Gurobi 5.0.1 (linux64) logging started Sun Dec 30 22:12:32 2012 Optimize a model with 13202 rows, 12960 columns and 56718 nonzeros Presolve removed 1584 rows and 160 columns Presolve time: 0.11s Presolved: 11618 rows, 12800 columns, 54736 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 2.991579e+02, 13908 iterations, 2.31 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 299.15788 0 154 - 299.15788 - - 2s 0 0 320.05202 0 168 - 320.05202 - - 4s 0 0 333.82223 0 166 - 333.82223 - - 5s 0 0 337.79671 0 176 - 337.79671 - - 5s 0 0 344.61218 0 181 - 344.61218 - - 6s 0 0 354.18190 0 169 - 354.18190 - - 7s 0 0 357.99743 0 170 - 357.99743 - - 8s 0 0 359.68474 0 173 - 359.68474 - - 8s 0 0 359.71845 0 176 - 359.71845 - - 8s 0 0 359.74372 0 178 - 359.74372 - - 9s 0 0 359.74372 0 178 - 359.74372 - - 17s 0 2 359.81688 0 177 - 359.81688 - - 21s 8 10 365.47643 7 181 - 362.28451 - 707 25s 22 22 372.97403 17 163 - 362.28451 - 777 30s 34 34 405.38449 26 169 - 362.28451 - 851 35s 45 45 389.33979 35 165 - 362.28451 - 910 40s 55 51 401.49229 42 163 - 362.28451 - 955 45s 72 65 413.70060 55 147 - 362.28451 - 863 50s 130 121 424.63541 111 144 - 362.28451 - 534 55s 158 139 396.51031 4 151 - 363.95733 - 529 60s 171 152 380.93307 13 120 - 363.95733 - 569 65s 187 166 388.09653 23 132 - 363.95733 - 592 70s 207 186 393.13790 39 138 - 363.95733 - 595 75s 228 207 413.33024 54 138 - 363.95733 - 604 80s 271 250 403.41184 94 132 - 363.95733 - 560 85s 294 272 411.26987 114 127 - 363.95733 - 559 90s 318 290 415.92091 131 125 - 363.95733 - 573 95s 351 321 427.50410 159 129 - 363.95733 - 567 100s 398 364 infeasible 203 - 363.95733 - 535 105s 426 384 infeasible 227 - 363.95733 - 537 110s 469 421 456.32708 262 133 - 363.95733 - 526 115s 506 447 388.97342 5 166 - 364.33679 - 523 120s 520 461 401.97539 15 161 - 364.33679 - 531 125s 538 475 420.21316 27 155 - 364.33679 - 537 130s 564 495 432.30572 48 139 - 364.33679 - 535 135s 595 519 443.88125 73 145 - 364.33679 - 525 140s 603 525 427.41209 133 154 - 364.33679 - 522 145s 605 527 383.36135 18 177 - 364.33679 - 520 150s 609 529 371.92092 3 189 - 364.48187 - 516 155s 613 532 383.55846 34 195 - 366.19490 - 513 160s 616 534 418.84334 180 203 - 366.19570 - 511 172s 618 535 416.11701 68 199 - 366.19570 - 509 184s 619 538 367.77672 14 198 - 366.78275 - 559 195s 620 538 382.83763 14 174 - 367.96491 - 564 205s 621 538 369.09418 15 190 - 369.06042 - 566 214s 622 539 376.50370 15 186 - 369.17197 - 567 216s 626 542 371.15188 17 186 - 369.25679 - 568 220s 634 547 380.69849 21 168 - 369.25679 - 572 225s 643 553 373.67506 26 177 - 369.25679 - 576 230s 648 554 400.56177 28 168 - 369.25679 - 598 237s 654 556 infeasible 31 - 369.25679 - 616 243s 657 558 382.89607 33 162 - 369.25679 - 619 245s 666 564 386.88867 37 158 - 369.25679 - 625 250s 673 568 384.83508 41 159 - 369.25679 - 633 255s 681 573 387.29329 45 154 - 369.25679 - 641 260s 692 579 398.59892 50 151 - 369.25679 - 651 265s 702 585 393.97437 55 154 - 369.25679 - 656 270s 712 592 399.94372 60 147 - 369.25679 - 663 275s 724 600 402.09134 66 142 - 369.25679 - 668 280s 746 615 439.88960 77 140 - 369.25679 - 668 286s 751 618 401.10761 80 133 - 369.25679 - 674 290s 759 621 401.66311 84 136 - 369.25679 - 685 295s 772 628 429.30484 90 131 - 369.25679 - 691 300s 792 640 432.92064 101 123 - 369.25679 - 682 305s 824 657 459.03644 117 125 - 369.25679 - 666 310s 858 679 473.38066 134 109 - 369.25679 - 652 315s 888 699 544.41568 149 126 - 369.25679 - 646 320s 904 704 499.16376 157 99 - 369.25679 - 651 325s 930 707 515.87301 170 111 - 369.25679 - 651 330s 957 719 505.28499 184 121 - 369.25679 - 644 335s 997 730 517.05808 204 120 - 369.25679 - 631 340s 1049 749 540.77564 230 120 - 369.25679 - 610 345s 1092 771 571.46297 251 122 - 369.25679 - 595 350s 1143 775 568.68677 277 124 - 369.25679 - 579 355s 1214 779 595.85734 313 124 - 369.25679 - 554 360s 1293 757 372.27769 17 178 - 369.25985 - 526 365s 1305 765 376.75609 23 177 - 369.25985 - 529 370s 1319 771 384.17389 30 169 - 369.25985 - 533 375s 1327 771 393.60007 34 173 - 369.25985 - 540 380s 1342 779 389.85168 42 152 - 369.25985 - 542 385s 1353 786 399.87874 47 145 - 369.25985 - 549 390s 1363 793 400.83729 52 136 - 369.25985 - 553 395s 1374 800 395.50868 58 158 - 369.25985 - 559 400s 1383 806 415.33694 62 133 - 369.25985 - 565 405s 1393 813 410.21217 67 159 - 369.25985 - 569 410s 1406 822 413.24917 74 158 - 369.25985 - 575 415s 1417 829 420.00396 79 157 - 369.25985 - 580 420s 1427 833 440.85916 84 156 - 369.25985 - 585 425s 1447 839 447.78819 95 150 - 369.25985 - 585 430s 1474 851 468.75747 108 153 - 369.25985 - 580 435s 1499 857 483.98137 121 148 - 369.25985 - 578 440s 1522 860 infeasible 133 - 369.25985 - 578 445s 1534 862 373.37049 21 174 - 372.38461 - 582 450s 1545 867 infeasible 26 - 372.38461 - 587 455s 1562 879 379.17881 35 148 - 372.38461 - 590 460s 1578 885 380.84446 43 154 - 372.38461 - 593 465s 1591 890 383.74358 49 153 - 372.38461 - 598 470s 1607 901 392.79858 57 144 - 372.38461 - 601 475s 1620 909 390.19774 64 134 - 372.38461 - 604 480s 1631 917 399.86736 69 136 - 372.38461 - 609 485s 1645 926 399.00395 76 147 - 372.38461 - 611 490s 1656 933 394.81086 82 146 - 372.38461 - 616 495s 1675 944 404.98363 91 146 - 372.38461 - 618 500s 1685 951 438.12123 96 137 - 372.38461 - 623 505s 1693 956 403.25048 100 133 - 372.38461 - 628 510s 1711 968 403.43943 109 131 - 372.38461 - 629 515s 1731 981 419.31333 119 146 - 372.38461 - 630 520s 1747 992 448.59407 127 111 - 372.38461 - 632 525s 1773 1007 423.15708 140 119 - 372.38461 - 631 530s 1789 1018 452.90343 148 112 - 372.38461 - 635 535s 1802 1022 462.34235 153 107 - 372.38461 - 635 540s 1826 1034 infeasible 165 - 372.38461 - 634 545s 1866 1054 491.20811 185 84 - 372.38461 - 629 550s 1898 1068 511.51125 201 87 - 372.38461 - 626 555s 1934 1082 523.17826 219 92 - 372.38461 - 623 560s 1964 1100 548.62053 234 98 - 372.38461 - 622 565s 1988 1112 infeasible 246 - 372.38461 - 623 570s 2015 1128 512.30425 260 87 - 372.38461 - 623 575s 2054 1137 575.96226 279 75 - 372.38461 - 622 580s 2100 1131 infeasible 302 - 372.38461 - 619 585s 2168 1114 373.16263 24 173 - 372.40992 - 609 590s 2181 1120 383.99249 33 170 - 372.40992 - 613 595s 2194 1129 387.96058 36 152 - 372.40992 - 615 600s 2207 1138 394.00705 43 172 - 372.40992 - 617 605s 2219 1146 398.29128 44 168 - 372.40992 - 620 610s 2238 1163 400.27811 62 152 - 372.40992 - 619 615s 2262 1185 423.60779 77 142 - 372.40992 - 617 620s 2279 1202 428.23537 89 136 - 372.40992 - 619 625s 2298 1221 421.93482 94 147 - 372.40992 - 619 630s 2323 1246 428.19386 101 132 - 372.40992 - 617 635s 2344 1267 436.12536 107 133 - 372.40992 - 617 640s 2409 1328 495.63309 132 117 - 372.40992 - 605 645s 2457 1366 503.85759 159 90 - 372.40992 - 599 650s 2517 1423 515.52779 208 85 - 372.40992 - 589 655s 2580 1485 578.48491 241 90 - 372.40992 - 579 660s 2621 1508 infeasible 24 - 372.50927 - 576 665s 2638 1525 381.73209 30 174 - 372.52102 - 577 670s 2646 1529 385.58351 32 177 - 372.52102 - 581 675s 2650 1529 386.37095 34 174 - 372.52102 - 585 680s 2677 1556 400.97133 51 154 - 372.52102 - 584 685s 2693 1572 400.65079 62 147 - 372.52102 - 585 690s 2706 1585 404.77988 68 150 - 372.52102 - 586 695s 2720 1599 423.86290 73 152 - 372.52102 - 587 700s 2739 1618 421.25817 86 122 - 372.52102 - 587 705s 2756 1635 424.10461 91 151 - 372.52102 - 588 710s 2769 1647 436.04157 96 125 - 372.52102 - 590 715s 2802 1666 infeasible 115 - 372.52102 - 587 720s 2811 1675 383.93905 21 165 - 372.58977 - 590 725s 2821 1685 380.78278 21 170 - 372.58977 - 592 730s 2829 1693 391.34663 27 137 - 372.58977 - 595 735s 2839 1703 399.55853 32 142 - 372.58977 - 598 740s 2849 1713 409.79384 32 128 - 372.58977 - 601 745s 2861 1725 413.82098 35 125 - 372.58977 - 604 750s 2877 1741 414.94090 43 145 - 372.58977 - 605 755s 2887 1751 416.02179 44 130 - 372.58977 - 609 760s 2898 1762 415.14273 44 130 - 372.58977 - 611 765s 2911 1775 418.75840 47 130 - 372.58977 - 613 770s 2919 1783 419.39060 48 131 - 372.58977 - 616 775s 2932 1796 425.98281 50 122 - 372.58977 - 618 780s 2948 1812 431.75979 57 141 - 372.58977 - 620 785s 2967 1825 429.69198 61 128 - 372.58977 - 621 790s 2993 1849 438.96288 75 116 - 372.58977 - 620 795s 3019 1863 445.40725 84 103 - 372.58977 - 620 800s 3047 1887 451.82170 103 109 - 372.58977 - 619 805s 3075 1900 386.72118 23 156 - 372.59283 - 618 810s 3093 1917 423.63344 35 136 - 372.59283 - 619 815s 3127 1942 374.47889 21 172 - 373.16399 - 616 820s 3139 1954 392.28436 27 156 - 373.16399 - 618 825s 3171 1975 infeasible 48 - 373.16399 - 616 830s 3186 1986 423.21900 33 155 - 373.36482 - 617 835s 3202 2000 496.18562 42 150 - 373.36482 - 618 840s 3245 2032 infeasible 75 - 373.36482 - 612 845s 3253 2040 391.73918 23 154 - 373.37631 - 615 850s 3263 2050 398.37203 31 156 - 373.37631 - 617 855s 3272 2059 406.48782 36 145 - 373.37631 - 619 860s 3286 2073 418.40032 41 146 - 373.37631 - 621 865s 3302 2089 428.98115 49 143 - 373.37631 - 622 870s 3338 2122 432.41942 77 137 - 373.37631 - 619 875s 3356 2140 439.12556 87 119 - 373.37631 - 620 880s 3379 2163 449.90701 100 113 - 373.37631 - 619 885s 3396 2180 469.92813 107 101 - 373.37631 - 620 890s 3421 2203 462.51699 123 107 - 373.37631 - 619 895s 3450 2225 481.94810 139 103 - 373.37631 - 618 900s 3487 2257 510.85034 162 90 - 373.37631 - 614 905s 3533 2299 513.48706 195 91 - 373.37631 - 609 910s 3577 2321 531.66103 223 97 - 373.37631 - 605 915s 3593 2329 389.33265 27 155 - 373.39487 - 606 920s 3608 2344 411.79170 35 152 - 373.39487 - 607 925s 3626 2362 436.78454 46 137 - 373.39487 - 608 930s 3641 2373 453.40632 55 130 - 373.39487 - 609 935s 3663 2395 462.10899 64 120 - 373.39487 - 610 940s 3695 2425 516.89708 85 104 - 373.39487 - 608 945s 3717 2445 infeasible 93 - 373.39487 - 609 950s 3738 2458 549.11550 110 113 - 373.39487 - 608 955s 3761 2468 402.37943 30 148 - 373.87491 - 608 960s 3780 2487 423.39737 40 142 - 373.87491 - 609 965s 3802 2509 432.09018 55 142 - 373.87491 - 609 970s 3812 2517 471.32270 59 93 - 373.87491 - 611 975s 3829 2532 443.59740 68 132 - 373.87491 - 613 980s 3842 2545 454.50587 77 109 - 373.87491 - 615 985s 3879 2576 474.46760 97 124 - 373.87491 - 611 990s 3908 2581 378.76848 29 177 - 373.98781 - 610 995s 3919 2592 403.26041 35 156 - 373.98781 - 612 1000s 3935 2608 412.85936 44 149 - 373.98781 - 613 1005s 3963 2634 424.93257 59 113 - 373.98781 - 612 1010s 3984 2651 435.50712 72 122 - 373.98781 - 613 1015s 4015 2672 401.25870 28 172 - 374.04590 - 612 1020s 4028 2681 infeasible 37 - 374.04590 - 614 1025s 4062 2709 459.62087 61 152 - 374.04590 - 611 1030s 4080 2713 388.00959 28 155 - 374.04702 - 612 1035s 4090 2723 396.35734 30 148 - 374.04702 - 614 1040s 4108 2741 408.27081 39 129 - 374.04702 - 615 1045s 4131 2764 420.71482 47 114 - 374.04702 - 616 1050s 4157 2790 432.16600 65 123 - 374.04702 - 616 1055s 4192 2817 469.91999 83 120 - 374.04702 - 614 1060s 4247 2866 483.39782 119 89 - 374.04702 - 610 1065s 4294 2912 497.56720 150 78 - 374.04702 - 606 1070s 4344 2956 529.83679 182 60 - 374.04702 - 601 1075s 4429 3040 563.60749 249 65 - 374.04702 - 591 1080s 4564 3158 565.58375 385 74 - 374.04702 - 574 1085s 4607 3166 412.82603 27 152 - 374.16021 - 571 1090s 4624 3177 infeasible 36 - 374.16021 - 573 1095s 4649 3200 509.60127 52 148 - 374.16021 - 572 1100s 4668 3205 385.60400 26 173 - 374.17178 - 573 1105s 4676 3213 400.45152 29 160 - 374.17178 - 575 1110s 4686 3223 407.54819 33 143 - 374.17178 - 577 1115s 4703 3240 411.93141 42 134 - 374.17178 - 578 1120s 4732 3266 424.36442 62 122 - 374.17178 - 578 1125s 4759 3281 375.03254 23 175 - 374.20826 - 577 1130s 4770 3292 390.56447 26 163 - 374.20826 - 579 1135s 4779 3299 406.95327 31 153 - 374.20826 - 581 1140s 4801 3321 420.74880 44 114 - 374.20826 - 581 1145s 4826 3346 423.63753 60 116 - 374.20826 - 582 1150s 4854 3356 infeasible 73 - 374.20826 - 582 1155s 4867 3367 399.41694 25 149 - 374.23404 - 583 1160s 4898 3392 416.45096 43 141 - 374.23404 - 583 1165s 4931 3421 466.58929 57 135 - 374.23404 - 582 1170s 4976 3458 infeasible 84 - 374.23404 - 579 1175s 5001 3469 392.75810 22 155 - 374.28323 - 579 1180s 5016 3484 405.05441 26 154 - 374.28323 - 580 1185s 5092 3554 434.74062 88 115 - 374.28323 - 574 1190s 5141 3599 470.66894 119 92 - 374.28323 - 572 1195s 5177 3617 infeasible 140 - 374.28323 - 571 1200s 5185 3623 393.59541 23 168 - 374.29604 - 573 1205s 5195 3633 407.99317 28 157 - 374.29604 - 575 1210s 5203 3641 413.37816 32 147 - 374.29604 - 577 1215s 5217 3655 424.31324 40 140 - 374.29604 - 578 1220s 5239 3677 428.00400 60 124 - 374.29604 - 579 1225s 5258 3696 437.53220 69 117 - 374.29604 - 580 1230s 5284 3718 466.23358 85 119 - 374.29604 - 580 1235s 5304 3734 480.83797 95 105 - 374.29604 - 581 1240s 5341 3747 380.85630 22 170 - 374.33999 - 580 1245s 5350 3756 396.97194 26 160 - 374.33999 - 581 1250s 5360 3766 412.64569 29 153 - 374.33999 - 583 1255s 5375 3781 416.61141 37 122 - 374.33999 - 584 1260s 5396 3800 420.39352 48 133 - 374.33999 - 584 1265s 5425 3828 427.05347 73 120 - 374.33999 - 584 1270s 5467 3850 infeasible 94 - 374.33999 - 583 1275s 5478 3857 397.52224 25 172 - 374.36815 - 585 1280s 5490 3869 399.06240 28 162 - 374.36815 - 586 1285s 5501 3880 417.03948 30 153 - 374.36815 - 587 1290s 5515 3894 450.25979 37 146 - 374.36815 - 588 1295s 5539 3916 430.97306 57 141 - 374.36815 - 588 1300s 5571 3948 438.85848 70 144 - 374.36815 - 587 1305s 5589 3956 397.90599 22 165 - 374.60767 - 588 1310s 5596 3963 404.81793 24 154 - 374.60767 - 589 1316s 5605 3972 414.70495 28 134 - 374.60767 - 590 1320s 5627 3994 424.54841 41 139 - 374.60767 - 591 1325s 5645 3998 375.03054 22 179 - 374.61049 - 591 1330s 5653 4005 406.29990 24 175 - 374.61049 - 593 1337s 5662 4014 406.63072 31 146 - 374.61049 - 593 1340s 5679 4029 412.61770 41 144 - 374.61049 - 594 1345s 5689 4039 422.67072 44 124 - 374.61049 - 595 1350s 5713 4050 392.35243 25 164 - 374.89727 - 595 1355s 5726 4063 403.04494 32 170 - 374.89727 - 595 1360s 5748 4085 416.23765 47 133 - 374.89727 - 595 1365s 5773 4096 376.10476 22 182 - 374.91034 - 594 1370s 5782 4105 392.66551 26 161 - 374.91034 - 596 1375s 5793 4116 408.42261 30 156 - 374.91034 - 597 1380s 5806 4129 414.96083 35 146 - 374.91034 - 598 1385s 5813 4136 420.82081 36 164 - 374.91034 - 600 1390s 5832 4155 423.33910 48 139 - 374.91034 - 600 1395s 5854 4171 458.39989 60 121 - 374.91034 - 601 1400s 5885 4202 470.16847 83 121 - 374.91034 - 600 1405s 5926 4242 488.26412 115 99 - 374.91034 - 597 1410s 5975 4289 498.97854 154 90 - 374.91034 - 595 1415s 6034 4339 571.85030 204 109 - 374.91034 - 590 1420s 6115 4418 617.15838 263 83 - 374.91034 - 584 1425s 6153 4436 401.02918 24 165 - 374.99797 - 583 1430s 6164 4447 412.19740 26 152 - 374.99797 - 584 1435s 6187 4468 424.22394 34 145 - 374.99797 - 584 1440s 6207 4480 429.44821 35 139 - 374.99797 - 584 1445s 6234 4505 439.74862 48 139 - 374.99797 - 584 1450s 6272 4535 449.23127 58 133 - 374.99797 - 582 1455s 6326 4579 472.86660 83 116 - 374.99797 - 579 1460s 6350 4590 389.07666 31 167 - 375.11432 - 579 1465s 6358 4598 403.02586 33 176 - 375.11432 - 581 1470s 6368 4608 412.76347 39 141 - 375.11432 - 582 1475s 6390 4630 421.29397 54 141 - 375.11432 - 582 1480s 6426 4648 377.55421 27 176 - 375.61201 - 581 1485s 6436 4658 403.96290 34 168 - 375.61201 - 583 1491s 6443 4665 406.74443 34 171 - 375.61201 - 584 1495s 6452 4674 412.47856 36 149 - 375.61201 - 585 1500s 6469 4691 421.01625 48 148 - 375.61201 - 586 1505s 6483 4705 427.05552 52 136 - 375.61201 - 586 1510s 6534 4748 449.95824 87 109 - 375.61201 - 583 1515s 6569 4767 infeasible 102 - 375.61201 - 583 1520s 6600 4787 386.57188 25 170 - 375.63206 - 582 1525s 6615 4802 406.61873 34 155 - 375.63206 - 582 1530s 6636 4819 infeasible 47 - 375.63206 - 583 1535s 6657 4825 393.40582 28 166 - 375.85603 - 583 1540s 6679 4847 412.56622 44 148 - 375.85603 - 583 1545s 6691 4848 411.31748 28 164 - 376.03356 - 584 1550s 6701 4858 423.90186 33 146 - 376.03356 - 585 1555s 6715 4872 429.05448 40 140 - 376.03356 - 586 1560s 6732 4889 439.46806 45 131 - 376.03356 - 587 1565s 6767 4922 450.35367 72 113 - 376.03356 - 586 1570s 6786 4941 459.04057 83 99 - 376.03356 - 586 1575s 6809 4954 infeasible 93 - 376.03356 - 587 1580s 6844 4984 520.95449 115 105 - 376.03356 - 586 1585s 6879 5019 532.85489 138 98 - 376.03356 - 585 1590s 6928 5065 544.55631 169 85 - 376.03356 - 582 1595s 6995 5117 392.96561 24 164 - 376.15387 - 578 1600s 7004 5126 408.73938 30 164 - 376.15387 - 579 1605s 7035 5153 infeasible 49 - 376.15387 - 579 1610s 7051 5156 388.45748 20 174 - 376.18214 - 579 1615s 7067 5170 409.18132 30 152 - 376.18214 - 580 1620s 7082 5185 418.94706 43 148 - 376.18214 - 581 1625s 7105 5190 infeasible 56 - 376.18214 - 581 1630s 7115 5200 402.75268 23 169 - 376.18578 - 582 1635s 7142 5223 420.63563 41 138 - 376.18578 - 582 1640s 7157 5227 396.27425 28 172 - 376.45981 - 583 1645s 7167 5237 415.43599 33 144 - 376.45981 - 584 1650s 7195 5265 426.84027 49 149 - 376.45981 - 583 1655s 7248 5300 400.51224 24 169 - 376.50370 - 582 1661s 7256 5308 417.77738 29 143 - 376.50370 - 583 1665s 7262 5314 418.27889 30 144 - 376.50370 - 584 1670s 7267 5319 439.22565 31 145 - 376.50370 - 587 1676s 7278 5330 430.75729 39 144 - 376.50370 - 587 1680s 7300 5352 467.07962 56 134 - 376.50370 - 587 1685s 7318 5368 487.20276 63 133 - 376.50370 - 588 1690s 7335 5385 488.81261 72 124 - 376.50370 - 588 1695s 7371 5420 540.66283 93 100 - 376.50370 - 587 1700s 7453 5472 384.67802 17 152 - 376.50636 - 582 1705s 7459 5478 397.89589 20 153 - 376.50636 - 583 1710s 7469 5488 410.60703 26 172 - 376.50636 - 584 1715s 7482 5499 420.42449 36 164 - 376.50636 - 585 1720s 7515 5532 434.00328 58 136 - 376.50636 - 584 1725s 7567 5584 454.88855 91 106 - 376.50636 - 582 1730s 7625 5642 465.43472 129 98 - 376.50636 - 580 1735s 7674 5679 487.98491 162 117 - 376.50636 - 578 1740s 7726 5706 384.41847 17 156 - 376.62597 - 575 1745s 7738 5718 401.41404 24 174 - 376.62597 - 576 1750s 7751 5731 418.55498 30 165 - 376.62597 - 577 1755s 7760 5740 426.59237 33 150 - 376.62597 - 578 1760s 7780 5760 429.58566 43 138 - 376.62597 - 579 1765s 7799 5779 457.70765 52 140 - 376.62597 - 579 1770s 7835 5811 450.37021 78 104 - 376.62597 - 578 1775s 7875 5847 482.73190 97 111 - 376.62597 - 577 1780s 7946 5912 489.84359 160 120 - 376.62597 - 574 1785s 7986 5940 infeasible 168 - 376.62597 - 572 1790s 8008 5944 394.94602 27 150 - 376.63634 - 573 1795s 8027 5963 411.63082 38 137 - 376.63634 - 573 1800s 8053 5983 445.34593 53 124 - 376.63634 - 573 1805s 8076 5990 388.50451 24 147 - 376.78554 - 574 1810s 8086 6000 401.96864 27 152 - 376.78554 - 575 1815s 8115 6029 421.34546 49 135 - 376.78554 - 574 1820s 8133 6033 397.18370 28 160 - 376.78944 - 575 1825s 8142 6042 402.25660 30 148 - 376.78944 - 576 1830s 8153 6051 415.97588 34 138 - 376.78944 - 577 1835s 8163 6061 422.86659 41 140 - 376.78944 - 578 1840s 8184 6078 429.38485 56 117 - 376.78944 - 579 1845s 8201 6088 441.46292 64 117 - 376.78944 - 579 1850s 8219 6094 400.01908 27 153 - 376.85494 - 580 1855s 8226 6101 403.09561 29 159 - 376.85494 - 581 1860s 8235 6110 413.60248 33 131 - 376.85494 - 582 1865s 8249 6124 422.31328 42 133 - 376.85494 - 583 1870s 8272 6147 431.62723 53 132 - 376.85494 - 583 1875s 8320 6185 390.23117 21 160 - 376.86993 - 582 1880s 8332 6197 408.72567 28 140 - 376.86993 - 583 1885s 8351 6216 420.00738 41 150 - 376.86993 - 583 1890s 8370 6221 394.58572 23 166 - 377.01547 - 583 1895s 8386 6237 411.72310 30 160 - 377.01547 - 584 1900s 8400 6251 417.32692 38 148 - 377.01547 - 585 1905s 8421 6259 392.75053 27 172 - 377.07739 - 585 1910s 8430 6268 409.25295 30 148 - 377.07739 - 586 1915s 8440 6278 419.42546 34 157 - 377.07739 - 587 1920s 8452 6286 437.12745 38 139 - 377.07739 - 588 1925s 8464 6298 467.58942 42 130 - 377.07739 - 589 1930s 8490 6306 391.49490 27 152 - 377.12334 - 589 1935s 8500 6314 404.94229 32 159 - 377.12334 - 590 1940s 8518 6332 414.93173 39 135 - 377.12334 - 591 1945s 8550 6351 387.77671 31 170 - 377.47167 - 590 1950s 8558 6359 405.44670 36 162 - 377.47167 - 591 1955s 8566 6367 405.59837 36 171 - 377.47167 - 592 1960s 8574 6375 412.59535 37 146 - 377.47167 - 593 1965s 8590 6391 417.31288 45 134 - 377.47167 - 594 1970s 8606 6407 425.97166 56 131 - 377.47167 - 594 1975s 8631 6418 384.03183 30 156 - 377.47229 - 595 1980s 8639 6426 392.40125 31 144 - 377.47229 - 596 1985s 8654 6441 412.89373 39 139 - 377.47229 - 596 1990s 8675 6458 459.10727 55 129 - 377.47229 - 597 1996s 8701 6478 468.99466 72 120 - 377.47229 - 596 2000s 8745 6499 392.76665 28 168 - 377.56277 - 595 2006s 8752 6506 420.12246 31 144 - 377.56277 - 596 2010s 8767 6519 452.02169 42 129 - 377.56277 - 597 2015s 8792 6542 496.31374 54 125 - 377.56277 - 597 2020s 8807 6543 395.15984 32 171 - 377.84627 - 597 2025s 8818 6554 415.50472 35 158 - 377.84627 - 598 2030s 8832 6568 423.22268 41 167 - 377.84627 - 599 2035s 8855 6587 470.90307 54 143 - 377.84627 - 599 2040s 8881 6597 497.96593 66 147 - 377.84627 - 599 2045s 8896 6604 414.63767 32 143 - 377.98013 - 600 2050s 8904 6612 429.66726 35 134 - 377.98013 - 601 2055s 8910 6618 433.48553 36 137 - 377.98013 - 602 2060s 8926 6634 446.24834 44 127 - 377.98013 - 603 2065s 8949 6657 452.75532 57 127 - 377.98013 - 603 2070s 8977 6681 465.54947 75 108 - 377.98013 - 603 2075s 9028 6726 infeasible 107 - 377.98013 - 601 2080s 9057 6735 389.47449 30 159 - 378.01414 - 601 2085s 9072 6750 409.78564 39 136 - 378.01414 - 601 2090s 9097 6771 434.51077 53 109 - 378.01414 - 601 2095s 9119 6788 464.88531 69 129 - 378.01414 - 602 2100s 9153 6818 471.87530 90 116 - 378.01414 - 601 2105s 9183 6836 386.97542 24 167 - 378.01525 - 601 2110s 9191 6844 404.02222 28 154 - 378.01525 - 602 2115s 9207 6856 417.02086 37 145 - 378.01525 - 602 2120s 9226 6864 396.47146 26 157 - 378.02783 - 603 2126s 9233 6869 infeasible 27 - 378.02783 - 604 2130s 9247 6883 414.88860 37 158 - 378.02783 - 605 2135s 9270 6894 403.45262 36 133 - 378.29507 - 605 2140s 9297 6919 445.87574 57 115 - 378.29507 - 605 2145s 9300 6922 453.46069 58 118 - 378.29507 - 605 2150s 9306 6926 484.23045 59 132 - 378.29507 - 607 2155s 9328 6948 496.66839 73 124 - 378.29507 - 607 2160s 9343 6959 512.91285 78 129 - 378.29507 - 607 2165s 9363 6977 523.44214 90 134 - 378.29507 - 607 2170s 9403 7009 542.09169 115 136 - 378.29507 - 606 2175s 9440 7028 387.34643 26 160 - 378.33180 - 605 2180s 9448 7036 395.59192 27 151 - 378.33180 - 606 2185s 9467 7055 411.16340 41 137 - 378.33180 - 606 2190s 9495 7081 438.69251 66 138 - 378.33180 - 606 2195s 9507 7089 454.90753 73 144 - 378.33180 - 606 2200s 9531 7113 492.19178 84 124 - 378.33180 - 606 2205s 9544 7124 524.42173 87 122 - 378.33180 - 607 2210s 9562 7122 409.65410 28 134 - 378.48715 - 607 2215s 9573 7133 417.03261 33 142 - 378.48715 - 608 2220s 9594 7154 471.64042 48 136 - 378.48715 - 608 2225s 9616 7170 491.09620 65 132 - 378.48715 - 608 2230s 9638 7186 516.09309 76 122 - 378.48715 - 608 2235s 9685 7218 542.39519 106 93 - 378.48715 - 606 2240s 9725 7246 406.21657 32 152 - 378.49958 - 605 2245s 9734 7255 407.94129 33 150 - 378.49958 - 606 2250s 9755 7260 380.58677 26 183 - 378.57626 - 606 2255s 9764 7267 403.08472 32 159 - 378.57626 - 607 2260s 9775 7278 412.57318 37 155 - 378.57626 - 607 2265s 9785 7288 418.68217 42 158 - 378.57626 - 608 2270s 9807 7310 431.90796 60 145 - 378.57626 - 608 2275s 9812 7315 473.68295 61 140 - 378.57626 - 609 2280s 9829 7330 488.89123 72 147 - 378.57626 - 609 2285s 9858 7355 504.07641 94 128 - 378.57626 - 609 2290s 9909 7393 535.60120 118 117 - 378.57626 - 607 2295s 9940 7408 402.71458 37 156 - 378.58976 - 606 2300s 9946 7414 410.67741 37 163 - 378.58976 - 607 2305s 9956 7424 418.44965 43 138 - 378.58976 - 608 2310s 9970 7438 425.09694 51 131 - 378.58976 - 608 2315s 9995 7451 392.10672 33 176 - 378.61646 - 608 2320s 10007 7461 421.19536 42 147 - 378.61646 - 609 2325s 10017 7471 446.51817 48 137 - 378.61646 - 609 2330s 10029 7483 462.72252 57 149 - 378.61646 - 610 2335s 10044 7490 390.20524 27 143 - 378.62337 - 611 2340s 10056 7502 408.75008 32 136 - 378.62337 - 611 2345s 10079 7513 infeasible 48 - 378.62337 - 611 2350s 10100 7525 481.08707 58 119 - 378.62337 - 611 2355s 10115 7532 400.35100 29 140 - 378.77122 - 612 2360s 10134 7551 412.12120 37 141 - 378.77122 - 612 2365s 10178 7579 infeasible 66 - 378.77122 - 611 2370s 10201 7598 465.27442 83 124 - 378.77122 - 610 2375s 10238 7615 397.91705 32 146 - 378.85708 - 609 2380s 10245 7622 408.10652 34 163 - 378.85708 - 610 2385s 10262 7639 423.22533 47 161 - 378.85708 - 611 2390s 10301 7670 390.98037 32 155 - 378.86328 - 610 2395s 10311 7680 409.49800 35 154 - 378.86328 - 611 2401s 10320 7689 418.10612 39 134 - 378.86328 - 611 2405s 10356 7719 442.80057 66 135 - 378.86328 - 610 2410s 10391 7750 463.44766 86 115 - 378.86328 - 609 2415s 10446 7798 477.89660 115 110 - 378.86328 - 607 2420s 10518 7858 infeasible 175 - 378.86328 - 603 2425s 10528 7864 397.80984 35 144 - 379.02994 - 604 2430s 10541 7877 418.18928 41 140 - 379.02994 - 605 2435s 10562 7898 423.76037 58 135 - 379.02994 - 605 2440s 10596 7922 446.13032 85 132 - 379.02994 - 605 2445s 10669 7989 470.53307 130 109 - 379.02994 - 602 2450s 10723 8031 infeasible 161 - 379.02994 - 600 2455s 10758 8048 404.30325 27 151 - 379.04909 - 600 2460s 10774 8064 414.08974 36 151 - 379.04909 - 600 2465s 10783 8071 442.77653 40 138 - 379.04909 - 601 2470s 10795 8083 431.99013 48 149 - 379.04909 - 601 2475s 10806 8092 484.18962 55 145 - 379.04909 - 602 2481s 10809 8095 484.53663 57 149 - 379.04909 - 603 2485s 10833 8117 499.59972 73 141 - 379.04909 - 603 2490s 10865 8133 382.66537 38 141 - 379.09299 - 603 2495s 10872 8140 400.60748 39 136 - 379.09299 - 604 2500s 10888 8156 413.50943 50 128 - 379.09299 - 604 2505s 10911 8175 486.34648 65 119 - 379.09299 - 605 2510s 10943 8195 infeasible 84 - 379.09299 - 604 2515s 10966 8202 429.93116 37 131 - 379.17881 - 604 2520s 10984 8220 438.12466 41 147 - 379.17881 - 605 2525s 11022 8242 463.73279 53 116 - 379.17881 - 604 2530s 11040 8256 494.33789 56 125 - 379.17881 - 605 2535s 11057 8267 infeasible 57 - 379.17881 - 605 2540s 11073 8275 518.30253 64 120 - 379.17881 - 606 2545s 11092 8272 524.88448 65 124 - 379.17881 - 606 2550s 11114 8278 394.71483 39 144 - 379.17881 - 606 2555s 11124 8288 403.26987 41 140 - 379.17881 - 607 2560s 11152 8316 453.45215 65 121 - 379.17881 - 607 2565s 11159 8321 483.04469 66 119 - 379.17881 - 608 2570s 11208 8357 infeasible 109 - 379.17881 - 606 2575s 11222 8363 411.24217 39 162 - 379.26985 - 607 2580s 11249 8388 449.09695 63 125 - 379.26985 - 607 2585s 11258 8393 487.57854 65 129 - 379.26985 - 608 2590s 11298 8417 499.63109 91 116 - 379.26985 - 607 2595s 11345 8446 408.34517 36 166 - 379.42444 - 606 2600s 11366 8463 455.44051 49 126 - 379.42444 - 606 2605s 11392 8487 529.12054 65 119 - 379.42444 - 606 2610s 11409 8490 415.25595 33 165 - 379.51196 - 607 2615s 11422 8503 426.37454 36 145 - 379.51196 - 607 2620s 11436 8515 infeasible 43 - 379.51196 - 608 2626s 11449 8528 440.34196 52 133 - 379.51196 - 608 2630s 11472 8551 450.90571 68 127 - 379.51196 - 608 2635s 11514 8593 462.10467 103 119 - 379.51196 - 607 2640s 11606 8684 505.14027 180 100 - 379.51196 - 603 2645s 11630 8705 520.85208 192 91 - 379.51196 - 603 2650s 11712 8780 539.12358 263 95 - 379.51196 - 600 2655s 11756 8809 399.67136 26 153 - 379.55391 - 599 2660s 11767 8818 414.10030 32 153 - 379.55391 - 599 2665s 11798 8847 428.87046 54 139 - 379.55391 - 599 2670s 11826 8867 494.86926 73 127 - 379.55391 - 599 2675s 11876 8897 infeasible 99 - 379.55391 - 598 2680s 11900 8909 414.59713 32 150 - 379.67032 - 598 2685s 11917 8924 457.05885 41 127 - 379.67032 - 598 2690s 11934 8937 519.80505 49 135 - 379.67032 - 598 2695s 11956 8943 412.73148 31 165 - 379.69613 - 599 2700s 11982 8969 423.03665 52 132 - 379.69613 - 599 2705s 11999 8982 484.66281 62 128 - 379.69613 - 599 2710s 12041 9014 infeasible 90 - 379.69613 - 599 2715s 12081 9032 410.01746 37 172 - 379.76254 - 598 2720s 12098 9045 456.30172 48 143 - 379.76254 - 598 2725s 12110 9057 516.52124 52 127 - 379.76254 - 599 2730s 12134 9071 393.63761 30 181 - 379.76515 - 599 2735s 12144 9081 410.44568 32 166 - 379.76515 - 600 2740s 12155 9092 421.37011 37 147 - 379.76515 - 600 2745s 12170 9107 449.03671 46 135 - 379.76515 - 601 2750s 12200 9126 454.92993 62 121 - 379.76515 - 600 2755s 12223 9149 467.04535 81 120 - 379.76515 - 600 2760s 12265 9191 477.66868 112 92 - 379.76515 - 599 2765s 12281 9194 411.28063 32 165 - 379.90394 - 599 2770s 12290 9203 419.06230 33 164 - 379.90394 - 600 2775s 12310 9223 422.03835 50 136 - 379.90394 - 600 2780s 12345 9254 446.61616 76 117 - 379.90394 - 600 2785s 12398 9301 487.27706 106 97 - 379.90394 - 598 2790s 12478 9373 infeasible 159 - 379.90394 - 595 2795s 12512 9391 436.03981 36 169 - 380.13065 - 595 2800s 12519 9398 432.36905 38 137 - 380.13065 - 596 2805s 12538 9417 443.23612 48 138 - 380.13065 - 596 2810s 12559 9438 524.09907 63 147 - 380.13065 - 596 2815s 12582 9459 462.32759 76 123 - 380.13065 - 596 2820s 12605 9482 518.35691 88 116 - 380.13065 - 596 2825s 12644 9519 528.19910 111 126 - 380.13065 - 595 2830s 12700 9559 413.77294 33 142 - 380.45414 - 593 2835s 12715 9570 infeasible 43 - 380.45414 - 594 2840s 12782 9637 457.51216 97 88 - 380.45414 - 592 2845s 12897 9748 475.59017 200 80 - 380.45414 - 587 2850s 12958 9785 415.55221 31 149 - 380.46227 - 585 2855s 12966 9793 429.77087 36 126 - 380.46227 - 586 2860s 12981 9808 445.04608 41 139 - 380.46227 - 586 2865s 12998 9825 446.67701 50 144 - 380.46227 - 586 2870s 13023 9850 456.44477 61 140 - 380.46227 - 586 2875s 13064 9890 479.38301 88 117 - 380.46227 - 586 2880s 13095 9907 396.63140 26 156 - 380.47844 - 586 2885s 13123 9935 421.51128 48 156 - 380.47844 - 586 2890s 13129 9939 infeasible 49 - 380.47844 - 587 2896s 13142 9952 478.48336 59 152 - 380.47844 - 587 2900s 13162 9970 499.36191 69 147 - 380.47844 - 587 2905s 13208 9986 410.92691 37 163 - 380.73071 - 586 2911s 13228 10004 457.72104 48 135 - 380.73071 - 586 2915s 13248 10022 infeasible 54 - 380.73071 - 587 2920s 13268 10030 400.20213 24 167 - 380.74901 - 587 2925s 13277 10039 407.60600 29 145 - 380.74901 - 587 2930s 13295 10057 443.07263 38 141 - 380.74901 - 588 2935s 13313 10073 452.89246 52 135 - 380.74901 - 588 2940s 13325 10071 infeasible 55 - 380.74901 - 588 2945s 13361 10092 399.73359 23 151 - 380.89289 - 588 2950s 13377 10108 429.70115 32 146 - 380.89289 - 588 2955s 13400 10131 442.83460 45 150 - 380.89289 - 588 2960s 13416 10137 infeasible 50 - 380.89289 - 588 2965s 13427 10144 413.76789 36 155 - 380.95015 - 589 2970s 13440 10157 432.13152 42 151 - 380.95015 - 589 2975s 13462 10177 454.40755 54 140 - 380.95015 - 589 2980s 13488 10203 459.66813 75 122 - 380.95015 - 589 2985s 13506 10221 472.60757 86 125 - 380.95015 - 590 2990s 13527 10242 493.26727 92 100 - 380.95015 - 590 2995s 13546 10259 546.36400 99 97 - 380.95015 - 590 3000s 13573 10286 567.04082 119 113 - 380.95015 - 590 3005s 13585 10298 603.62680 125 97 - 380.95015 - 591 3010s 13622 10331 572.82441 148 92 - 380.95015 - 591 3015s 13640 10335 426.94296 33 142 - 381.37022 - 591 3020s 13669 10360 504.28943 52 133 - 381.37022 - 591 3025s 13697 10378 infeasible 71 - 381.37022 - 591 3030s 13708 10387 417.08355 42 134 - 381.44925 - 591 3035s 13721 10400 420.99608 45 130 - 381.44925 - 592 3040s 13761 10436 453.34728 79 131 - 381.44925 - 591 3045s 13805 10472 464.05156 114 118 - 381.44925 - 590 3050s 13857 10508 infeasible 144 - 381.44925 - 589 3055s 13870 10521 455.56829 40 156 - 381.49893 - 590 3060s 13917 10550 400.99458 35 148 - 381.56297 - 589 3065s 13931 10564 416.52639 41 140 - 381.56297 - 589 3070s 13957 10586 436.11206 60 136 - 381.56297 - 589 3075s 13995 10620 473.15125 90 135 - 381.56297 - 589 3080s 14040 10657 474.35231 124 113 - 381.56297 - 588 3085s 14099 10706 infeasible 165 - 381.56297 - 586 3090s 14107 10708 419.01577 27 155 - 381.60435 - 587 3096s 14116 10713 422.03281 26 145 - 381.60435 - 588 3100s 14125 10722 435.82570 33 160 - 381.60435 - 588 3105s 14142 10737 446.85555 39 151 - 381.60435 - 589 3110s 14158 10747 infeasible 40 - 381.60435 - 589 3115s 14177 10764 455.10751 49 143 - 381.60435 - 589 3120s 14186 10771 461.34549 55 152 - 381.60435 - 590 3125s 14203 10780 474.33294 61 122 - 381.60435 - 590 3130s 14216 10793 486.77156 65 123 - 381.60435 - 591 3135s 14251 10818 493.81331 86 116 - 381.60435 - 590 3140s 14270 10825 398.30615 40 142 - 381.62384 - 591 3145s 14284 10839 406.25314 48 140 - 381.62384 - 591 3150s 14311 10866 421.68001 64 130 - 381.62384 - 591 3155s 14335 10884 437.10154 79 115 - 381.62384 - 591 3160s 14393 10928 infeasible 120 - 381.62384 - 590 3165s 14403 10934 400.92013 40 133 - 381.76445 - 590 3170s 14421 10952 407.09756 49 137 - 381.76445 - 591 3175s 14448 10979 432.74383 71 128 - 381.76445 - 591 3180s 14468 10983 406.03664 21 177 - 381.87410 - 591 3186s 14476 10991 424.00673 28 172 - 381.87410 - 592 3190s 14485 11000 434.58222 33 158 - 381.87410 - 592 3195s 14493 11008 446.12254 37 158 - 381.87410 - 593 3200s 14509 11024 456.11879 49 148 - 381.87410 - 593 3205s 14518 11033 465.84391 56 136 - 381.87410 - 594 3210s 14531 11046 465.83129 60 129 - 381.87410 - 595 3215s 14539 11054 471.54432 65 116 - 381.87410 - 595 3220s 14555 11070 475.21196 73 130 - 381.87410 - 596 3225s 14567 11082 480.40118 76 122 - 381.87410 - 596 3230s 14584 11099 493.14847 86 111 - 381.87410 - 597 3235s 14612 11125 510.48249 108 122 - 381.87410 - 597 3240s 14633 11146 547.83060 122 105 - 381.87410 - 597 3245s 14670 11181 571.40744 151 92 - 381.87410 - 596 3250s 14727 11237 580.71740 183 83 - 381.87410 - 595 3255s 14785 11290 630.01568 222 71 - 381.87410 - 594 3260s 14867 11370 711.22819 287 78 - 381.87410 - 591 3265s 14910 11398 401.89111 37 135 - 381.90037 - 590 3270s 14918 11406 411.18610 38 136 - 381.90037 - 591 3275s 14928 11416 420.79026 44 142 - 381.90037 - 592 3280s 14947 11431 428.59430 55 127 - 381.90037 - 592 3285s 14963 11437 403.59255 22 163 - 382.07727 - 592 3290s 14972 11446 415.18461 26 153 - 382.07727 - 593 3295s 14983 11457 417.83869 29 146 - 382.07727 - 593 3300s 14996 11468 433.37351 36 152 - 382.07727 - 594 3305s 15010 11482 444.89078 44 146 - 382.07727 - 594 3310s 15046 11513 462.85799 74 120 - 382.07727 - 594 3315s 15068 11535 472.79978 84 131 - 382.07727 - 594 3320s 15101 11562 infeasible 111 - 382.07727 - 593 3325s 15119 11564 396.56271 20 178 - 382.07731 - 594 3330s 15129 11574 409.61046 25 166 - 382.07731 - 594 3335s 15137 11582 426.82794 26 162 - 382.07731 - 595 3340s 15153 11594 infeasible 40 - 382.07731 - 595 3345s 15166 11603 427.03294 35 145 - 382.15924 - 595 3350s 15195 11624 467.93968 52 115 - 382.15924 - 595 3355s 15245 11662 499.44112 83 105 - 382.15924 - 595 3360s 15290 11693 406.42341 28 159 - 382.35219 - 594 3365s 15320 11720 420.87571 55 145 - 382.35219 - 594 3370s 15348 11738 427.04438 69 145 - 382.35219 - 593 3375s 15364 11742 395.39521 51 140 - 382.35541 - 594 3380s 15390 11766 427.91099 69 132 - 382.35541 - 594 3385s 15404 11770 428.30079 52 124 - 382.38412 - 594 3390s 15436 11796 442.51406 71 128 - 382.38412 - 594 3395s 15471 11823 520.15850 95 102 - 382.38412 - 594 3400s 15497 11834 416.28139 34 158 - 382.52801 - 594 3405s 15504 11841 430.41012 36 149 - 382.52801 - 595 3410s 15516 11853 438.52811 44 133 - 382.52801 - 595 3415s 15530 11867 446.74089 53 128 - 382.52801 - 595 3420s 15555 11892 458.38240 68 113 - 382.52801 - 595 3425s 15574 11911 467.19496 77 130 - 382.52801 - 596 3430s 15591 11927 527.34742 88 117 - 382.52801 - 596 3435s 15617 11952 546.27123 109 108 - 382.52801 - 596 3440s 15659 11992 574.05893 134 100 - 382.52801 - 596 3445s 15702 12033 569.45435 170 108 - 382.52801 - 595 3450s 15774 12071 590.84121 209 107 - 382.52801 - 593 3455s 15796 12081 408.44125 33 154 - 382.54545 - 593 3460s 15813 12090 infeasible 41 - 382.54545 - 593 3465s 15830 12097 401.23501 28 163 - 382.61282 - 593 3470s 15851 12108 infeasible 41 - 382.61282 - 594 3475s 15863 12113 401.03199 28 144 - 382.61959 - 594 3480s 15873 12123 447.19044 32 151 - 382.61959 - 595 3485s 15888 12130 infeasible 43 - 382.61959 - 595 3490s 15906 12138 398.82670 29 133 - 382.64369 - 595 3495s 15931 12157 420.40155 45 139 - 382.64369 - 595 3500s 15945 12159 404.22233 32 165 - 382.69402 - 596 3505s 15964 12172 infeasible 39 - 382.69402 - 596 3510s 15985 12184 infeasible 48 - 382.70633 - 596 3515s 16021 12216 481.25613 70 128 - 382.70633 - 596 3520s 16052 12241 546.50139 87 127 - 382.70633 - 596 3525s 16061 12235 infeasible 88 - 382.70633 - 596 3530s 16084 12248 440.40814 38 154 - 382.82608 - 596 3535s 16115 12279 484.20986 55 134 - 382.82608 - 596 3540s 16140 12301 infeasible 64 - 382.82608 - 596 3545s 16170 12325 551.88170 80 122 - 382.82608 - 596 3550s 16189 12335 408.64777 35 161 - 382.85182 - 596 3555s 16208 12354 416.56458 48 156 - 382.85182 - 596 3562s 16214 12354 infeasible 52 - 382.85182 - 596 3565s 16238 12369 infeasible 71 - 382.85182 - 596 3570s 16257 12376 394.44380 34 173 - 382.89928 - 596 3575s 16267 12386 412.95104 39 152 - 382.89928 - 597 3580s 16280 12399 423.63221 49 144 - 382.89928 - 597 3585s 16310 12417 395.78423 36 140 - 382.91901 - 597 3590s 16318 12425 404.71898 40 161 - 382.91901 - 597 3595s Cutting planes: Gomory: 19 Cover: 156 Implied bound: 102 Clique: 1 Flow cover: 198 GUB cover: 16 Zero half: 13 Explored 16327 nodes (9785214 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 3.830000000000e+02, gap -