 - 716 2255s 7101 4935 666.23520 73 164 - 545.24118 - 715 2260s 7120 4944 564.47205 30 182 - 545.25048 - 715 2265s 7126 4944 infeasible 31 - 545.25048 - 716 2270s 7137 4955 586.73811 38 146 - 545.25048 - 717 2275s 7160 4976 620.33430 50 141 - 545.25048 - 717 2281s 7174 4988 635.22986 59 148 - 545.25048 - 717 2285s 7199 5005 660.91907 71 134 - 545.25048 - 717 2290s 7232 5030 665.80263 90 126 - 545.25048 - 716 2295s 7251 5035 infeasible 26 - 545.25478 - 716 2301s 7259 5037 infeasible 31 - 545.25478 - 717 2305s 7266 5038 553.61749 20 188 - 545.30003 - 718 2311s 7278 5050 575.22824 30 151 - 545.30003 - 718 2315s 7294 5064 583.69507 38 150 - 545.30003 - 718 2320s 7322 5081 infeasible 50 - 545.30003 - 717 2325s 7332 5091 588.82677 38 163 - 545.40259 - 717 2330s 7357 5110 infeasible 49 - 545.40259 - 717 2335s 7378 5131 610.24354 57 152 - 545.40259 - 716 2340s 7401 5154 623.22801 68 146 - 545.40259 - 715 2345s 7436 5181 640.49632 96 137 - 545.40259 - 714 2350s 7491 5234 660.68473 131 126 - 545.40259 - 709 2355s 7544 5274 552.57765 25 183 - 545.44394 - 705 2360s 7566 5294 574.99958 40 166 - 545.44394 - 704 2365s 7593 5319 585.81380 56 153 - 545.44394 - 703 2370s 7616 5342 593.48461 70 152 - 545.44394 - 703 2375s 7644 5366 607.01776 90 147 - 545.44394 - 702 2380s 7675 5385 623.07986 106 139 - 545.44394 - 701 2385s 7700 5396 636.68010 117 137 - 545.44394 - 701 2390s 7718 5402 556.82209 27 196 - 545.44945 - 701 2395s 7722 5406 577.22375 27 197 - 545.44945 - 702 2400s 7731 5415 570.06848 31 175 - 545.44945 - 703 2405s 7742 5426 582.65596 37 164 - 545.44945 - 703 2410s 7748 5428 infeasible 40 - 545.44945 - 704 2415s 7757 5429 557.65171 28 205 - 545.52700 - 705 2421s 7768 5440 567.85238 36 199 - 545.52700 - 705 2425s 7779 5448 581.28876 40 175 - 545.52700 - 706 2430s 7793 5462 596.44560 50 148 - 545.52700 - 706 2435s 7806 5474 603.39375 56 141 - 545.52700 - 706 2440s 7820 5487 620.96604 62 137 - 545.52700 - 707 2445s 7832 5499 623.38201 73 152 - 545.52700 - 707 2450s 7849 5516 634.54393 83 149 - 545.52700 - 707 2455s 7866 5531 651.33359 91 139 - 545.52700 - 707 2460s 7880 5543 656.58076 98 138 - 545.52700 - 707 2465s 7901 5564 664.82654 107 128 - 545.52700 - 707 2470s 7915 5566 560.98066 27 200 - 545.57439 - 707 2475s 7917 5568 574.40386 27 187 - 545.57439 - 708 2480s 7922 5569 infeasible 30 - 545.57439 - 710 2488s 7924 5571 571.70898 31 186 - 545.57439 - 711 2490s 7936 5583 594.58889 39 173 - 545.57439 - 711 2495s 7951 5598 607.61889 48 152 - 545.57439 - 711 2500s 7972 5619 611.82623 57 147 - 545.57439 - 711 2505s 7990 5637 621.14509 71 160 - 545.57439 - 710 2510s 7997 5644 678.06334 73 160 - 545.57439 - 711 2515s 8018 5655 562.91118 25 180 - 545.63457 - 711 2522s 8031 5668 571.03682 37 173 - 545.63457 - 711 2525s 8048 5683 577.83146 47 156 - 545.63457 - 711 2530s 8071 5706 595.90228 62 127 - 545.63457 - 710 2535s 8106 5729 564.58418 23 183 - 545.64714 - 709 2540s 8118 5741 587.46183 33 171 - 545.64714 - 709 2545s 8132 5753 598.41142 38 156 - 545.64714 - 709 2550s 8147 5761 infeasible 44 - 545.64714 - 710 2555s 8159 5765 582.32151 25 189 - 545.68924 - 711 2562s 8167 5769 555.07661 26 188 - 545.68924 - 711 2565s 8171 5773 578.98685 29 185 - 545.68924 - 712 2571s 8174 5776 568.11490 28 199 - 545.68924 - 713 2575s 8184 5784 581.17772 30 170 - 545.68924 - 714 2580s 8188 5788 612.46384 29 184 - 545.68924 - 715 2585s 8200 5798 579.86316 35 169 - 545.68924 - 715 2590s 8211 5807 584.91267 40 163 - 545.68924 - 716 2595s 8229 5825 591.43329 48 153 - 545.68924 - 716 2600s 8249 5845 593.13549 51 152 - 545.68924 - 716 2605s 8269 5865 606.97832 60 149 - 545.68924 - 715 2610s 8292 5888 608.63709 71 142 - 545.68924 - 715 2615s 8310 5904 614.13425 71 141 - 545.68924 - 715 2620s 8327 5913 669.55436 74 145 - 545.68924 - 715 2625s 8331 5912 676.36250 73 148 - 545.68924 - 717 2630s 8346 5912 570.03702 29 189 - 545.73049 - 717 2635s 8355 5917 588.38989 34 182 - 545.73049 - 718 2640s 8366 5928 600.86063 42 169 - 545.73049 - 718 2645s 8381 5941 616.54336 49 167 - 545.73049 - 719 2650s 8399 5945 558.72865 23 188 - 545.76681 - 719 2655s 8415 5961 576.42950 34 150 - 545.76681 - 719 2660s 8437 5983 591.34308 50 151 - 545.76681 - 718 2665s 8454 5998 613.70998 60 157 - 545.76681 - 718 2670s 8481 6011 551.03933 28 179 - 545.77731 - 717 2675s 8489 6017 581.70249 34 186 - 545.77731 - 718 2680s 8499 6021 infeasible 37 - 545.77731 - 719 2686s 8508 6030 616.80478 39 171 - 545.77731 - 720 2690s 8523 6041 625.72449 50 155 - 545.77731 - 720 2695s 8543 6061 633.90687 60 142 - 545.77731 - 720 2700s 8564 6069 550.67796 26 186 - 545.79038 - 719 2705s 8574 6079 563.85068 35 197 - 545.79038 - 720 2710s 8586 6081 infeasible 42 - 545.79038 - 720 2715s 8596 6087 556.10021 28 177 - 545.79591 - 721 2720s 8615 6102 577.42386 37 177 - 545.79591 - 721 2726s 8627 6110 586.85585 45 157 - 545.79591 - 721 2730s 8652 6135 598.33336 64 159 - 545.79591 - 721 2735s 8672 6155 614.14325 75 146 - 545.79591 - 721 2740s 8695 6178 620.40017 83 151 - 545.79591 - 720 2745s 8724 6204 631.87248 104 147 - 545.79591 - 719 2750s 8743 6211 571.77482 28 164 - 545.86587 - 719 2755s 8757 6223 579.20049 33 168 - 545.86587 - 719 2760s 8773 6239 595.96400 38 156 - 545.86587 - 720 2765s 8788 6246 infeasible 44 - 545.86587 - 720 2770s 8799 6253 584.53592 28 186 - 545.88040 - 720 2775s 8811 6265 588.27274 39 161 - 545.88040 - 721 2780s 8827 6277 621.65943 47 159 - 545.88040 - 721 2785s 8849 6291 657.35983 55 152 - 545.88040 - 720 2790s 8861 6293 575.17448 36 172 - 545.95890 - 721 2795s 8876 6308 582.16614 42 158 - 545.95890 - 721 2800s 8897 6323 594.36027 49 157 - 545.95890 - 721 2805s 8922 6344 602.42630 65 138 - 545.95890 - 720 2810s 8944 6360 626.45692 78 120 - 545.95890 - 719 2815s 8964 6380 642.73596 90 113 - 545.95890 - 719 2820s 8983 6397 652.75872 96 113 - 545.95890 - 718 2825s 9005 6417 685.08357 106 104 - 545.95890 - 718 2830s 9032 6440 689.50882 123 106 - 545.95890 - 717 2835s 9067 6447 555.59892 26 177 - 545.99787 - 715 2840s 9086 6464 571.88920 41 167 - 545.99787 - 715 2845s 9100 6478 594.88471 50 164 - 545.99787 - 715 2850s 9117 6495 598.69763 57 144 - 545.99787 - 716 2855s 9137 6499 558.22606 34 188 - 546.12188 - 716 2860s 9154 6510 558.35598 38 163 - 546.23486 - 715 2865s 9174 6528 566.27124 45 161 - 546.23486 - 715 2870s 9196 6548 591.96710 63 146 - 546.23486 - 715 2875s 9218 6568 603.98370 78 142 - 546.23486 - 715 2880s 9245 6586 infeasible 95 - 546.23486 - 714 2885s 9259 6592 574.54238 33 189 - 546.23614 - 714 2890s 9276 6607 626.18754 46 185 - 546.23614 - 715 2896s 9287 6618 609.04056 55 175 - 546.23614 - 714 2900s 9303 6624 infeasible 61 - 546.23614 - 714 2905s 9327 6632 586.75539 33 190 - 546.25567 - 714 2911s 9331 6634 577.39513 33 177 - 546.25567 - 715 2915s 9347 6650 573.74174 45 174 - 546.25567 - 715 2920s 9361 6664 587.31321 52 160 - 546.25567 - 715 2925s 9399 6694 606.67802 75 145 - 546.25567 - 714 2930s 9428 6719 631.61823 94 150 - 546.25567 - 713 2935s 9452 6729 infeasible 104 - 546.25567 - 712 2940s 9474 6727 infeasible 29 - 546.34795 - 712 2945s 9485 6734 infeasible 34 - 546.39098 - 713 2952s 9494 6743 588.68366 41 158 - 546.39098 - 713 2955s 9517 6764 599.55835 55 159 - 546.39098 - 713 2960s 9536 6783 616.69520 65 149 - 546.39098 - 713 2965s 9557 6804 625.24129 79 134 - 546.39098 - 712 2970s 9584 6821 553.60167 32 183 - 546.39337 - 712 2975s 9598 6827 infeasible 39 - 546.39337 - 712 2980s 9612 6841 611.48066 46 181 - 546.39337 - 713 2986s 9623 6850 607.45679 54 156 - 546.39337 - 713 2990s 9640 6867 619.35987 64 140 - 546.39337 - 713 2995s 9661 6882 630.50367 75 152 - 546.39337 - 713 3000s 9683 6898 641.00877 85 145 - 546.39337 - 712 3005s 9706 6918 653.47288 99 128 - 546.39337 - 712 3010s 9730 6938 infeasible 118 - 546.39337 - 711 3015s 9759 6965 667.51167 140 127 - 546.39337 - 710 3020s 9793 6993 690.95193 165 127 - 546.39337 - 709 3025s 9823 7011 575.03033 34 175 - 546.56185 - 708 3030s 9840 7026 581.87366 48 152 - 546.56185 - 708 3035s 9851 7037 592.77049 53 154 - 546.56185 - 708 3040s 9868 7052 614.38626 62 165 - 546.56185 - 709 3045s 9888 7058 570.26223 28 193 - 546.59957 - 708 3050s 9894 7062 637.92192 31 186 - 546.59957 - 710 3057s 9907 7069 609.07201 35 172 - 546.59957 - 710 3060s 9932 7092 620.06971 47 162 - 546.59957 - 709 3065s 9947 7103 637.86893 49 161 - 546.59957 - 709 3070s 9966 7114 648.82801 56 147 - 546.59957 - 709 3075s 9987 7121 557.25511 41 167 - 546.74164 - 709 3080s 10006 7138 570.43056 51 151 - 546.74164 - 709 3085s 10030 7162 579.31090 70 153 - 546.74164 - 709 3090s 10049 7181 590.26726 78 129 - 546.74164 - 709 3095s 10078 7200 564.89127 37 178 - 546.74640 - 708 3100s 10092 7214 574.02320 47 158 - 546.74640 - 708 3105s 10117 7237 588.42053 64 151 - 546.74640 - 708 3110s 10145 7265 619.05856 84 133 - 546.74640 - 707 3115s 10181 7293 617.09692 110 133 - 546.74640 - 706 3120s 10201 7297 558.61371 28 205 - 546.76721 - 705 3125s 10209 7305 596.99630 33 189 - 546.76721 - 706 3130s 10222 7314 587.29684 35 190 - 546.76721 - 706 3135s 10237 7323 infeasible 40 - 546.76721 - 706 3140s 10251 7331 615.48716 42 174 - 546.76721 - 707 3145s 10263 7341 616.95315 45 171 - 546.76721 - 707 3150s 10276 7354 619.16976 46 171 - 546.76721 - 707 3155s 10299 7365 infeasible 51 - 546.76721 - 707 3160s 10322 7384 638.39846 56 152 - 546.76721 - 707 3165s 10348 7408 infeasible 76 - 546.76721 - 706 3170s 10381 7415 553.38094 27 196 - 546.79900 - 705 3175s 10390 7424 598.96347 33 187 - 546.79900 - 707 3183s 10397 7427 587.24604 35 168 - 546.79900 - 707 3185s 10413 7443 597.45322 48 156 - 546.79900 - 707 3190s 10428 7458 624.32486 57 161 - 546.79900 - 707 3195s 10445 7475 623.32469 70 153 - 546.79900 - 707 3200s 10459 7479 infeasible 77 - 546.79900 - 707 3205s 10472 7484 595.24693 33 179 - 546.80105 - 707 3210s 10483 7495 613.39505 42 180 - 546.80105 - 708 3215s 10498 7510 628.06986 54 148 - 546.80105 - 708 3220s 10515 7527 633.78702 60 142 - 546.80105 - 708 3225s 10539 7547 666.47477 70 143 - 546.80105 - 708 3230s 10562 7562 557.10881 33 181 - 546.85727 - 707 3235s 10570 7564 576.98839 35 174 - 546.85727 - 708 3240s 10587 7577 591.20063 43 148 - 546.85727 - 708 3245s 10605 7591 602.82356 49 145 - 546.85727 - 708 3250s 10614 7600 608.87407 55 141 - 546.85727 - 709 3261s 10619 7605 625.07729 55 143 - 546.85727 - 710 3265s 10647 7621 635.71002 65 142 - 546.85727 - 709 3270s 10670 7642 648.80675 80 125 - 546.85727 - 709 3275s 10696 7668 658.11662 95 111 - 546.85727 - 709 3280s 10748 7688 555.97904 24 174 - 546.86348 - 706 3285s 10764 7700 598.32886 34 170 - 546.86348 - 707 3290s 10777 7705 609.06357 37 171 - 546.86348 - 707 3295s 10790 7716 622.94548 43 167 - 546.86348 - 707 3300s 10803 7717 infeasible 47 - 546.86348 - 708 3305s 10819 7721 566.97769 32 183 - 546.95094 - 708 3310s 10829 7731 595.71464 35 193 - 546.95094 - 708 3315s 10842 7742 infeasible 45 - 546.95094 - 709 3321s 10846 7742 630.92001 45 188 - 546.95094 - 710 3325s 10855 7749 infeasible 49 - 546.95094 - 710 3330s 10871 7759 infeasible 59 - 546.95094 - 710 3335s 10891 7759 571.59781 30 176 - 547.15584 - 711 3341s 10895 7763 581.35202 32 188 - 547.15584 - 711 3345s 10904 7764 infeasible 37 - 547.15584 - 712 3350s 10915 7775 613.16155 41 175 - 547.15584 - 712 3355s 10927 7779 581.12411 31 182 - 547.19196 - 713 3360s 10928 7779 585.63093 32 176 - 547.19196 - 713 3365s 10941 7786 598.44439 38 169 - 547.19196 - 713 3370s 10961 7802 614.78369 52 156 - 547.19196 - 713 3375s 10972 7803 infeasible 30 - 547.19366 - 713 3380s 10984 7815 576.26626 37 163 - 547.19366 - 714 3385s 10999 7830 590.73588 49 144 - 547.19366 - 714 3390s 11010 7841 594.72978 52 139 - 547.19366 - 714 3395s 11021 7850 607.58437 56 127 - 547.19366 - 715 3400s 11039 7868 609.26437 67 129 - 547.19366 - 715 3405s 11053 7878 621.72401 76 138 - 547.19366 - 715 3410s 11066 7891 641.18785 83 129 - 547.19366 - 715 3415s 11079 7904 648.64579 89 132 - 547.19366 - 716 3420s 11111 7928 infeasible 100 - 547.19366 - 715 3425s 11139 7954 infeasible 108 - 547.19366 - 714 3430s 11168 7961 557.42186 25 174 - 547.20269 - 714 3435s 11178 7967 599.39188 31 177 - 547.20269 - 715 3442s 11184 7971 591.14794 37 178 - 547.20269 - 715 3445s 11197 7984 599.69207 44 160 - 547.20269 - 715 3450s 11209 7996 607.19458 51 166 - 547.20269 - 716 3455s 11220 8007 615.62290 57 155 - 547.20269 - 716 3460s 11236 8023 626.52329 65 140 - 547.20269 - 716 3465s 11248 8035 627.93779 66 134 - 547.20269 - 717 3470s 11264 8047 649.03657 73 140 - 547.20269 - 717 3475s 11288 8055 infeasible 82 - 547.20269 - 717 3480s 11301 8055 infeasible 32 - 547.22317 - 717 3485s 11318 8058 572.20798 32 173 - 547.26642 - 717 3490s 11328 8064 603.52365 40 177 - 547.26642 - 717 3495s 11343 8079 607.72515 47 164 - 547.26642 - 717 3500s 11352 8086 619.11903 51 165 - 547.26642 - 718 3505s 11368 8096 626.35592 62 150 - 547.26642 - 718 3510s 11391 8116 639.26386 74 143 - 547.26642 - 717 3515s 11408 8132 653.13140 88 150 - 547.26642 - 717 3520s 11453 8174 664.33024 127 147 - 547.26642 - 715 3525s 11509 8199 562.71692 25 168 - 547.37506 - 712 3530s 11520 8210 577.08043 28 175 - 547.37506 - 712 3535s 11537 8225 588.13338 39 148 - 547.37506 - 712 3540s 11556 8242 infeasible 56 - 547.37506 - 712 3545s 11573 8259 617.22379 66 133 - 547.37506 - 713 3550s 11593 8277 625.76236 73 115 - 547.37506 - 713 3555s 11613 8288 infeasible 85 - 547.37506 - 713 3560s 11628 8297 583.73293 33 186 - 547.46060 - 713 3565s 11650 8305 609.04671 46 175 - 547.46060 - 713 3570s 11671 8319 562.11434 32 182 - 547.51418 - 712 3575s 11684 8324 infeasible 38 - 547.51418 - 712 3580s 11699 8329 infeasible 45 - 547.51418 - 712 3585s 11723 8341 574.66680 36 170 - 547.55833 - 712 3590s 11739 8343 552.90698 30 191 - 547.57743 - 712 3595s Cutting planes: Gomory: 28 Cover: 158 Implied bound: 58 Flow cover: 204 GUB cover: 16 Zero half: 1 Explored 11754 nodes (8401538 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.480000000000e+02, gap -