Gurobi 5.0.1 (linux64) logging started Fri Dec 21 14:27:11 2012 Optimize a model with 13202 rows, 12960 columns and 57118 nonzeros Presolve removed 1189 rows and 160 columns Presolve time: 0.12s Presolved: 12013 rows, 12800 columns, 55516 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.903912e+02, 14063 iterations, 2.15 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 390.39118 0 138 - 390.39118 - - 2s 0 0 431.45539 0 155 - 431.45539 - - 4s 0 0 446.65778 0 170 - 446.65778 - - 5s 0 0 457.78007 0 166 - 457.78007 - - 6s 0 0 460.69906 0 172 - 460.69906 - - 6s 0 0 467.25467 0 166 - 467.25467 - - 7s 0 0 467.55766 0 177 - 467.55766 - - 7s 0 0 468.32499 0 170 - 468.32499 - - 8s 0 0 468.51245 0 174 - 468.51245 - - 8s 0 0 468.62376 0 173 - 468.62376 - - 8s 0 0 469.25541 0 173 - 469.25541 - - 9s 0 0 469.42708 0 191 - 469.42708 - - 9s 0 0 469.56376 0 188 - 469.56376 - - 10s 0 0 469.84217 0 179 - 469.84217 - - 10s 0 0 469.89786 0 188 - 469.89786 - - 10s 0 2 469.90859 0 187 - 469.90859 - - 23s 5 7 472.79803 4 178 - 470.11381 - 357 25s 23 25 477.09586 18 158 - 470.11381 - 493 30s 42 40 infeasible 34 - 470.11381 - 452 35s 74 60 infeasible 58 - 470.11381 - 379 40s 90 74 490.20474 10 148 - 471.74708 - 414 45s 109 93 502.44800 23 147 - 471.74708 - 439 50s 126 110 533.50926 36 145 - 471.74708 - 453 55s 149 117 478.03853 6 182 - 472.29730 - 463 60s 174 140 487.99925 28 179 - 472.29730 - 458 65s 188 154 494.03893 39 173 - 472.29730 - 475 70s 222 170 473.54427 4 192 - 472.31272 - 457 75s 247 195 482.39312 23 164 - 472.31272 - 459 80s 260 208 485.28784 28 157 - 472.31272 - 482 85s 278 226 502.96636 36 140 - 472.31272 - 507 90s 298 246 490.65318 54 154 - 472.31272 - 495 95s 347 295 495.42915 102 148 - 472.31272 - 446 100s 371 307 501.84048 11 166 - 473.57538 - 454 105s 388 320 502.05365 17 161 - 473.57538 - 456 110s 414 344 515.04949 26 163 - 473.57538 - 460 115s 441 355 480.01397 8 166 - 474.00932 - 463 120s 457 371 483.75244 16 165 - 474.00932 - 476 125s 470 384 488.20002 25 173 - 474.00932 - 487 130s 493 407 492.63700 33 160 - 474.00932 - 490 135s 532 446 541.68454 58 131 - 474.00932 - 479 140s 555 463 524.91836 71 146 - 474.00932 - 482 145s 601 502 511.00527 32 188 - 474.00932 - 463 152s 603 503 534.22583 79 138 - 474.00932 - 461 155s 606 505 478.48249 17 189 - 474.00932 - 459 161s 609 507 500.01467 17 193 - 474.00932 - 457 165s 613 510 500.15867 40 187 - 474.00932 - 454 170s 617 513 501.53548 19 189 - 475.96461 - 451 176s 624 517 504.54778 11 183 - 477.12250 - 446 180s 631 522 500.15867 40 194 - 477.15332 - 441 194s 633 523 480.69016 10 194 - 477.15332 - 440 207s 634 526 477.71846 13 182 - 477.53921 - 493 218s 635 527 489.93295 13 177 - 477.78258 - 499 229s 636 527 477.85174 14 184 - 477.85174 - 498 232s 638 527 478.02070 15 185 - 477.87761 - 502 235s 641 529 481.22980 16 178 - 479.67666 - 511 241s 645 531 495.95713 18 172 - 479.87574 - 516 246s 651 535 486.90056 21 171 - 481.35836 - 521 250s 659 539 507.05622 25 190 - 481.35836 - 529 256s 667 544 486.26018 29 176 - 481.35836 - 535 260s 673 548 493.55016 32 177 - 481.35836 - 543 265s 683 555 497.78864 37 160 - 481.35836 - 549 270s 692 561 492.90142 42 158 - 481.35836 - 557 275s 699 565 504.39759 45 161 - 481.35836 - 567 280s 707 571 515.69939 49 147 - 481.35836 - 576 285s 717 575 503.18920 54 143 - 481.35836 - 583 290s 729 583 519.22907 60 145 - 481.35836 - 590 295s 739 590 510.55597 65 157 - 481.35836 - 597 300s 755 599 515.63221 73 147 - 481.35836 - 600 305s 771 601 536.42152 81 164 - 481.35836 - 603 310s 781 606 536.79314 86 153 - 481.35836 - 611 316s 789 611 554.78816 90 153 - 481.35836 - 615 320s 802 618 550.71042 97 150 - 481.35836 - 621 325s 817 610 infeasible 100 - 481.35836 - 624 330s 833 621 577.48528 108 142 - 481.35836 - 624 335s 849 623 infeasible 116 - 481.35836 - 624 340s 866 619 481.38439 17 179 - 481.38439 - 627 345s 878 625 485.27776 23 185 - 482.23921 - 630 350s 888 631 501.81762 28 182 - 482.23921 - 636 355s 898 636 521.14860 33 174 - 482.23921 - 643 360s 906 639 502.69972 37 162 - 482.23921 - 646 365s 912 641 infeasible 40 - 482.23921 - 655 370s 920 647 522.83823 44 157 - 482.23921 - 660 375s 928 652 512.07226 48 169 - 482.23921 - 663 380s 936 657 532.06580 52 161 - 482.23921 - 669 385s 950 659 542.05326 59 150 - 482.23921 - 671 391s 955 661 522.37470 62 162 - 482.23921 - 677 395s 966 666 563.81191 67 142 - 482.23921 - 682 400s 972 670 563.21144 70 167 - 482.23921 - 688 405s 984 676 549.89710 76 161 - 482.23921 - 690 410s 991 681 537.05770 80 172 - 482.23921 - 696 415s 1002 686 554.31030 85 153 - 482.23921 - 700 420s 1018 689 570.05868 93 168 - 482.23921 - 701 425s 1029 694 569.91414 99 158 - 482.23921 - 701 430s 1042 699 584.98369 105 148 - 482.23921 - 703 435s 1054 705 597.46805 111 152 - 482.23921 - 707 441s 1065 708 574.00829 117 146 - 482.23921 - 708 445s 1078 714 601.31807 123 155 - 482.23921 - 710 450s 1088 713 infeasible 128 - 482.23921 - 716 455s 1104 719 infeasible 136 - 482.23921 - 716 460s 1127 723 594.61476 148 126 - 482.23921 - 711 465s 1150 727 601.17447 159 118 - 482.23921 - 706 470s 1187 731 645.13933 172 105 - 482.23921 - 694 475s 1257 736 699.98706 212 107 - 482.23921 - 663 480s 1292 735 infeasible 230 - 482.23921 - 655 485s 1329 733 507.16339 23 176 - 482.36837 - 646 490s 1337 739 497.63540 27 185 - 482.36837 - 651 495s 1353 749 517.55901 35 153 - 482.36837 - 653 500s 1371 759 520.91155 44 151 - 482.36837 - 652 505s 1394 769 513.83115 56 155 - 482.36837 - 649 510s 1408 772 521.08086 63 158 - 482.36837 - 651 515s 1431 767 493.63153 23 193 - 482.38445 - 651 521s 1435 770 495.07975 23 182 - 482.38445 - 655 525s 1449 779 500.28973 35 175 - 482.38445 - 656 530s 1468 790 510.22802 42 155 - 482.38445 - 653 535s 1496 806 520.33628 64 139 - 482.38445 - 647 540s 1524 812 495.67248 21 167 - 482.39150 - 643 545s 1538 822 501.72958 32 190 - 482.39150 - 644 550s 1551 830 511.29891 37 167 - 482.39150 - 646 555s 1566 838 517.79720 43 155 - 482.39150 - 646 560s 1585 841 512.51182 19 175 - 482.53324 - 647 565s 1593 846 541.29995 22 176 - 482.53324 - 650 570s 1606 855 543.95888 27 165 - 482.53324 - 652 575s 1620 856 infeasible 30 - 482.53324 - 654 580s 1642 866 594.49369 41 158 - 482.53324 - 653 585s 1668 866 488.76268 24 191 - 482.87260 - 650 590s 1679 874 497.10322 32 169 - 482.87260 - 652 595s 1702 889 507.78898 47 147 - 482.87260 - 650 600s 1716 894 infeasible 54 - 482.87260 - 651 605s 1748 896 488.21378 24 172 - 482.99106 - 645 610s 1762 905 492.15835 26 173 - 482.99106 - 647 615s 1778 916 506.60674 34 167 - 482.99106 - 648 620s 1806 930 508.76390 57 136 - 482.99106 - 643 625s 1821 928 infeasible 62 - 482.99106 - 646 630s 1842 928 491.38236 26 189 - 483.26867 - 645 635s 1862 942 505.95866 39 180 - 483.26867 - 644 640s 1883 946 infeasible 53 - 483.26867 - 644 645s 1899 946 489.28880 30 182 - 483.56372 - 645 650s 1915 957 504.57981 37 176 - 483.56372 - 646 655s 1942 973 513.82669 58 152 - 483.56372 - 642 660s 1957 981 infeasible 67 - 483.56372 - 644 665s 1971 980 501.22674 31 183 - 483.57124 - 645 670s 1992 992 522.36190 46 142 - 483.57124 - 645 675s 2015 1002 infeasible 65 - 483.57124 - 643 680s 2032 1005 506.82098 34 159 - 483.63046 - 644 685s 2061 1024 515.13819 53 144 - 483.63046 - 640 690s 2091 1026 483.76088 23 188 - 483.71518 - 638 695s 2103 1034 494.86856 28 168 - 483.71518 - 640 700s 2121 1044 500.69154 36 164 - 483.71518 - 641 705s 2151 1062 509.68739 61 147 - 483.71518 - 637 710s 2169 1068 519.39999 75 161 - 483.71518 - 638 715s 2187 1066 485.15121 19 169 - 483.73021 - 639 720s 2202 1076 500.80511 27 170 - 483.73021 - 640 725s 2223 1095 503.96671 34 163 - 483.73021 - 639 730s 2245 1115 514.04851 50 162 - 483.73021 - 637 735s 2271 1129 infeasible 64 - 483.73021 - 635 740s 2278 1134 538.00920 26 167 - 484.61853 - 639 745s 2281 1137 541.20092 26 165 - 484.61853 - 640 753s 2286 1142 544.21899 29 180 - 484.61853 - 641 755s 2298 1152 554.22943 36 159 - 484.61853 - 643 760s 2311 1162 infeasible 43 - 484.61853 - 644 765s 2337 1178 485.69151 19 170 - 485.33719 - 641 770s 2353 1193 493.02476 29 162 - 485.33719 - 641 775s 2375 1211 515.49001 42 148 - 485.33719 - 640 780s 2392 1218 524.86613 51 158 - 485.33719 - 641 785s 2407 1223 509.81081 28 172 - 485.36047 - 643 790s 2429 1245 518.82525 38 156 - 485.36047 - 642 795s 2451 1257 531.88471 22 180 - 485.36411 - 641 800s 2460 1257 500.04774 25 171 - 486.22615 - 642 805s 2469 1266 504.63983 28 178 - 486.26272 - 645 810s 2479 1275 510.04520 31 169 - 486.26272 - 645 815s 2504 1292 488.48497 31 178 - 486.30634 - 644 820s 2514 1302 509.09337 39 175 - 486.30634 - 645 826s 2531 1317 525.98057 48 146 - 486.30634 - 645 830s 2556 1342 531.06649 70 153 - 486.30634 - 643 835s 2586 1366 626.79262 94 152 - 486.30634 - 640 840s 2614 1388 603.19473 109 125 - 486.30634 - 638 845s 2639 1399 506.48603 34 170 - 486.37225 - 637 850s 2647 1407 514.14937 37 170 - 486.37225 - 640 855s 2663 1417 529.65983 45 149 - 486.37225 - 641 860s 2670 1424 568.55168 46 161 - 486.37225 - 644 866s 2682 1433 571.03958 54 173 - 486.37225 - 644 870s 2702 1447 614.45103 67 149 - 486.37225 - 644 875s 2723 1468 619.87636 80 132 - 486.37225 - 643 880s 2745 1490 626.47303 95 135 - 486.37225 - 643 885s 2769 1510 642.50934 109 128 - 486.37225 - 642 890s 2806 1545 653.47231 134 102 - 486.37225 - 638 895s 2847 1560 492.40725 27 171 - 486.38132 - 633 900s 2871 1580 510.77040 40 157 - 486.38132 - 632 905s 2883 1588 553.97898 45 166 - 486.38132 - 633 910s 2906 1611 573.51179 54 144 - 486.38132 - 632 915s 2947 1650 585.15221 84 120 - 486.38132 - 627 920s 2993 1692 infeasible 110 - 486.38132 - 619 925s 3023 1704 509.96150 34 168 - 486.69570 - 618 930s 3052 1731 533.24414 53 136 - 486.69570 - 616 935s 3074 1751 544.58239 67 127 - 486.69570 - 616 940s 3100 1777 553.99682 87 90 - 486.69570 - 614 945s 3132 1795 582.32791 99 109 - 486.69570 - 613 950s 3171 1816 504.08980 25 175 - 486.72080 - 610 955s 3183 1826 536.16911 33 166 - 486.72080 - 611 960s 3201 1844 545.53640 38 156 - 486.72080 - 612 965s 3210 1849 608.14268 40 169 - 486.72080 - 614 970s 3217 1856 585.29332 44 170 - 486.72080 - 616 975s 3230 1869 611.94068 50 139 - 486.72080 - 618 980s 3252 1891 616.12540 67 122 - 486.72080 - 617 985s 3282 1911 infeasible 82 - 486.72080 - 615 990s 3296 1917 512.00425 26 150 - 486.72430 - 617 995s 3313 1932 536.95619 39 150 - 486.72430 - 617 1000s 3330 1949 548.88265 43 125 - 486.72430 - 617 1005s 3366 1973 493.64365 24 160 - 486.72691 - 614 1010s 3381 1988 525.60754 31 157 - 486.72691 - 615 1015s 3404 2000 infeasible 41 - 486.72691 - 614 1020s 3419 2011 497.88182 26 168 - 486.89170 - 615 1025s 3437 2029 518.94958 35 153 - 486.89170 - 615 1030s 3451 2039 525.31043 39 148 - 486.89170 - 616 1035s 3480 2066 552.61514 45 150 - 486.89170 - 615 1040s 3497 2080 581.94174 49 155 - 486.89170 - 616 1045s 3525 2102 infeasible 57 - 486.89170 - 615 1050s 3565 2128 infeasible 75 - 486.89170 - 611 1055s 3611 2154 489.14567 29 165 - 486.89623 - 606 1060s 3621 2162 infeasible 35 - 486.89623 - 608 1065s 3640 2179 525.10987 48 162 - 486.89623 - 608 1070s 3664 2203 560.63208 63 148 - 486.89623 - 607 1075s 3699 2238 580.31339 90 131 - 486.89623 - 604 1080s 3723 2243 508.85888 32 169 - 486.91537 - 603 1085s 3731 2251 515.96691 34 173 - 486.91537 - 605 1090s 3741 2261 530.82259 38 177 - 486.91537 - 607 1095s 3760 2280 543.21665 56 118 - 486.91537 - 607 1100s 3799 2315 555.59317 83 115 - 486.91537 - 605 1105s 3832 2336 502.43461 27 177 - 486.95252 - 603 1110s 3848 2352 508.38142 37 183 - 486.95252 - 603 1115s 3870 2368 infeasible 49 - 486.95252 - 603 1120s 3888 2376 520.28563 26 162 - 487.02590 - 604 1125s 3907 2395 541.41171 37 157 - 487.02590 - 604 1130s 3935 2417 553.94530 56 120 - 487.02590 - 603 1135s 3962 2438 570.65538 70 102 - 487.02590 - 602 1140s 4001 2473 597.48893 88 119 - 487.02590 - 599 1145s 4016 2474 504.59332 32 179 - 487.13958 - 600 1150s 4035 2491 520.12612 45 169 - 487.13958 - 600 1155s 4069 2524 567.97797 73 157 - 487.13958 - 599 1160s 4085 2528 505.47648 33 170 - 487.20174 - 600 1165s 4095 2538 526.63903 39 166 - 487.20174 - 601 1170s 4119 2554 563.16857 49 154 - 487.20174 - 601 1175s 4132 2557 506.72988 29 157 - 487.23126 - 602 1180s 4149 2574 520.76506 38 150 - 487.23126 - 603 1185s 4159 2584 536.46038 45 125 - 487.23126 - 604 1190s 4190 2601 infeasible 57 - 487.23126 - 603 1195s 4208 2609 506.29435 31 165 - 487.46992 - 604 1200s 4231 2632 533.11133 46 142 - 487.46992 - 604 1205s 4244 2645 544.33101 55 156 - 487.46992 - 604 1210s 4260 2651 563.43776 58 156 - 487.46992 - 605 1215s 4279 2662 494.75695 21 181 - 487.47309 - 605 1220s 4291 2674 538.18042 28 169 - 487.47309 - 606 1225s 4317 2694 infeasible 39 - 487.47309 - 605 1230s 4325 2700 513.54497 25 172 - 487.53315 - 607 1235s 4343 2716 553.38362 38 156 - 487.53315 - 608 1240s 4357 2724 infeasible 44 - 487.53315 - 609 1245s 4363 2720 infeasible 45 - 487.53315 - 612 1250s 4371 2726 535.02318 25 155 - 487.68587 - 614 1255s 4390 2745 557.92754 37 146 - 487.68587 - 614 1260s 4434 2787 576.47213 62 121 - 487.68587 - 611 1265s 4459 2800 500.94879 25 179 - 487.68728 - 611 1270s 4473 2814 527.99813 30 157 - 487.68728 - 612 1275s 4498 2835 539.03750 51 163 - 487.68728 - 611 1280s 4520 2855 595.48462 63 148 - 487.68728 - 611 1285s 4535 2858 516.57926 23 166 - 487.82441 - 613 1291s 4541 2864 533.96822 27 161 - 487.82441 - 614 1295s 4552 2875 558.46692 31 160 - 487.82441 - 616 1300s 4561 2884 558.36067 36 158 - 487.82441 - 617 1305s 4581 2898 573.03941 48 154 - 487.82441 - 617 1310s 4598 2906 infeasible 27 - 487.94121 - 618 1315s 4613 2921 520.23630 33 148 - 488.19233 - 619 1320s 4641 2947 551.19889 50 146 - 488.19233 - 618 1325s 4664 2968 566.76763 63 131 - 488.19233 - 618 1330s 4687 2985 589.65264 80 141 - 488.19233 - 618 1335s 4723 2995 506.52134 26 167 - 488.33140 - 616 1340s 4742 3014 532.37289 37 166 - 488.33140 - 617 1345s 4761 3033 556.01308 46 132 - 488.33140 - 617 1350s 4801 3055 495.20929 25 161 - 488.69641 - 614 1355s 4816 3070 513.84980 34 191 - 488.69641 - 615 1360s 4841 3093 531.75664 53 143 - 488.69641 - 615 1365s 4865 3114 555.60994 64 136 - 488.69641 - 614 1370s 4890 3135 567.63715 81 134 - 488.69641 - 613 1375s 4914 3143 611.96027 92 155 - 488.69641 - 614 1380s 4924 3147 508.22993 28 174 - 488.76022 - 615 1385s 4946 3169 524.82110 41 157 - 488.76022 - 615 1390s 4975 3190 562.67109 61 146 - 488.76022 - 614 1395s 4999 3201 593.94327 72 134 - 488.76022 - 614 1406s 5017 3209 501.74924 29 170 - 488.76947 - 614 1410s 5042 3234 522.47908 46 141 - 488.76947 - 613 1415s 5061 3251 557.86570 53 161 - 488.76947 - 614 1420s 5074 3264 547.13777 57 137 - 488.76947 - 615 1425s 5098 3278 infeasible 68 - 488.76947 - 615 1430s 5116 3294 564.32710 73 137 - 488.76947 - 615 1435s 5123 3295 584.28858 71 139 - 488.76947 - 618 1440s 5141 3303 infeasible 80 - 488.76947 - 618 1445s 5162 3306 infeasible 85 - 488.76947 - 619 1450s 5198 3314 608.52635 94 126 - 488.76947 - 616 1455s 5224 3316 513.59168 31 182 - 488.91928 - 616 1460s 5251 3343 544.29311 51 168 - 488.91928 - 615 1465s 5264 3356 548.74137 58 165 - 488.91928 - 615 1471s 5280 3372 560.66968 63 130 - 488.91928 - 615 1475s 5319 3385 492.69105 26 156 - 489.03461 - 613 1480s 5338 3404 527.51753 40 161 - 489.03461 - 613 1485s 5362 3428 567.41647 55 158 - 489.03461 - 613 1490s 5381 3443 568.94483 68 160 - 489.03461 - 612 1495s 5413 3455 508.25681 27 186 - 489.15542 - 611 1500s 5431 3473 529.41331 42 176 - 489.15542 - 611 1505s 5446 3486 554.63354 50 156 - 489.15542 - 612 1510s 5467 3505 566.24172 62 140 - 489.15542 - 611 1515s 5498 3534 605.48209 78 129 - 489.15542 - 610 1520s 5506 3534 501.11731 38 174 - 489.23103 - 611 1525s 5511 3539 534.76733 41 173 - 489.23103 - 613 1530s 5520 3546 571.46778 44 161 - 489.23103 - 614 1535s 5530 3550 607.94151 49 175 - 489.23103 - 615 1541s 5538 3554 514.17383 27 175 - 489.23868 - 616 1545s 5553 3569 556.05775 35 168 - 489.23868 - 617 1550s 5564 3579 531.88458 44 168 - 489.23868 - 617 1555s 5588 3601 infeasible 56 - 489.23868 - 617 1560s 5616 3611 516.71596 37 168 - 489.25991 - 616 1565s 5623 3618 554.15855 42 152 - 489.25991 - 617 1570s 5638 3633 571.52733 49 141 - 489.25991 - 618 1575s 5653 3647 579.82161 63 135 - 489.25991 - 618 1580s 5675 3667 596.12585 71 135 - 489.25991 - 617 1585s 5708 3682 495.58670 25 175 - 489.55792 - 616 1590s 5718 3692 522.15384 29 177 - 489.55792 - 617 1595s 5732 3706 571.98783 36 160 - 489.55792 - 618 1600s 5753 3727 579.78009 49 142 - 489.55792 - 618 1605s 5775 3747 587.86257 64 145 - 489.55792 - 618 1610s 5790 3754 592.44193 73 151 - 489.55792 - 618 1615s 5814 3772 infeasible 90 - 489.55792 - 617 1620s 5832 3776 infeasible 104 - 489.55792 - 617 1625s 5840 3780 513.46391 27 173 - 489.57276 - 618 1630s 5857 3797 567.72278 40 164 - 489.57276 - 618 1635s 5882 3818 580.87623 54 155 - 489.57276 - 618 1640s 5901 3837 586.88674 66 146 - 489.57276 - 617 1645s 5931 3865 605.48768 90 157 - 489.57276 - 616 1650s 5975 3907 641.61225 120 124 - 489.57276 - 613 1655s 6004 3924 518.92008 27 169 - 489.58011 - 612 1660s 6020 3940 557.66770 34 162 - 489.58011 - 613 1665s 6033 3952 571.45416 36 156 - 489.58011 - 614 1671s 6046 3965 576.47268 45 138 - 489.58011 - 614 1675s 6075 3990 599.69503 68 147 - 489.58011 - 614 1680s 6091 3996 512.85571 28 180 - 489.61967 - 614 1685s 6111 4016 532.79139 46 156 - 489.61967 - 614 1690s 6133 4036 556.43962 56 154 - 489.61967 - 614 1695s 6172 4069 577.54195 84 154 - 489.61967 - 612 1700s 6203 4080 509.69373 33 177 - 489.74393 - 611 1705s 6222 4099 521.58328 48 169 - 489.74393 - 611 1710s 6258 4135 572.57755 69 142 - 489.74393 - 610 1715s 6278 4149 569.81570 79 161 - 489.74393 - 610 1720s 6296 4155 514.04287 27 171 - 489.86532 - 611 1725s 6312 4171 552.40658 37 165 - 489.86532 - 611 1730s 6328 4185 566.95831 47 145 - 489.86532 - 611 1735s 6362 4217 592.88162 73 133 - 489.86532 - 610 1740s 6401 4248 598.85976 106 143 - 489.86532 - 609 1745s 6420 4257 540.37948 28 160 - 489.91587 - 609 1750s 6439 4270 infeasible 35 - 489.91587 - 609 1755s 6456 4275 520.25785 25 166 - 489.99512 - 609 1760s 6470 4285 556.50971 28 153 - 489.99512 - 610 1765s 6490 4302 631.11537 42 193 - 489.99512 - 611 1771s 6507 4311 590.26960 50 151 - 489.99512 - 611 1775s 6528 4326 617.13111 61 163 - 489.99512 - 611 1781s 6547 4327 509.37671 22 166 - 490.16563 - 611 1785s 6561 4341 530.99486 27 176 - 490.16563 - 612 1790s 6590 4368 560.60258 47 150 - 490.16563 - 611 1795s 6615 4384 infeasible 62 - 490.16563 - 611 1800s 6670 4400 504.14053 33 167 - 490.59542 - 606 1805s 6678 4408 542.21684 37 150 - 490.59542 - 607 1810s 6689 4419 551.91078 42 148 - 490.59542 - 607 1815s 6702 4432 582.69226 49 143 - 490.59542 - 607 1820s 6714 4434 495.17804 14 170 - 490.65350 - 608 1825s 6739 4455 520.78675 25 147 - 490.65350 - 607 1830s 6770 4469 infeasible 32 - 490.65350 - 607 1835s 6806 4483 591.23748 40 159 - 490.87197 - 605 1840s 6825 4490 536.07525 40 170 - 490.89463 - 605 1845s 6843 4508 562.84048 51 168 - 490.89463 - 606 1850s 6858 4517 591.06927 56 154 - 490.89463 - 606 1855s 6887 4532 564.91115 33 165 - 490.91592 - 605 1860s 6910 4543 515.60112 28 166 - 491.14297 - 605 1865s 6937 4570 540.64870 49 151 - 491.14297 - 605 1870s 6966 4591 infeasible 62 - 491.14297 - 604 1876s 6975 4590 infeasible 67 - 491.14297 - 606 1880s 6993 4596 529.94667 39 175 - 491.21171 - 606 1885s 7013 4614 570.12239 53 165 - 491.21171 - 606 1891s 7046 4630 516.88994 34 170 - 491.59807 - 605 1895s 7057 4641 529.01501 37 165 - 491.59807 - 605 1900s 7082 4658 575.48950 53 165 - 491.59807 - 605 1905s 7140 4685 508.43848 26 182 - 491.90276 - 602 1910s 7159 4704 533.32118 42 170 - 491.90276 - 602 1915s 7211 4731 516.30519 27 169 - 492.01231 - 599 1920s 7226 4742 556.88294 31 155 - 492.01231 - 600 1925s 7243 4751 582.42334 43 161 - 492.01231 - 601 1930s 7257 4751 510.81512 29 170 - 492.10407 - 602 1935s 7273 4767 529.22403 40 169 - 492.10407 - 602 1940s 7287 4779 549.85204 47 161 - 492.10407 - 603 1945s 7337 4805 509.64357 29 174 - 492.22594 - 600 1951s 7353 4821 527.76759 40 161 - 492.22594 - 601 1955s 7402 4864 593.39418 73 156 - 492.22594 - 598 1960s 7418 4872 517.49944 40 149 - 492.23944 - 599 1965s 7432 4884 infeasible 51 - 492.23944 - 599 1970s 7490 4912 511.66969 35 162 - 492.33238 - 597 1976s 7500 4922 559.43891 40 152 - 492.33238 - 597 1980s 7514 4934 575.80893 49 147 - 492.33238 - 598 1985s 7539 4948 infeasible 62 - 492.33238 - 598 1990s 7550 4959 529.27805 33 155 - 492.37714 - 599 1995s 7566 4973 576.12900 43 158 - 492.37714 - 600 2000s 7620 5010 509.60504 28 171 - 492.61817 - 597 2005s 7632 5022 528.07304 31 164 - 492.61817 - 597 2010s 7648 5034 581.39239 41 167 - 492.61817 - 598 2015s 7657 5033 infeasible 42 - 492.61817 - 599 2020s 7667 5041 597.91063 47 155 - 492.61817 - 600 2025s 7705 5065 509.27077 22 166 - 492.62244 - 599 2030s 7723 5083 527.63575 37 148 - 492.62244 - 599 2035s 7732 5090 573.73353 42 165 - 492.62244 - 600 2040s 7821 5141 538.10732 29 165 - 492.70915 - 595 2047s 7830 5150 551.34892 37 151 - 492.70915 - 595 2050s 7844 5156 526.06371 33 167 - 492.75311 - 596 2055s 7860 5168 547.71427 45 157 - 492.75311 - 596 2060s 7913 5197 518.15453 29 173 - 492.77174 - 594 2065s 7933 5217 562.41373 42 153 - 492.77174 - 594 2071s 7940 5218 551.62671 40 170 - 492.77174 - 595 2075s 7959 5234 582.14114 49 137 - 492.77174 - 595 2080s 7981 5256 588.23146 66 143 - 492.77174 - 595 2085s 8035 5308 603.17478 87 130 - 492.77174 - 593 2090s 8070 5313 504.23235 30 169 - 492.77212 - 592 2095s 8089 5332 529.14859 44 162 - 492.77212 - 592 2100s 8118 5359 570.89814 65 156 - 492.77212 - 591 2105s 8169 5395 517.23595 39 158 - 492.77949 - 589 2110s 8232 5446 infeasible 75 - 492.77949 - 586 2115s 8265 5460 523.58693 34 166 - 492.78243 - 585 2120s 8280 5469 545.83074 45 161 - 492.78243 - 586 2129s 8282 5471 553.65063 47 178 - 492.78243 - 586 2130s 8337 5503 514.60808 28 167 - 492.83742 - 583 2135s 8358 5524 548.36720 44 162 - 492.83742 - 583 2140s 8378 5529 511.43201 26 165 - 492.94185 - 584 2145s 8397 5530 523.82480 32 154 - 492.94185 - 584 2150s 8411 5538 531.91508 32 144 - 492.94673 - 585 2155s 8429 5556 579.80888 40 153 - 492.94673 - 585 2160s 8450 5569 557.49128 30 160 - 493.02691 - 585 2165s 8471 5572 530.40002 29 168 - 493.07148 - 586 2170s 8486 5585 581.25158 32 159 - 493.07148 - 586 2175s 8499 5592 583.08517 41 161 - 493.07148 - 586 2181s 8509 5592 511.22670 29 166 - 493.07812 - 587 2185s 8527 5610 547.65555 44 155 - 493.07812 - 587 2190s 8550 5621 602.88013 55 189 - 493.07812 - 587 2195s 8565 5627 521.19982 30 158 - 493.14561 - 587 2200s 8582 5640 578.02840 43 150 - 493.14561 - 588 2205s 8595 5645 520.65072 30 158 - 493.14694 - 589 2210s 8611 5647 509.60812 29 169 - 493.16597 - 589 2215s 8621 5657 527.08398 33 166 - 493.16597 - 590 2220s 8634 5670 538.04970 42 152 - 493.16597 - 590 2225s 8654 5676 544.38696 29 167 - 493.18171 - 591 2230s 8668 5682 515.23227 29 163 - 493.28400 - 591 2235s 8684 5698 588.77139 41 172 - 493.28400 - 591 2240s 8695 5703 601.81218 44 153 - 493.28400 - 592 2245s 8715 5710 infeasible 32 - 493.31539 - 592 2250s 8726 5711 515.34858 28 157 - 493.31763 - 593 2255s 8739 5723 532.71495 37 159 - 493.31763 - 594 2260s 8758 5724 498.22719 27 157 - 493.34481 - 594 2265s 8770 5736 532.03398 30 162 - 493.34481 - 594 2270s 8788 5754 578.55070 41 151 - 493.34481 - 595 2275s 8810 5768 509.70746 29 172 - 493.37540 - 595 2280s 8825 5783 534.19346 41 172 - 493.37540 - 595 2285s 8845 5791 544.34787 36 154 - 493.45934 - 595 2290s 8858 5794 infeasible 42 - 493.45934 - 596 2295s 8870 5794 519.68862 27 157 - 493.55277 - 597 2300s 8884 5808 534.99403 30 159 - 493.55277 - 598 2305s 8912 5832 567.06983 35 162 - 493.55277 - 598 2310s 8918 5838 555.46774 33 155 - 493.55277 - 599 2315s 8936 5856 577.59342 41 154 - 493.55277 - 599 2320s 8944 5860 594.68920 44 158 - 493.55277 - 600 2325s 8947 5861 645.70743 45 149 - 493.55277 - 601 2331s 8951 5859 infeasible 43 - 493.55277 - 602 2337s 8952 5858 infeasible 43 - 493.55277 - 603 2340s 8962 5866 589.08349 49 147 - 493.55277 - 603 2345s 8971 5875 593.25072 56 163 - 493.55277 - 603 2350s 8982 5884 600.77135 61 140 - 493.55277 - 603 2355s 8998 5897 624.54211 70 152 - 493.55277 - 603 2360s 9007 5903 683.37482 72 145 - 493.55277 - 603 2365s 9016 5906 659.73240 71 125 - 493.55277 - 604 2370s 9036 5917 675.83115 84 127 - 493.55277 - 603 2375s 9051 5912 515.79922 34 182 - 493.66029 - 603 2380s 9061 5922 527.84170 39 172 - 493.66029 - 603 2385s 9076 5931 infeasible 49 - 493.66029 - 604 2390s 9086 5939 522.45535 33 134 - 493.66379 - 605 2395s 9098 5949 infeasible 42 - 493.66379 - 605 2400s 9113 5950 556.36831 31 156 - 493.74791 - 606 2405s 9134 5959 521.52188 30 176 - 493.76035 - 606 2410s 9145 5968 570.01500 37 159 - 493.76035 - 607 2415s 9167 5976 513.02848 29 172 - 493.80487 - 606 2420s 9179 5988 566.97460 38 158 - 493.80487 - 607 2425s 9191 5992 518.60067 35 171 - 493.81141 - 608 2430s 9203 6004 534.92425 39 143 - 493.81141 - 609 2435s 9227 6024 infeasible 52 - 493.81141 - 608 2440s 9249 6028 496.40008 29 165 - 493.82445 - 609 2445s 9268 6047 532.67471 43 170 - 493.82445 - 609 2452s 9278 6045 501.77680 29 170 - 493.85308 - 610 2455s 9292 6059 525.10005 37 162 - 493.85308 - 610 2460s 9306 6069 573.39393 46 158 - 493.85308 - 611 2465s 9314 6069 575.43588 49 165 - 493.85308 - 612 2470s 9332 6073 594.88682 60 160 - 493.85308 - 612 2475s 9348 6079 515.05932 31 154 - 493.88951 - 612 2480s 9362 6093 565.16043 40 175 - 493.88951 - 613 2485s 9374 6097 511.19066 34 165 - 493.89998 - 614 2490s 9389 6110 547.57481 41 177 - 493.89998 - 614 2496s 9397 6114 infeasible 43 - 493.89998 - 615 2500s 9420 6137 602.87777 63 168 - 493.89998 - 615 2505s 9434 6149 610.54639 69 147 - 493.89998 - 615 2510s 9447 6152 511.63154 35 154 - 493.90140 - 616 2515s 9462 6167 565.90742 44 170 - 493.90140 - 616 2520s 9479 6182 infeasible 57 - 493.90140 - 617 2526s 9486 6185 infeasible 61 - 493.90140 - 618 2530s 9492 6183 503.02105 27 173 - 493.90724 - 619 2535s 9508 6199 532.85338 38 168 - 493.90724 - 619 2540s 9524 6209 575.69541 44 183 - 493.90724 - 620 2545s 9537 6212 520.68487 33 172 - 493.90736 - 620 2550s 9552 6223 infeasible 44 - 493.90736 - 621 2555s 9559 6226 608.09419 49 153 - 493.90736 - 622 2560s 9566 6225 530.22843 30 147 - 493.91258 - 623 2565s 9594 6247 595.12354 44 140 - 493.91258 - 622 2570s 9608 6247 510.35359 48 172 - 493.91971 - 623 2575s 9621 6260 537.71225 53 166 - 493.91971 - 624 2580s 9633 6270 571.04098 62 160 - 493.91971 - 624 2585s 9644 6272 526.62882 41 171 - 494.05484 - 624 2590s 9659 6285 585.03823 52 181 - 494.05484 - 625 2595s 9667 6293 567.04974 53 149 - 494.05484 - 626 2600s 9687 6313 585.59894 65 104 - 494.05484 - 626 2605s 9702 6326 592.87394 74 105 - 494.05484 - 626 2610s 9718 6342 597.02916 82 112 - 494.05484 - 627 2615s 9733 6357 638.15514 94 127 - 494.05484 - 627 2620s 9750 6358 infeasible 100 - 494.05484 - 627 2625s 9766 6364 691.35459 103 121 - 494.05484 - 628 2630s 9781 6371 523.56679 32 163 - 494.06112 - 628 2635s 9797 6383 559.73760 44 170 - 494.06112 - 629 2640s 9809 6383 520.81328 28 150 - 494.08219 - 630 2646s 9822 6396 545.72242 37 152 - 494.08219 - 630 2650s 9834 6400 501.48952 21 164 - 494.08503 - 631 2655s 9845 6411 584.98757 28 166 - 494.08503 - 632 2660s 9864 6430 590.27346 39 157 - 494.08503 - 632 2665s 9912 6476 625.13225 77 138 - 494.08503 - 630 2670s 9936 6492 514.30420 29 167 - 494.21149 - 629 2675s 9953 6509 581.18941 40 179 - 494.21149 - 630 2680s 9968 6522 586.89839 47 164 - 494.21149 - 630 2685s 9996 6550 595.25223 73 147 - 494.21149 - 629 2690s 10009 6551 infeasible 23 - 494.25249 - 630 2695s 10014 6554 512.94588 49 167 - 494.31228 - 631 2700s 10028 6566 568.99045 55 151 - 494.31228 - 632 2705s 10032 6570 583.03868 56 152 - 494.31228 - 633 2710s 10043 6575 520.86368 30 165 - 494.31306 - 633 2715s 10062 6586 589.94816 43 167 - 494.31306 - 634 2720s 10071 6589 523.20698 30 158 - 494.45189 - 635 2725s 10095 6601 575.18104 42 154 - 494.45189 - 635 2730s 10105 6601 534.03746 24 176 - 494.50160 - 635 2735s 10125 6621 570.54941 31 169 - 494.50160 - 635 2740s 10150 6628 506.23055 30 176 - 494.79929 - 635 2745s 10168 6644 540.76882 38 177 - 494.79929 - 635 2750s 10178 6650 infeasible 43 - 494.79929 - 636 2755s 10191 6653 infeasible 46 - 494.79929 - 637 2760s 10202 6662 585.47189 54 171 - 494.79929 - 637 2765s 10230 6680 infeasible 70 - 494.79929 - 636 2770s 10241 6677 511.10399 30 176 - 494.87316 - 637 2775s 10255 6689 563.39985 38 143 - 494.87316 - 638 2781s 10261 6693 infeasible 42 - 494.87316 - 639 2785s 10283 6707 595.75730 54 151 - 494.87316 - 639 2790s 10305 6725 615.96116 73 162 - 494.87316 - 638 2795s 10315 6727 537.91017 31 156 - 494.96881 - 639 2800s 10335 6747 552.26967 41 149 - 494.96881 - 640 2805s 10362 6768 607.31608 54 128 - 494.96881 - 639 2810s 10399 6799 infeasible 84 - 494.96881 - 638 2815s 10431 6823 infeasible 98 - 494.96881 - 637 2820s 10459 6843 infeasible 115 - 494.96881 - 637 2825s 10476 6844 517.89123 32 163 - 494.98785 - 638 2830s 10491 6857 559.21892 41 177 - 494.98785 - 638 2835s 10496 6862 582.96981 41 169 - 494.98785 - 639 2840s 10511 6865 524.21038 31 174 - 494.99990 - 640 2846s 10528 6878 infeasible 42 - 494.99990 - 640 2850s 10536 6880 513.30986 29 154 - 495.08158 - 641 2855s 10546 6890 525.17265 33 151 - 495.08158 - 642 2860s 10563 6899 500.64266 25 178 - 495.15110 - 642 2865s 10577 6913 526.31337 34 179 - 495.15110 - 642 2870s 10582 6916 553.62592 36 174 - 495.15110 - 643 2875s 10587 6919 555.24919 37 167 - 495.15110 - 644 2880s 10603 6919 533.44739 28 179 - 495.15796 - 645 2887s 10612 6928 546.85053 34 174 - 495.15796 - 645 2895s 10628 6942 598.98928 41 145 - 495.15796 - 645 2900s 10653 6963 614.19732 51 153 - 495.15796 - 645 2905s 10673 6965 524.60488 34 160 - 495.29331 - 645 2910s 10686 6972 596.92089 39 153 - 495.29331 - 645 2915s 10704 6984 608.48347 48 141 - 495.29331 - 646 2920s 10724 7000 629.55613 58 123 - 495.29331 - 646 2925s 10750 7026 642.15701 75 121 - 495.29331 - 646 2930s 10779 7051 654.66561 94 128 - 495.29331 - 645 2935s 10813 7069 700.61178 115 119 - 495.29331 - 644 2940s 10835 7074 522.33277 33 157 - 495.38732 - 644 2945s 10853 7086 infeasible 39 - 495.38732 - 644 2950s 10867 7096 565.63457 38 141 - 495.38732 - 645 2955s 10873 7098 572.41463 39 153 - 495.38732 - 646 2960s 10900 7115 570.16874 48 145 - 495.38732 - 645 2965s 10912 7115 infeasible 49 - 495.38732 - 646 2970s 10951 7130 626.24369 63 131 - 495.38732 - 646 2975s 10971 7130 514.64026 31 158 - 495.57231 - 646 2980s 10993 7148 569.38464 46 140 - 495.57231 - 646 2985s 11014 7153 596.35308 53 147 - 495.57231 - 646 2990s 11048 7159 infeasible 32 - 495.61941 - 645 2995s 11063 7162 541.09923 33 160 - 495.68716 - 645 3000s 11074 7171 599.62018 38 156 - 495.68716 - 646 3005s 11087 7184 609.33575 50 146 - 495.68716 - 646 3010s 11124 7219 632.38608 79 130 - 495.68716 - 644 3015s 11148 7232 infeasible 89 - 495.68716 - 644 3020s 11155 7231 513.77164 24 167 - 495.70894 - 644 3025s 11158 7234 512.41565 24 172 - 495.70894 - 644 3030s 11166 7238 544.38467 28 151 - 495.70894 - 644 3035s 11173 7245 551.47670 31 157 - 495.70894 - 645 3040s 11189 7261 558.88597 39 147 - 495.70894 - 645 3045s 11220 7292 574.29567 63 126 - 495.70894 - 644 3050s 11232 7300 582.23771 72 114 - 495.70894 - 643 3055s 11252 7320 608.55952 87 130 - 495.70894 - 643 3060s 11273 7335 infeasible 98 - 495.70894 - 642 3065s 11293 7353 607.07052 114 107 - 495.70894 - 642 3070s 11309 7367 infeasible 126 - 495.70894 - 642 3075s 11322 7374 infeasible 133 - 495.70894 - 642 3080s 11336 7382 627.29318 136 102 - 495.70894 - 642 3085s 11348 7382 512.45157 33 166 - 495.74836 - 642 3090s 11357 7391 527.08805 35 164 - 495.74836 - 642 3095s 11367 7395 589.41021 40 156 - 495.74836 - 642 3100s 11383 7411 566.06021 49 137 - 495.74836 - 642 3105s 11409 7437 576.28952 69 141 - 495.74836 - 641 3110s 11432 7456 587.53591 83 137 - 495.74836 - 641 3115s 11449 7471 600.31536 91 117 - 495.74836 - 641 3120s 11469 7489 615.84002 100 111 - 495.74836 - 640 3125s 11481 7495 620.22219 105 106 - 495.74836 - 641 3130s 11509 7521 635.46996 119 110 - 495.74836 - 640 3135s 11547 7557 644.00037 128 104 - 495.74836 - 638 3140s 11587 7573 498.64865 32 171 - 495.86171 - 637 3145s 11597 7583 537.65269 39 166 - 495.86171 - 637 3150s 11605 7589 556.09467 42 139 - 495.86171 - 638 3155s 11623 7591 537.03898 24 166 - 495.87567 - 639 3161s 11634 7602 554.05861 29 155 - 495.87567 - 639 3165s 11654 7618 602.88662 38 141 - 495.87567 - 639 3170s 11674 7634 614.77742 50 151 - 495.87567 - 639 3175s 11689 7631 infeasible 26 - 495.95800 - 639 3180s 11723 7642 496.74178 19 163 - 495.97377 - 639 3185s 11730 7649 520.23069 23 168 - 495.97377 - 639 3190s 11739 7656 539.60570 24 180 - 495.97377 - 640 3195s 11753 7666 542.88223 28 170 - 495.97377 - 640 3200s 11764 7677 588.66932 35 170 - 495.97377 - 641 3205s 11777 7678 infeasible 39 - 495.97377 - 641 3210s 11790 7685 563.52705 33 165 - 496.04640 - 642 3215s 11811 7694 528.60323 34 144 - 496.05076 - 642 3220s 11828 7703 601.77345 43 132 - 496.05076 - 642 3225s 11848 7717 608.55688 54 144 - 496.05076 - 642 3230s 11893 7760 631.97947 86 132 - 496.05076 - 641 3235s 11925 7792 651.09856 106 143 - 496.05076 - 640 3240s 11942 7802 535.90975 28 164 - 496.10067 - 640 3245s 11958 7814 infeasible 35 - 496.10067 - 641 3250s 11974 7830 565.80077 46 131 - 496.10067 - 641 3255s 12004 7854 587.50277 68 134 - 496.10067 - 640 3260s 12040 7876 619.44243 91 118 - 496.10067 - 640 3265s 12077 7895 510.21457 32 170 - 496.17037 - 639 3270s 12099 7915 559.65045 47 153 - 496.17037 - 639 3275s 12120 7936 584.28569 55 120 - 496.17037 - 639 3280s 12146 7956 infeasible 70 - 496.17037 - 639 3285s 12168 7966 508.24282 32 171 - 496.28505 - 638 3290s 12189 7985 563.62312 46 172 - 496.28505 - 638 3295s 12207 7993 505.16490 23 163 - 496.29065 - 639 3300s 12222 8006 575.57489 31 147 - 496.29065 - 639 3305s 12229 8013 591.09283 36 154 - 496.29065 - 640 3310s 12261 8045 602.79802 62 144 - 496.29065 - 639 3315s 12284 8068 615.89353 72 121 - 496.29065 - 639 3320s 12319 8093 infeasible 95 - 496.29065 - 638 3325s 12360 8106 508.84883 23 174 - 496.30398 - 637 3330s 12376 8120 535.82586 31 160 - 496.30398 - 637 3335s 12383 8125 568.33614 33 162 - 496.30398 - 638 3340s 12400 8130 501.02237 31 170 - 496.45401 - 638 3345s 12408 8138 522.60139 36 160 - 496.45401 - 639 3350s 12427 8155 569.35176 44 162 - 496.45401 - 639 3355s 12439 8163 569.88821 44 162 - 496.45401 - 639 3360s 12455 8171 621.91383 44 162 - 496.45401 - 639 3365s 12469 8167 517.82335 15 158 - 496.72041 - 640 3370s 12491 8182 infeasible 24 - 496.72041 - 640 3375s 12506 8193 564.47745 32 162 - 496.72041 - 640 3380s 12541 8206 505.67238 29 162 - 496.72139 - 639 3385s 12556 8219 558.58442 39 172 - 496.72139 - 639 3390s 12568 8225 infeasible 46 - 496.72139 - 640 3395s 12579 8234 547.57910 37 173 - 496.72773 - 640 3400s 12588 8239 575.95913 43 177 - 496.72773 - 641 3405s 12599 8237 582.47836 44 172 - 496.72773 - 642 3410s 12618 8250 520.88677 39 160 - 496.74216 - 642 3415s 12629 8257 infeasible 45 - 496.74216 - 642 3420s 12641 8261 666.92936 50 143 - 496.74216 - 643 3425s 12648 8264 534.25482 22 176 - 496.94508 - 644 3431s 12656 8270 527.39473 25 176 - 496.94508 - 644 3435s 12665 8275 561.81949 29 178 - 496.94508 - 645 3440s 12682 8288 596.16385 39 166 - 496.94508 - 645 3445s 12706 8310 616.85985 53 144 - 496.94508 - 644 3450s 12734 8336 629.54321 66 122 - 496.94508 - 644 3455s 12758 8360 632.06676 83 123 - 496.94508 - 644 3460s 12774 8374 647.35455 92 126 - 496.94508 - 644 3465s 12790 8386 716.06874 99 132 - 496.94508 - 644 3470s 12818 8392 505.25045 28 186 - 496.99115 - 644 3475s 12836 8406 565.75738 38 160 - 496.99115 - 644 3480s 12851 8421 572.58624 46 158 - 496.99115 - 644 3485s 12874 8434 598.24115 56 152 - 496.99115 - 644 3490s 12918 8474 618.67784 82 141 - 496.99115 - 643 3495s 12941 8489 infeasible 95 - 496.99115 - 643 3500s 12963 8507 657.55131 116 137 - 496.99115 - 642 3505s 12982 8522 709.76247 124 130 - 496.99115 - 642 3510s 13011 8528 508.65846 27 168 - 497.08513 - 642 3515s 13029 8544 558.86113 36 172 - 497.08513 - 642 3520s 13051 8566 570.22830 49 159 - 497.08513 - 642 3525s 13093 8608 617.06758 80 144 - 497.08513 - 641 3530s 13123 8622 624.29776 94 136 - 497.08513 - 640 3535s 13148 8633 520.21312 34 158 - 497.19902 - 640 3540s 13164 8647 573.19304 43 146 - 497.19902 - 641 3545s 13170 8647 infeasible 45 - 497.19902 - 641 3550s 13190 8655 515.29258 31 158 - 497.24780 - 642 3555s 13195 8658 569.62028 32 176 - 497.24780 - 643 3561s 13215 8678 556.78982 44 136 - 497.24780 - 642 3565s 13248 8707 571.25489 68 116 - 497.24780 - 642 3570s 13263 8722 592.13451 75 111 - 497.24780 - 642 3575s 13277 8736 584.37748 81 116 - 497.24780 - 642 3580s 13315 8758 498.77774 31 168 - 497.25847 - 641 3585s 13326 8769 527.98825 36 165 - 497.25847 - 642 3590s 13337 8776 571.00786 40 167 - 497.25847 - 642 3595s Cutting planes: Gomory: 35 Cover: 170 Implied bound: 66 Flow cover: 230 GUB cover: 16 Explored 13347 nodes (8607517 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.980000000000e+02, gap -