Gurobi 5.0.1 (linux64) logging started Thu Dec 20 23:43:39 2012 Optimize a model with 13202 rows, 12960 columns and 57512 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 3.864691e+02, 14129 iterations, 2.24 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 386.46914 0 169 - 386.46914 - - 2s 0 0 490.48349 0 157 - 490.48349 - - 4s 0 0 525.41937 0 160 - 525.41937 - - 5s 0 0 529.66105 0 166 - 529.66105 - - 6s 0 0 532.79123 0 176 - 532.79123 - - 6s 0 0 536.34929 0 180 - 536.34929 - - 7s 0 0 536.74828 0 181 - 536.74828 - - 7s 0 0 536.87973 0 182 - 536.87973 - - 7s 0 0 536.87973 0 182 - 536.87973 - - 16s 0 2 536.90743 0 182 - 536.90743 - - 19s 2 4 541.99804 2 162 - 539.20279 - 1520 20s 12 14 550.96823 9 156 - 539.20279 - 740 25s 39 41 555.72810 35 151 - 539.20279 - 440 30s 81 81 582.30450 69 131 - 539.20279 - 296 35s 124 120 infeasible 109 - 539.20279 - 257 40s 146 120 540.67842 1 171 - 540.49592 - 315 45s 176 148 infeasible 25 - 540.49592 - 332 50s 212 182 574.48599 58 161 - 540.49592 - 320 55s 249 205 564.24537 2 169 - 543.86930 - 323 60s 268 224 579.42537 15 167 - 543.86930 - 333 65s 283 239 586.98389 26 174 - 543.86930 - 349 70s 314 270 603.13581 51 159 - 543.86930 - 348 75s 365 312 654.99329 94 146 - 543.86930 - 327 80s 391 324 589.35648 13 150 - 544.31641 - 336 85s 425 356 616.78702 43 157 - 544.31641 - 344 90s 465 394 612.34267 76 139 - 544.31641 - 339 95s 506 423 infeasible 106 - 544.31641 - 337 100s 532 443 572.35914 24 158 - 548.44778 - 346 105s 580 489 582.27190 63 141 - 548.44778 - 339 110s 603 506 601.20634 49 169 - 548.44778 - 338 117s 604 507 618.82756 102 161 - 548.44778 - 337 120s 608 510 581.60383 20 182 - 555.60990 - 335 126s 612 512 611.72486 70 174 - 560.05318 - 333 130s 616 515 637.59391 85 178 - 561.68662 - 331 135s 625 521 605.74676 66 193 - 562.92686 - 326 140s 634 527 588.52304 76 199 - 562.95967 - 321 152s 637 529 616.78843 44 190 - 562.97194 - 320 163s 638 532 563.99731 14 172 - 563.99731 - 374 172s 639 532 574.07895 14 197 - 563.99731 - 375 181s 644 534 570.64047 17 166 - 568.08891 - 377 185s 649 537 621.27873 19 164 - 572.92233 - 387 191s 656 542 577.89104 23 159 - 572.92233 - 390 195s 667 549 584.77361 28 139 - 572.92233 - 395 200s 684 560 590.26456 37 142 - 572.92233 - 396 205s 698 567 592.61639 44 144 - 572.92233 - 404 210s 713 571 620.29880 51 128 - 572.92233 - 415 215s 725 577 627.13304 57 120 - 572.92233 - 425 220s 743 579 634.13617 66 128 - 572.92233 - 435 225s 759 585 640.76263 74 128 - 572.92233 - 446 230s 773 588 632.16037 81 119 - 572.92233 - 457 235s 791 590 636.90827 90 121 - 572.92233 - 466 240s 803 598 637.97944 96 126 - 572.92233 - 479 245s 825 596 598.49993 107 127 - 572.92233 - 481 250s 839 604 602.06428 114 128 - 572.92233 - 486 255s 859 611 infeasible 124 - 572.92233 - 491 260s 873 618 625.23315 129 107 - 572.92233 - 497 265s 910 614 infeasible 146 - 572.92233 - 488 270s 934 614 639.53810 25 166 - 572.94232 - 483 275s 966 619 infeasible 41 - 572.94232 - 474 280s 999 618 660.76191 58 180 - 572.94232 - 465 285s 1024 618 575.61199 23 173 - 575.43689 - 462 290s 1035 625 587.78642 28 167 - 575.47779 - 468 295s 1045 632 589.24935 33 161 - 575.47779 - 474 300s 1055 639 590.58297 38 154 - 575.47779 - 480 305s 1065 645 596.84671 43 165 - 575.47779 - 487 310s 1073 651 592.05282 47 157 - 575.47779 - 494 315s 1085 657 591.34523 53 159 - 575.47779 - 497 320s 1109 655 infeasible 63 - 575.47779 - 496 325s 1123 658 581.30974 26 166 - 575.48762 - 500 330s 1146 673 588.51127 44 165 - 575.48762 - 501 335s 1167 687 594.06006 51 152 - 575.48762 - 502 340s 1188 688 infeasible 57 - 575.48762 - 504 345s 1205 700 591.84100 27 164 - 576.00865 - 506 350s 1218 708 599.18720 32 164 - 576.00865 - 512 355s 1230 716 608.49954 37 167 - 576.00865 - 515 360s 1249 723 infeasible 48 - 576.00865 - 521 366s 1267 735 631.13904 58 159 - 576.00865 - 520 370s 1297 753 642.17350 75 130 - 576.00865 - 516 375s 1320 764 650.33047 83 121 - 576.00865 - 517 380s 1364 778 584.13534 16 187 - 576.01793 - 507 385s 1389 794 590.43122 26 168 - 576.01793 - 505 390s 1404 802 603.25909 32 166 - 576.01793 - 508 395s 1434 814 605.74910 45 149 - 576.01793 - 504 400s 1469 836 617.11475 57 153 - 576.01793 - 499 405s 1506 848 590.32299 20 156 - 576.05752 - 494 410s 1521 858 598.69081 22 149 - 576.05752 - 499 415s 1539 870 601.81244 31 141 - 576.05752 - 497 420s 1551 878 607.25431 40 142 - 576.05752 - 502 425s 1566 888 605.27670 42 136 - 576.05752 - 504 430s 1578 896 615.65627 46 157 - 576.05752 - 510 435s 1586 902 610.91581 50 143 - 576.05752 - 513 440s 1603 913 612.39795 55 111 - 576.05752 - 515 445s 1629 928 624.01936 67 130 - 576.05752 - 514 450s 1654 943 621.18436 82 117 - 576.05752 - 514 455s 1679 958 627.13365 101 108 - 576.05752 - 512 460s 1715 982 640.19063 114 129 - 576.05752 - 509 465s 1758 1006 644.00716 126 135 - 576.05752 - 503 470s 1782 1014 infeasible 145 - 576.05752 - 505 476s 1791 1014 infeasible 144 - 576.05752 - 509 480s 1834 1034 670.92410 153 113 - 576.05752 - 503 485s 1884 1054 infeasible 162 - 576.05752 - 497 490s 1899 1050 594.32389 22 167 - 576.11487 - 499 495s 1912 1059 589.71524 29 154 - 576.11487 - 501 500s 1921 1065 601.89648 35 141 - 576.11487 - 505 505s 1933 1071 609.18594 43 118 - 576.11487 - 507 510s 1953 1078 620.22859 52 126 - 576.11487 - 509 515s 1967 1088 623.07348 62 84 - 576.11487 - 511 520s 1980 1096 630.65139 71 91 - 576.11487 - 514 525s 2031 1129 632.78674 107 113 - 576.11487 - 504 530s 2066 1124 580.24411 21 159 - 576.12584 - 503 535s 2090 1140 587.41698 32 144 - 576.12584 - 503 540s 2120 1146 623.46864 19 163 - 576.48802 - 503 546s 2146 1153 593.56797 30 168 - 576.48968 - 501 550s 2157 1159 607.10434 35 134 - 576.48968 - 504 555s 2167 1164 604.42515 37 155 - 576.48968 - 507 560s 2188 1172 infeasible 49 - 576.48968 - 508 565s 2207 1167 589.64197 22 164 - 576.99955 - 511 570s 2214 1171 599.34558 25 164 - 576.99955 - 514 575s 2223 1177 606.51354 30 160 - 576.99955 - 517 580s 2239 1189 615.93048 40 128 - 576.99955 - 518 585s 2258 1196 591.55147 26 148 - 577.33818 - 520 590s 2275 1213 605.74963 35 136 - 577.33818 - 522 595s 2292 1220 infeasible 45 - 577.33818 - 523 600s 2304 1226 599.68721 28 160 - 577.39135 - 525 605s 2318 1240 605.74114 34 150 - 577.39135 - 527 610s 2351 1251 588.96442 18 166 - 577.59610 - 525 615s 2369 1269 605.47330 28 160 - 577.59610 - 526 620s 2394 1288 infeasible 42 - 577.59610 - 525 625s 2409 1295 588.49561 24 134 - 577.74963 - 526 630s 2428 1312 629.39160 34 128 - 577.74963 - 527 635s 2445 1317 infeasible 44 - 577.74963 - 530 640s 2457 1327 605.40565 30 154 - 577.75173 - 533 645s 2476 1346 613.78828 39 141 - 577.75173 - 534 650s 2502 1368 620.43751 57 121 - 577.75173 - 533 655s 2525 1377 626.65844 34 127 - 577.92282 - 534 660s 2542 1386 589.71902 24 156 - 577.94663 - 535 665s 2559 1401 601.36148 34 133 - 577.94663 - 537 670s 2590 1429 614.14044 60 135 - 577.94663 - 535 675s 2605 1436 594.70899 25 161 - 578.36318 - 537 680s 2627 1455 606.33030 43 145 - 578.36318 - 537 685s 2653 1475 617.93870 58 133 - 578.36318 - 537 690s 2673 1485 613.90089 28 148 - 578.59669 - 538 695s 2694 1506 619.14909 41 143 - 578.59669 - 538 700s 2722 1534 633.45342 63 140 - 578.59669 - 536 705s 2762 1558 587.25029 24 145 - 578.61153 - 531 710s 2781 1573 599.95679 35 154 - 578.61153 - 532 715s 2814 1602 618.70461 59 134 - 578.61153 - 530 720s 2841 1619 603.15413 30 152 - 578.67423 - 529 725s 2852 1626 611.34741 32 148 - 578.67423 - 532 730s 2891 1655 581.34070 24 154 - 578.85945 - 530 735s 2909 1663 infeasible 34 - 578.85945 - 531 740s 2921 1669 603.10674 30 146 - 579.15519 - 534 745s 2935 1681 612.97599 37 161 - 579.15519 - 536 750s 2962 1698 593.02924 29 155 - 579.44463 - 535 755s 2980 1714 607.00987 40 148 - 579.44463 - 536 760s 3009 1743 617.62072 63 124 - 579.44463 - 535 765s 3034 1754 598.83278 29 145 - 579.51456 - 534 770s 3055 1773 605.07035 39 137 - 579.51456 - 535 775s 3082 1796 615.61521 56 110 - 579.51456 - 535 780s 3106 1808 597.61216 33 136 - 579.52509 - 536 785s 3130 1830 604.14350 41 127 - 579.52509 - 536 790s 3147 1847 608.00768 50 110 - 579.52509 - 538 795s 3163 1863 612.98168 63 118 - 579.52509 - 540 800s 3196 1895 658.24721 85 107 - 579.52509 - 539 805s 3217 1894 infeasible 94 - 579.52509 - 541 810s 3234 1900 604.55242 30 161 - 579.79917 - 542 821s 3247 1909 605.42609 39 138 - 579.79917 - 543 825s 3270 1920 596.37459 32 163 - 580.14778 - 543 830s 3281 1928 601.18763 33 160 - 580.14778 - 545 835s 3300 1937 infeasible 42 - 580.14778 - 547 840s 3311 1940 596.50557 28 156 - 580.28301 - 549 845s 3326 1947 647.10580 35 141 - 580.28301 - 551 850s 3340 1957 650.91231 43 133 - 580.28301 - 553 855s 3361 1976 663.76204 55 124 - 580.28301 - 553 861s 3370 1981 673.57560 60 107 - 580.28301 - 555 865s 3385 1988 596.61999 28 156 - 580.31103 - 557 870s 3390 1993 598.70138 29 148 - 580.31103 - 559 875s 3399 1994 infeasible 32 - 580.31103 - 562 880s 3416 2007 646.71320 44 132 - 580.31103 - 562 885s 3453 2034 infeasible 71 - 580.31103 - 560 890s 3469 2041 infeasible 36 - 580.34138 - 561 895s 3477 2044 627.49825 38 177 - 580.34138 - 563 900s 3488 2053 638.30606 45 146 - 580.34138 - 565 905s 3502 2063 648.90479 50 130 - 580.34138 - 566 910s 3529 2083 infeasible 69 - 580.34138 - 565 915s 3536 2082 infeasible 29 - 580.64549 - 568 920s 3544 2088 606.32182 30 169 - 580.64549 - 570 925s 3551 2093 618.46011 33 159 - 580.64549 - 573 930s 3558 2092 infeasible 35 - 580.64549 - 576 935s 3573 2107 663.62113 41 162 - 580.64549 - 577 940s 3602 2136 663.64850 67 108 - 580.64549 - 575 945s 3627 2156 671.20145 84 82 - 580.64549 - 576 950s 3663 2181 697.94266 102 92 - 580.64549 - 575 955s 3690 2186 591.91754 25 147 - 580.95510 - 576 960s 3704 2196 infeasible 35 - 580.95510 - 578 965s 3717 2203 653.68481 39 131 - 580.95510 - 578 970s 3741 2215 594.17533 22 163 - 580.95510 - 578 975s 3755 2228 596.29782 33 137 - 580.95510 - 579 980s 3766 2233 infeasible 38 - 580.95510 - 582 986s 3772 2235 638.79753 38 139 - 580.95510 - 585 990s 3786 2241 593.93925 26 162 - 581.10638 - 586 995s 3803 2256 599.73161 35 121 - 581.10638 - 587 1000s 3814 2261 617.41940 37 116 - 581.10638 - 590 1005s 3824 2267 645.60155 43 137 - 581.10638 - 591 1010s 3839 2282 654.83788 52 107 - 581.10638 - 592 1015s 3849 2284 661.24748 54 136 - 581.10638 - 595 1020s 3859 2284 594.28793 28 174 - 581.31137 - 597 1025s 3868 2289 infeasible 31 - 581.31137 - 600 1030s 3872 2291 infeasible 33 - 581.31137 - 603 1035s 3880 2297 635.74881 38 144 - 581.31137 - 604 1040s 3901 2316 649.32670 51 125 - 581.31137 - 604 1045s 3928 2329 589.28470 27 185 - 581.34403 - 604 1050s 3937 2338 600.07324 32 171 - 581.34403 - 605 1055s 3945 2342 612.26117 34 158 - 581.34403 - 608 1060s 3949 2342 infeasible 37 - 581.34403 - 611 1066s 3954 2343 643.71946 36 143 - 581.34403 - 613 1070s 3964 2353 647.44781 45 132 - 581.34403 - 615 1075s 3974 2361 657.68374 51 129 - 581.34403 - 617 1080s 3992 2379 674.63049 66 114 - 581.34403 - 617 1085s 4009 2396 677.15903 81 108 - 581.34403 - 616 1090s 4027 2412 687.62838 87 114 - 581.34403 - 617 1095s 4057 2442 695.96983 108 89 - 581.34403 - 615 1100s 4092 2465 infeasible 127 - 581.34403 - 612 1105s 4106 2473 601.84064 32 150 - 581.34828 - 614 1110s 4116 2477 634.76922 33 138 - 581.34828 - 616 1115s 4126 2481 645.95639 37 143 - 581.34828 - 618 1120s 4140 2493 657.40151 45 143 - 581.34828 - 620 1125s 4151 2504 669.08973 50 129 - 581.34828 - 621 1130s 4161 2514 673.71729 56 124 - 581.34828 - 623 1135s 4186 2535 684.94384 69 114 - 581.34828 - 623 1140s 4207 2556 691.47898 79 109 - 581.34828 - 623 1145s 4222 2571 696.31765 88 106 - 581.34828 - 625 1150s 4251 2587 712.48877 102 99 - 581.34828 - 625 1155s 4270 2588 589.73720 28 176 - 581.38492 - 626 1160s 4278 2594 infeasible 33 - 581.38492 - 628 1166s 4285 2597 infeasible 36 - 581.38492 - 631 1172s 4287 2597 infeasible 35 - 581.38492 - 633 1175s 4296 2602 infeasible 38 - 581.38492 - 635 1180s 4307 2607 infeasible 42 - 581.38492 - 637 1185s 4318 2616 669.50181 48 143 - 581.38492 - 638 1190s 4356 2654 683.01357 76 90 - 581.38492 - 636 1195s 4385 2671 infeasible 94 - 581.38492 - 635 1200s 4399 2683 597.26120 35 170 - 581.41215 - 636 1205s 4408 2686 infeasible 40 - 581.41215 - 638 1210s 4422 2696 infeasible 46 - 581.41215 - 640 1215s 4433 2697 infeasible 30 - 581.50387 - 642 1221s 4440 2700 infeasible 31 - 581.50387 - 645 1225s 4448 2706 653.43194 35 141 - 581.50387 - 646 1230s 4472 2730 663.52057 52 142 - 581.50387 - 646 1235s 4486 2738 infeasible 60 - 581.50387 - 647 1240s 4495 2741 infeasible 33 - 581.57560 - 650 1247s 4498 2740 infeasible 33 - 581.57560 - 652 1251s 4504 2742 infeasible 35 - 581.57560 - 655 1256s 4538 2776 656.01842 63 97 - 581.57560 - 652 1260s 4583 2819 668.18432 86 45 - 581.57560 - 650 1265s 4622 2848 713.18168 111 71 - 581.57560 - 648 1270s 4637 2854 604.53888 35 150 - 581.59449 - 649 1275s 4645 2860 605.61959 36 164 - 581.59449 - 650 1280s 4662 2871 614.48347 44 144 - 581.59449 - 651 1285s 4670 2873 infeasible 46 - 581.59449 - 653 1290s 4678 2875 653.88323 47 151 - 581.59449 - 656 1295s 4700 2895 680.20968 65 104 - 581.59449 - 656 1300s 4718 2903 592.81937 31 166 - 581.62812 - 658 1305s 4728 2911 infeasible 37 - 581.62812 - 660 1311s 4733 2914 611.64360 39 168 - 581.62812 - 661 1315s 4739 2918 608.96538 39 154 - 581.62812 - 663 1320s 4753 2924 infeasible 44 - 581.62812 - 665 1325s 4762 2927 infeasible 48 - 581.62812 - 667 1330s 4771 2930 infeasible 49 - 581.62812 - 669 1335s 4805 2962 infeasible 80 - 581.62812 - 668 1340s 4819 2962 infeasible 82 - 581.62812 - 671 1345s 4837 2974 608.39964 33 151 - 581.64257 - 672 1350s 4852 2985 654.37393 40 135 - 581.64257 - 672 1355s 4871 2992 infeasible 47 - 581.64257 - 673 1360s 4894 3009 684.29977 62 124 - 581.64257 - 673 1365s 4930 3045 694.31006 83 105 - 581.64257 - 671 1370s 4969 3082 702.68532 114 76 - 581.64257 - 667 1375s 4998 3098 602.12213 39 139 - 581.68148 - 666 1380s 5004 3098 606.00980 40 140 - 581.68148 - 668 1385s 5014 3102 infeasible 46 - 581.68148 - 670 1390s 5031 3119 649.58308 54 131 - 581.68148 - 671 1395s 5055 3137 667.47505 66 121 - 581.68148 - 670 1400s 5071 3153 677.55940 76 124 - 581.68148 - 670 1405s 5094 3176 682.72554 91 118 - 581.68148 - 670 1410s 5118 3200 699.94368 103 116 - 581.68148 - 669 1415s 5136 3205 706.76106 108 113 - 581.68148 - 670 1420s 5151 3208 infeasible 33 - 581.69351 - 671 1426s 5169 3222 infeasible 39 - 581.69351 - 672 1431s 5173 3222 infeasible 37 - 581.69351 - 673 1435s 5181 3224 infeasible 39 - 581.69351 - 676 1441s 5191 3230 infeasible 37 - 581.69351 - 677 1445s 5199 3234 infeasible 40 - 581.69351 - 679 1450s 5211 3238 infeasible 41 - 581.69351 - 680 1455s 5220 3241 infeasible 42 - 581.69351 - 682 1460s 5227 3242 infeasible 41 - 581.69351 - 685 1466s 5231 3246 636.55365 42 122 - 581.69351 - 685 1471s 5240 3255 638.83800 41 128 - 581.69351 - 685 1475s 5251 3258 infeasible 44 - 581.69351 - 687 1480s 5274 3272 646.42662 52 119 - 581.69351 - 687 1485s 5290 3278 infeasible 60 - 581.69351 - 687 1490s 5310 3286 634.78241 38 168 - 581.96686 - 687 1495s 5360 3320 700.31591 70 142 - 581.96686 - 682 1500s 5372 3326 597.19082 29 143 - 582.00707 - 683 1505s 5376 3326 infeasible 30 - 582.00707 - 686 1510s 5383 3329 625.97848 30 153 - 582.00707 - 687 1515s 5393 3337 633.94912 37 120 - 582.00707 - 688 1521s 5401 3343 665.40140 42 125 - 582.00707 - 689 1525s 5415 3355 infeasible 45 - 582.00707 - 690 1530s 5434 3358 587.17944 26 174 - 582.01253 - 691 1535s 5444 3368 597.99532 31 176 - 582.01253 - 692 1540s 5451 3372 603.80273 35 178 - 582.01253 - 692 1545s 5456 3373 infeasible 37 - 582.01253 - 694 1550s 5460 3375 634.12087 37 163 - 582.01253 - 695 1555s 5462 3375 infeasible 38 - 582.01253 - 696 1560s 5469 3381 645.00447 42 164 - 582.01253 - 696 1565s 5476 3384 infeasible 44 - 582.01253 - 697 1571s 5479 3387 650.94684 44 163 - 582.01253 - 697 1575s 5485 3393 657.18590 47 150 - 582.01253 - 698 1580s 5493 3401 654.68449 50 157 - 582.01253 - 698 1585s 5506 3414 661.41974 61 168 - 582.01253 - 698 1590s 5519 3427 674.58670 69 147 - 582.01253 - 697 1596s 5522 3430 666.73022 71 151 - 582.01253 - 698 1600s 5532 3440 678.86342 75 131 - 582.01253 - 698 1605s 5542 3450 682.93012 79 150 - 582.01253 - 698 1610s 5562 3468 689.64135 90 131 - 582.01253 - 697 1615s 5583 3483 694.99072 103 109 - 582.01253 - 696 1620s 5603 3501 711.19583 116 120 - 582.01253 - 695 1625s 5620 3516 709.54379 121 101 - 582.01253 - 694 1630s 5657 3546 721.32858 149 116 - 582.01253 - 691 1635s 5687 3558 598.75286 27 137 - 582.12777 - 690 1640s 5697 3562 615.56123 32 139 - 582.12777 - 691 1645s 5709 3568 652.87032 38 113 - 582.12777 - 692 1650s 5721 3580 656.57083 43 103 - 582.12777 - 693 1655s 5750 3605 infeasible 65 - 582.12777 - 693 1661s 5761 3612 infeasible 69 - 582.12777 - 695 1666s 5767 3614 678.79786 70 87 - 582.12777 - 697 1670s 5815 3660 678.24336 114 85 - 582.12777 - 693 1675s 5863 3708 687.98840 137 69 - 582.12777 - 689 1680s 5892 3726 588.83040 27 163 - 582.15593 - 689 1685s 5908 3732 617.14471 31 146 - 582.15593 - 690 1690s 5930 3744 657.74657 42 135 - 582.15593 - 689 1695s 5948 3750 infeasible 31 - 582.22387 - 690 1700s 5966 3758 633.97886 35 148 - 582.22387 - 691 1705s 5980 3760 655.39175 39 150 - 582.22387 - 692 1710s 5990 3764 607.97257 20 165 - 582.29554 - 692 1715s 6000 3774 615.30971 26 152 - 582.29554 - 693 1720s 6012 3786 626.57309 35 148 - 582.29554 - 694 1725s 6021 3795 632.74614 37 145 - 582.29554 - 695 1730s 6030 3802 infeasible 42 - 582.29554 - 697 1735s 6035 3803 infeasible 42 - 582.29554 - 698 1740s 6039 3801 infeasible 42 - 582.29554 - 701 1746s 6046 3802 590.71076 30 153 - 582.58184 - 701 1750s 6054 3808 596.04188 32 145 - 582.58184 - 703 1755s 6060 3812 611.05538 34 146 - 582.58184 - 704 1760s 6067 3815 627.76215 36 161 - 582.58184 - 706 1765s 6074 3820 638.28033 40 148 - 582.58184 - 708 1770s 6086 3828 643.97995 46 123 - 582.58184 - 709 1775s 6099 3833 infeasible 54 - 582.58184 - 710 1780s 6112 3838 605.32236 33 155 - 582.58813 - 710 1785s 6121 3843 infeasible 39 - 582.58813 - 712 1791s 6130 3846 infeasible 42 - 582.58813 - 713 1795s 6143 3857 655.66779 50 132 - 582.58813 - 714 1800s 6178 3891 665.22373 76 85 - 582.58813 - 712 1805s 6205 3914 infeasible 98 - 582.58813 - 712 1810s 6216 3919 infeasible 98 - 582.58813 - 714 1815s 6245 3944 684.98201 124 78 - 582.58813 - 712 1820s 6264 3953 604.33909 40 161 - 582.91216 - 712 1825s 6271 3956 infeasible 41 - 582.91216 - 714 1832s 6277 3962 613.46192 44 152 - 582.91216 - 715 1835s 6290 3965 651.99978 51 147 - 582.91216 - 715 1840s 6304 3969 593.82440 28 154 - 582.95867 - 716 1845s 6312 3973 626.08610 31 167 - 582.95867 - 717 1850s 6323 3978 628.16056 33 133 - 582.95867 - 718 1855s 6332 3981 655.00263 38 123 - 582.95867 - 720 1860s 6346 3991 infeasible 43 - 582.95867 - 720 1865s 6363 4002 669.17881 51 122 - 582.95867 - 720 1870s 6376 4015 680.25555 56 141 - 582.95867 - 721 1875s 6387 4026 692.21998 63 130 - 582.95867 - 722 1880s 6399 4038 695.95455 68 116 - 582.95867 - 723 1885s 6423 4056 712.97238 83 114 - 582.95867 - 722 1890s 6444 4065 604.51420 41 143 - 583.13596 - 722 1895s 6449 4064 infeasible 42 - 583.13596 - 724 1901s 6451 4064 627.82705 41 163 - 583.13596 - 726 1906s 6456 4067 631.62562 43 153 - 583.13596 - 727 1910s 6467 4076 646.38527 50 148 - 583.13596 - 728 1915s 6484 4093 652.43585 61 142 - 583.13596 - 728 1920s 6495 4091 634.91932 19 185 - 583.40764 - 728 1925s 6510 4094 infeasible 31 - 583.68390 - 729 1930s 6521 4099 637.55840 35 146 - 583.68390 - 730 1935s 6544 4120 654.55282 49 112 - 583.68390 - 729 1940s 6565 4141 664.00769 61 94 - 583.68390 - 729 1945s 6591 4167 671.98304 77 89 - 583.68390 - 727 1950s 6624 4194 677.54788 101 72 - 583.68390 - 726 1955s 6658 4228 689.23774 117 65 - 583.68390 - 724 1960s 6696 4262 708.84674 143 68 - 583.68390 - 721 1965s 6745 4290 602.26370 41 142 - 583.78360 - 717 1970s 6759 4296 infeasible 45 - 583.78360 - 718 1975s 6777 4308 644.60123 52 126 - 583.78360 - 718 1980s 6809 4324 601.68845 42 136 - 583.80402 - 717 1985s 6828 4337 617.85602 47 140 - 583.80402 - 717 1990s 6845 4348 654.21884 58 122 - 583.80402 - 718 1995s 6868 4369 667.82868 74 104 - 583.80402 - 717 2000s 6908 4403 679.09265 105 66 - 583.80402 - 715 2005s 6964 4458 698.80896 144 41 - 583.80402 - 711 2010s 7007 4484 infeasible 29 - 583.96964 - 708 2015s 7023 4488 640.15482 35 129 - 583.96964 - 709 2020s 7049 4512 653.53059 49 143 - 583.96964 - 708 2025s 7071 4520 606.59829 18 189 - 584.19231 - 708 2031s 7080 4529 635.01584 21 168 - 584.19231 - 709 2035s 7100 4547 654.86759 30 143 - 584.19231 - 708 2040s 7124 4561 infeasible 28 - 584.31448 - 708 2045s 7131 4566 612.38652 29 137 - 584.31448 - 709 2050s 7135 4564 infeasible 30 - 584.31448 - 711 2056s 7145 4571 648.90243 35 140 - 584.31448 - 712 2060s 7161 4587 655.98225 43 115 - 584.31448 - 712 2065s 7177 4603 664.66086 52 100 - 584.31448 - 713 2070s 7210 4634 infeasible 77 - 584.31448 - 712 2075s 7217 4637 696.35356 82 94 - 584.31448 - 714 2080s 7239 4659 687.28281 98 100 - 584.31448 - 713 2085s 7270 4688 702.74548 116 83 - 584.31448 - 712 2090s 7310 4703 615.97367 20 181 - 584.32139 - 710 2095s 7331 4721 649.62614 31 154 - 584.32139 - 710 2100s 7368 4746 608.24933 20 181 - 584.45492 - 708 2105s 7385 4763 648.12945 30 151 - 584.45492 - 708 2110s 7413 4779 infeasible 47 - 584.45492 - 706 2115s 7428 4791 632.64090 27 167 - 584.55989 - 706 2120s 7441 4802 671.93977 33 166 - 584.55989 - 707 2125s 7470 4827 686.70254 50 143 - 584.55989 - 706 2130s 7511 4856 infeasible 77 - 584.55989 - 703 2135s 7518 4857 infeasible 28 - 584.58697 - 705 2140s 7541 4878 644.19708 38 124 - 584.58697 - 704 2145s 7567 4904 657.23225 57 103 - 584.58697 - 703 2150s 7589 4914 592.71345 31 145 - 584.77833 - 703 2155s 7596 4915 infeasible 33 - 584.77833 - 705 2161s 7606 4923 infeasible 38 - 584.77833 - 706 2166s 7618 4933 652.70342 44 139 - 584.77833 - 706 2170s 7638 4949 infeasible 54 - 584.77833 - 706 2175s 7648 4951 infeasible 34 - 584.78933 - 707 2180s 7653 4956 625.34637 33 120 - 584.78933 - 709 2185s 7657 4956 613.43073 34 131 - 584.78933 - 710 2190s 7664 4959 infeasible 37 - 584.78933 - 712 2195s 7683 4974 666.00233 49 137 - 584.78933 - 712 2200s 7695 4978 679.73584 52 123 - 584.78933 - 713 2205s 7709 4982 596.13693 24 153 - 584.79496 - 714 2210s 7719 4990 infeasible 27 - 584.79496 - 714 2215s 7744 5011 687.28794 43 132 - 584.79496 - 714 2220s 7782 5049 699.95609 69 109 - 584.79496 - 712 2225s 7828 5093 716.27614 95 98 - 584.79496 - 709 2230s 7886 5132 597.59384 27 131 - 584.80549 - 705 2235s 7893 5131 infeasible 28 - 584.80549 - 706 2240s 7911 5147 634.12709 39 129 - 584.80549 - 707 2245s 7922 5158 638.41518 47 123 - 584.80549 - 707 2250s 7943 5179 651.84067 64 114 - 584.80549 - 707 2255s 7961 5185 594.41805 29 140 - 584.81347 - 708 2260s 7968 5188 infeasible 31 - 584.81347 - 709 2265s 7974 5190 infeasible 32 - 584.81347 - 711 2270s 7978 5192 infeasible 33 - 584.81347 - 712 2275s 7991 5203 643.51414 39 120 - 584.81347 - 712 2280s 8006 5218 657.30315 46 133 - 584.81347 - 713 2285s 8034 5234 600.01461 29 138 - 584.81481 - 712 2290s 8042 5238 605.28231 31 130 - 584.81481 - 713 2295s 8048 5240 infeasible 33 - 584.81481 - 715 2301s 8053 5241 infeasible 35 - 584.81481 - 717 2306s 8063 5249 643.13759 39 126 - 584.81481 - 717 2310s 8076 5262 650.21992 46 117 - 584.81481 - 718 2315s 8125 5308 665.16474 87 68 - 584.81481 - 716 2320s 8225 5405 663.20560 186 15 - 584.81481 - 707 2325s 8326 5485 589.12756 24 155 - 584.83640 - 700 2330s 8336 5489 infeasible 28 - 584.83640 - 701 2335s 8348 5497 652.66037 32 129 - 584.83640 - 702 2340s 8377 5526 659.63852 54 110 - 584.83640 - 701 2345s 8419 5566 infeasible 83 - 584.83640 - 699 2350s 8458 5601 684.89857 103 79 - 584.83640 - 698 2355s 8509 5626 598.52963 34 152 - 584.84121 - 695 2360s 8515 5628 infeasible 36 - 584.84121 - 696 2365s 8528 5637 631.53784 41 124 - 584.84121 - 697 2370s 8542 5651 639.54178 48 107 - 584.84121 - 698 2375s 8590 5698 661.80342 83 66 - 584.84121 - 696 2380s 8686 5775 692.30685 149 71 - 584.84121 - 690 2385s 8694 5775 infeasible 35 - 584.90854 - 691 2390s 8705 5784 643.47015 40 139 - 584.90854 - 692 2395s 8714 5793 665.61872 41 138 - 584.90854 - 693 2400s 8736 5807 667.79115 55 146 - 584.90854 - 693 2405s 8750 5809 infeasible 35 - 584.93539 - 693 2411s 8756 5811 infeasible 36 - 584.93539 - 694 2415s 8765 5818 630.47890 39 118 - 584.93539 - 695 2420s 8778 5831 645.89038 40 119 - 584.93539 - 696 2425s 8857 5907 657.19833 92 22 - 584.93539 - 692 2430s 8911 5945 604.59503 23 158 - 584.93613 - 689 2435s 8917 5947 635.05409 25 170 - 584.93613 - 690 2440s 8924 5952 637.25342 27 149 - 584.93613 - 691 2445s 8933 5959 649.11151 29 153 - 584.93613 - 691 2450s 8943 5969 656.63427 35 156 - 584.93613 - 692 2455s 8950 5976 661.79347 40 157 - 584.93613 - 693 2460s 8978 6000 669.48831 60 66 - 584.93613 - 692 2465s 9003 6007 infeasible 69 - 584.93613 - 693 2470s 9011 6009 infeasible 33 - 584.93959 - 694 2475s 9019 6013 633.07056 35 162 - 584.93959 - 695 2480s 9028 6020 650.20363 42 144 - 584.93959 - 696 2485s 9069 6061 658.48882 75 91 - 584.93959 - 694 2490s 9140 6130 670.41088 137 66 - 584.93959 - 690 2495s 9173 6147 595.35182 26 119 - 585.02287 - 689 2500s 9178 6148 infeasible 28 - 585.02287 - 690 2505s 9185 6152 infeasible 30 - 585.02287 - 691 2510s 9191 6154 infeasible 29 - 585.02287 - 693 2516s 9200 6163 642.36374 34 130 - 585.02287 - 693 2520s 9210 6171 650.42320 38 118 - 585.02287 - 694 2525s 9216 6175 infeasible 39 - 585.02287 - 695 2530s 9246 6205 666.36855 65 70 - 585.02287 - 695 2535s 9278 6232 686.63944 80 94 - 585.02287 - 694 2540s 9339 6289 688.32245 128 83 - 585.02287 - 690 2545s 9398 6310 646.13927 20 190 - 585.02536 - 687 2551s 9419 6323 609.36272 22 158 - 585.02669 - 687 2555s 9424 6324 638.08632 24 146 - 585.02669 - 687 2561s 9427 6325 641.52747 24 167 - 585.02669 - 688 2565s 9432 6330 645.93020 27 163 - 585.02669 - 688 2570s 9437 6333 652.49566 30 155 - 585.02669 - 689 2575s 9447 6343 656.44654 37 150 - 585.02669 - 689 2580s 9455 6351 661.44187 41 135 - 585.02669 - 689 2585s 9468 6364 669.74680 50 124 - 585.02669 - 689 2590s 9479 6367 647.48630 21 184 - 585.03451 - 690 2598s 9495 6375 592.27411 20 180 - 585.08139 - 690 2600s 9500 6376 infeasible 23 - 585.08139 - 691 2605s 9508 6384 622.35425 24 154 - 585.08139 - 691 2610s 9521 6397 630.49659 31 153 - 585.08139 - 692 2615s 9535 6409 641.76876 37 130 - 585.08139 - 692 2620s 9548 6418 649.19496 41 143 - 585.08139 - 693 2625s 9565 6433 662.51786 53 133 - 585.08139 - 693 2630s 9583 6451 673.63242 61 110 - 585.08139 - 693 2635s 9600 6458 infeasible 70 - 585.08139 - 695 2640s 9609 6463 infeasible 31 - 585.11677 - 696 2646s 9615 6465 infeasible 32 - 585.11677 - 696 2650s 9623 6469 infeasible 37 - 585.11677 - 698 2657s 9627 6471 638.26019 37 163 - 585.11677 - 698 2660s 9638 6480 658.49774 42 157 - 585.11677 - 699 2665s 9652 6494 675.99324 49 141 - 585.11677 - 700 2670s 9685 6519 infeasible 72 - 585.11677 - 699 2675s 9696 6524 601.68701 45 165 - 585.11952 - 700 2680s 9703 6525 infeasible 47 - 585.11952 - 701 2685s 9711 6531 639.19589 51 154 - 585.11952 - 702 2690s 9728 6548 650.09385 59 133 - 585.11952 - 702 2695s 9751 6555 590.91201 42 161 - 585.12360 - 702 2700s 9762 6562 infeasible 49 - 585.12360 - 702 2705s 9771 6565 infeasible 51 - 585.12360 - 704 2711s 9784 6578 647.18043 56 150 - 585.12360 - 704 2715s 9806 6586 598.40687 26 143 - 585.16508 - 704 2721s 9815 6591 infeasible 30 - 585.16508 - 705 2725s 9826 6596 642.66012 34 136 - 585.16508 - 705 2730s 9845 6609 659.24239 47 124 - 585.16508 - 706 2735s 9864 6616 infeasible 32 - 585.20867 - 706 2740s 9877 6615 infeasible 29 - 585.35976 - 706 2745s 9894 6628 637.45639 35 142 - 585.35976 - 706 2750s 9916 6640 infeasible 48 - 585.35976 - 706 2755s 9931 6643 607.72577 25 165 - 585.38748 - 707 2760s 9936 6644 630.58973 26 153 - 585.38748 - 708 2765s 9941 6645 631.74441 26 168 - 585.38748 - 709 2770s 9952 6654 infeasible 34 - 585.38748 - 710 2776s 9960 6660 651.79882 39 143 - 585.38748 - 710 2780s 9970 6670 656.20277 41 139 - 585.38748 - 711 2785s 9998 6686 infeasible 56 - 585.38748 - 711 2790s 10014 6694 636.26794 34 145 - 585.38757 - 711 2795s 10033 6697 595.41300 22 173 - 585.44037 - 711 2800s 10039 6699 infeasible 26 - 585.44037 - 712 2805s 10050 6710 644.82212 33 157 - 585.44037 - 713 2810s 10060 6716 653.31797 39 126 - 585.44037 - 714 2815s 10073 6727 663.53174 48 114 - 585.44037 - 714 2820s 10095 6739 infeasible 29 - 585.44386 - 714 2825s 10113 6737 596.26900 25 149 - 585.45190 - 715 2830s 10130 6746 infeasible 32 - 585.45190 - 715 2835s 10159 6771 673.62861 51 107 - 585.45190 - 714 2840s 10192 6802 684.40417 69 93 - 585.45190 - 713 2845s 10222 6824 705.86039 82 105 - 585.45190 - 712 2850s 10271 6863 717.45276 122 72 - 585.45190 - 710 2855s 10303 6874 595.76608 27 149 - 585.66309 - 709 2860s 10311 6878 infeasible 31 - 585.66309 - 710 2865s 10318 6881 641.80512 32 162 - 585.66309 - 711 2870s 10329 6890 655.50570 38 131 - 585.66309 - 712 2875s 10344 6905 658.22882 44 144 - 585.66309 - 712 2880s 10381 6939 676.60182 70 102 - 585.66309 - 711 2885s 10430 6958 infeasible 29 - 585.69853 - 709 2890s 10441 6961 599.76858 31 162 - 585.75023 - 709 2895s 10447 6963 612.96235 33 165 - 585.75023 - 710 2900s 10454 6966 infeasible 35 - 585.75023 - 711 2905s 10461 6969 infeasible 37 - 585.75023 - 712 2910s 10479 6987 659.99868 46 156 - 585.75023 - 712 2915s 10525 7033 680.63501 86 94 - 585.75023 - 711 2920s 10605 7084 infeasible 121 - 585.75023 - 707 2925s 10616 7091 607.12704 37 158 - 585.75597 - 707 2930s 10624 7093 634.10745 39 143 - 585.75597 - 708 2935s 10633 7100 647.81972 44 132 - 585.75597 - 709 2940s 10664 7131 666.46561 68 68 - 585.75597 - 708 2945s 10742 7205 680.94796 132 59 - 585.75597 - 704 2950s 10838 7286 716.52826 215 59 - 585.75597 - 699 2955s 10860 7294 618.77444 37 139 - 585.76832 - 699 2960s 10866 7296 631.30787 37 142 - 585.76832 - 700 2965s 10876 7300 654.15335 43 114 - 585.76832 - 701 2970s 10894 7318 678.61575 49 117 - 585.76832 - 701 2975s 10919 7343 671.22658 64 143 - 585.76832 - 700 2980s 10930 7354 689.50933 71 110 - 585.76832 - 701 2985s 10954 7376 716.70165 82 110 - 585.76832 - 700 2990s 10992 7394 590.84842 27 134 - 585.79013 - 699 2995s 10997 7395 infeasible 29 - 585.79013 - 700 3000s 11009 7403 infeasible 35 - 585.79013 - 701 3006s 11017 7411 644.25080 39 136 - 585.79013 - 702 3010s 11032 7424 649.72684 47 132 - 585.79013 - 702 3015s 11046 7438 665.69257 49 129 - 585.79013 - 702 3020s 11070 7454 672.70830 67 118 - 585.79013 - 702 3025s 11082 7456 infeasible 38 - 585.79973 - 703 3030s 11091 7463 624.74092 40 139 - 585.79973 - 704 3035s 11104 7470 662.15039 47 126 - 585.79973 - 704 3040s 11120 7486 669.06583 56 130 - 585.79973 - 705 3045s 11157 7519 infeasible 82 - 585.79973 - 704 3050s 11184 7532 610.21937 28 109 - 585.82421 - 703 3055s 11191 7535 infeasible 32 - 585.82421 - 705 3061s 11196 7538 614.36248 31 145 - 585.82421 - 705 3065s 11202 7540 633.98763 33 131 - 585.82421 - 706 3070s 11213 7549 651.12279 38 136 - 585.82421 - 707 3075s 11230 7566 659.60388 49 115 - 585.82421 - 707 3080s 11316 7646 678.25660 117 57 - 585.82421 - 704 3085s 11389 7716 687.08407 170 27 - 585.82421 - 700 3090s 11450 7765 609.25478 36 143 - 585.89689 - 698 3095s 11458 7769 infeasible 41 - 585.89689 - 699 3100s 11473 7784 651.33092 47 104 - 585.89689 - 699 3105s 11533 7843 668.45366 104 88 - 585.89689 - 696 3110s 11556 7866 678.76234 116 96 - 585.89689 - 696 3115s 11585 7874 infeasible 30 - 585.92574 - 696 3120s 11592 7877 infeasible 28 - 585.95736 - 697 3125s 11599 7880 626.20447 29 166 - 585.95736 - 697 3130s 11617 7898 639.29476 41 137 - 585.95736 - 697 3135s 11632 7907 infeasible 50 - 585.95736 - 698 3140s 11652 7913 597.14895 26 149 - 586.07421 - 698 3145s 11659 7916 infeasible 29 - 586.07421 - 699 3150s 11665 7918 infeasible 30 - 586.07421 - 700 3157s 11669 7920 infeasible 32 - 586.07421 - 701 3160s 11680 7925 643.80907 35 139 - 586.07421 - 701 3165s 11693 7938 653.86479 41 133 - 586.07421 - 702 3170s 11719 7964 663.96565 62 93 - 586.07421 - 701 3175s 11750 7985 infeasible 84 - 586.07421 - 702 3180s 11761 7992 infeasible 32 - 586.07911 - 702 3185s 11771 7998 infeasible 40 - 586.07911 - 703 3190s 11786 8009 691.70216 46 148 - 586.07911 - 703 3195s 11800 8013 713.70139 54 157 - 586.07911 - 703 3200s 11818 8020 601.31371 33 134 - 586.10330 - 703 3205s 11830 8028 644.29424 42 134 - 586.10330 - 704 3210s 11856 8033 infeasible 27 - 586.10635 - 703 3215s 11864 8039 611.35398 31 145 - 586.10870 - 704 3220s 11870 8041 infeasible 35 - 586.10870 - 705 3226s 11875 8044 631.88310 35 138 - 586.10870 - 706 3230s 11886 8051 649.51411 40 129 - 586.10870 - 707 3235s 11903 8068 659.91446 51 125 - 586.10870 - 707 3240s 11937 8098 671.01510 76 83 - 586.10870 - 706 3245s 12028 8184 695.88962 146 53 - 586.10870 - 703 3250s 12086 8223 601.58432 30 142 - 586.11484 - 700 3256s 12095 8230 612.29731 34 132 - 586.11484 - 701 3260s 12099 8230 infeasible 36 - 586.11484 - 702 3265s 12104 8233 631.89210 36 133 - 586.11484 - 703 3270s 12116 8241 651.17685 42 129 - 586.11484 - 704 3275s 12140 8265 664.96850 59 94 - 586.11484 - 703 3280s 12214 8339 675.84012 122 14 - 586.11484 - 701 3285s 12326 8447 678.01848 230 25 - 586.11484 - 695 3290s 12411 8509 596.85556 24 148 - 586.18714 - 691 3295s 12424 8518 633.38161 32 133 - 586.18714 - 691 3300s 12438 8532 658.00753 37 123 - 586.18714 - 692 3305s 12454 8544 651.77764 44 127 - 586.18714 - 692 3310s 12477 8565 667.72386 59 120 - 586.18714 - 692 3315s 12522 8606 679.15271 87 92 - 586.18714 - 691 3320s 12614 8683 infeasible 143 - 586.18714 - 687 3325s 12623 8686 624.57127 29 139 - 586.29261 - 687 3330s 12637 8700 636.34508 36 128 - 586.29261 - 688 3335s 12659 8708 592.99280 29 160 - 586.35517 - 688 3340s 12667 8712 626.35418 35 143 - 586.35517 - 688 3345s 12686 8729 infeasible 44 - 586.35517 - 688 3350s 12700 8731 infeasible 28 - 586.38569 - 689 3355s 12710 8739 612.04271 31 142 - 586.38569 - 689 3360s 12726 8751 653.63772 40 138 - 586.38569 - 690 3365s 12770 8795 673.01431 67 77 - 586.38569 - 689 3370s 12920 8934 688.93944 197 45 - 586.38569 - 681 3375s 13023 9023 infeasible 290 - 586.38569 - 677 3380s 13038 9038 600.84060 29 146 - 586.53601 - 677 3385s 13048 9040 infeasible 34 - 586.53601 - 678 3390s 13071 9063 664.72319 49 120 - 586.53601 - 677 3395s 13103 9091 680.35940 72 74 - 586.53601 - 677 3400s 13175 9158 700.38845 127 47 - 586.53601 - 674 3405s 13230 9189 infeasible 27 - 586.56457 - 672 3410s 13259 9214 662.81607 45 124 - 586.56457 - 672 3415s 13299 9242 596.30948 32 147 - 586.57007 - 671 3420s 13304 9243 599.37568 33 167 - 586.57007 - 672 3425s 13308 9243 infeasible 35 - 586.57007 - 673 3430s 13317 9250 634.08092 39 146 - 586.57007 - 673 3435s 13329 9262 644.96454 41 136 - 586.57007 - 674 3440s 13346 9277 660.80474 51 145 - 586.57007 - 674 3445s 13360 9291 665.92698 57 132 - 586.57007 - 674 3450s 13399 9330 676.56145 88 91 - 586.57007 - 673 3455s 13458 9373 601.24099 32 148 - 586.58016 - 671 3460s 13467 9378 609.55918 34 147 - 586.58016 - 672 3465s 13475 9380 infeasible 37 - 586.58016 - 673 3470s 13489 9392 654.56573 43 127 - 586.58016 - 673 3475s 13505 9406 667.25116 53 125 - 586.58016 - 673 3480s 13527 9428 694.40120 71 130 - 586.58016 - 673 3485s 13544 9435 699.04934 74 123 - 586.58016 - 674 3490s 13581 9462 infeasible 99 - 586.58016 - 673 3495s 13594 9465 infeasible 32 - 586.66530 - 673 3500s 13614 9485 661.07956 43 135 - 586.66530 - 673 3505s 13625 9496 656.60164 48 119 - 586.66530 - 674 3510s 13659 9528 677.91596 64 125 - 586.66530 - 673 3515s 13721 9582 695.67114 102 62 - 586.66530 - 672 3520s 13783 9625 588.85164 27 139 - 586.66530 - 670 3525s 13799 9623 598.63774 25 143 - 586.82821 - 670 3530s 13809 9629 634.39535 33 136 - 586.82821 - 671 3535s 13832 9652 657.56918 50 137 - 586.82821 - 671 3540s 13851 9669 672.33053 58 110 - 586.82821 - 671 3545s 13938 9752 692.39651 116 70 - 586.82821 - 668 3550s 13995 9787 617.65679 24 178 - 587.14509 - 666 3555s 14007 9799 641.94832 33 151 - 587.14509 - 666 3560s 14015 9803 652.03757 37 144 - 587.14509 - 667 3565s 14025 9811 650.52369 40 139 - 587.14509 - 667 3570s 14034 9816 655.76593 43 133 - 587.14509 - 668 3575s 14041 9823 660.44534 45 136 - 587.14509 - 668 3580s 14055 9835 663.50425 57 135 - 587.14509 - 668 3585s 14066 9834 infeasible 35 - 587.14749 - 668 3592s 14072 9836 636.61601 35 162 - 587.14749 - 669 3595s Cutting planes: Gomory: 18 Cover: 197 Implied bound: 72 Clique: 1 Flow cover: 187 GUB cover: 14 Zero half: 4 Explored 14083 nodes (9448897 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.880000000000e+02, gap -