Gurobi 5.0.1 (linux64) logging started Fri Dec 21 02:43:42 2012 Optimize a model with 13202 rows, 12960 columns and 57756 nonzeros Presolve removed 557 rows and 160 columns Presolve time: 0.11s Presolved: 12645 rows, 12800 columns, 56786 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.896781e+02, 14147 iterations, 2.09 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 389.67811 0 154 - 389.67811 - - 2s 0 0 449.45184 0 195 - 449.45184 - - 3s 0 0 466.02960 0 172 - 466.02960 - - 4s 0 0 467.94298 0 184 - 467.94298 - - 4s 0 0 472.95781 0 179 - 472.95781 - - 5s 0 0 477.13858 0 168 - 477.13858 - - 6s 0 0 482.18708 0 185 - 482.18708 - - 6s 0 0 482.87572 0 191 - 482.87572 - - 7s 0 0 483.15648 0 185 - 483.15648 - - 7s 0 0 483.47859 0 194 - 483.47859 - - 7s 0 0 483.62005 0 184 - 483.62005 - - 8s 0 0 483.65328 0 189 - 483.65328 - - 8s 0 0 483.65328 0 189 - 483.65328 - - 18s 0 2 483.65647 0 189 - 483.65647 - - 22s 5 7 493.89427 4 171 - 484.21151 - 821 25s 14 16 503.53240 11 160 - 484.21151 - 951 30s 26 28 498.43420 20 171 - 484.21151 - 857 35s 56 56 505.70716 47 151 - 484.21151 - 561 40s 73 73 519.28264 61 139 - 484.21151 - 580 45s 92 88 536.60324 72 143 - 484.21151 - 585 50s 114 110 555.36531 86 142 - 484.21151 - 568 55s 142 124 487.19346 5 179 - 484.25324 - 547 60s 168 148 511.09569 26 160 - 484.25324 - 542 65s 196 176 524.15838 50 154 - 484.25324 - 524 70s 237 213 569.96978 83 142 - 484.25324 - 479 75s 272 234 485.84311 2 181 - 485.24158 - 456 80s 293 255 494.16005 19 180 - 485.24158 - 460 85s 302 264 501.06596 25 168 - 485.24158 - 489 90s 313 275 517.09616 33 169 - 485.24158 - 511 95s 329 281 540.55444 38 150 - 485.24158 - 528 100s 353 291 502.00149 14 170 - 485.38505 - 534 105s 368 304 infeasible 23 - 485.38505 - 560 111s 393 329 502.05663 44 168 - 485.38505 - 543 115s 407 337 infeasible 51 - 485.38505 - 559 120s 443 367 524.98355 73 147 - 485.38505 - 543 125s 484 390 561.83772 87 146 - 485.38505 - 522 130s 520 408 501.82192 13 168 - 485.84325 - 512 135s 562 448 525.14472 38 157 - 485.84325 - 500 140s 580 462 516.72229 52 149 - 485.84325 - 503 145s 603 481 508.03552 42 154 - 485.84325 - 488 150s 606 483 498.97280 29 192 - 485.84325 - 485 156s 608 485 510.83429 32 202 - 485.84325 - 484 160s 613 488 506.82062 25 208 - 492.67545 - 480 165s 617 491 510.83429 32 210 - 493.86204 - 477 170s 624 495 502.53621 22 214 - 494.09831 - 471 182s 626 497 510.83429 33 213 - 494.09831 - 470 193s 627 499 495.36916 12 210 - 494.66331 - 522 203s 628 500 496.22099 12 196 - 496.22099 - 522 211s 629 501 501.51590 13 179 - 496.39353 - 523 219s 630 501 501.49327 13 182 - 496.39353 - 524 220s 632 503 512.77974 14 187 - 496.39353 - 530 225s 641 507 519.13757 19 168 - 496.39353 - 532 230s 651 513 522.47430 24 157 - 496.39353 - 534 235s 664 522 524.87339 30 156 - 496.39353 - 536 240s 679 528 564.03069 38 150 - 496.39353 - 540 245s 690 533 579.06988 43 154 - 496.39353 - 544 250s 709 528 590.94718 53 157 - 496.39353 - 547 255s 736 518 infeasible 66 - 496.39353 - 540 260s 766 512 503.76431 16 173 - 499.31110 - 532 265s 775 518 519.56406 20 154 - 499.31110 - 539 270s 797 531 545.17164 31 149 - 499.31110 - 542 275s 811 538 522.50166 38 132 - 499.31110 - 549 280s 828 547 554.48915 47 142 - 499.31110 - 550 285s 849 555 infeasible 57 - 499.31110 - 549 290s 869 567 601.84437 67 144 - 499.31110 - 550 295s 892 580 586.61444 79 130 - 499.31110 - 547 300s 910 592 594.58208 88 137 - 499.31110 - 550 305s 928 602 594.76766 97 131 - 499.31110 - 551 310s 949 612 626.49033 107 143 - 499.31110 - 552 315s 971 623 624.60128 118 118 - 499.31110 - 551 320s 997 638 643.40914 131 123 - 499.31110 - 550 325s 1024 648 640.23165 145 119 - 499.31110 - 550 330s 1056 647 651.50331 159 97 - 499.31110 - 549 335s 1077 647 697.12706 169 115 - 499.31110 - 553 340s 1099 647 712.46415 180 105 - 499.31110 - 560 345s 1117 650 715.55948 189 100 - 499.31110 - 564 350s 1138 651 511.79550 18 179 - 501.56047 - 564 355s 1150 659 517.32741 24 181 - 501.56047 - 567 360s 1158 662 528.49496 28 184 - 501.56047 - 574 365s 1171 671 533.01966 35 179 - 501.56047 - 578 370s 1188 680 565.36660 43 163 - 501.56047 - 581 375s 1196 684 571.39875 47 160 - 501.56047 - 588 380s 1231 698 512.86359 21 162 - 501.67093 - 582 385s 1254 713 513.13735 34 159 - 501.67093 - 580 390s 1270 724 548.40631 44 156 - 501.67093 - 583 395s 1292 739 555.47999 58 148 - 501.67093 - 581 400s 1337 769 569.21785 90 132 - 501.67093 - 569 405s 1361 785 578.36141 107 117 - 501.67093 - 566 410s 1408 816 592.16043 136 109 - 501.67093 - 554 415s 1436 835 604.50055 147 110 - 501.67093 - 551 420s 1468 854 616.63146 162 107 - 501.67093 - 547 425s 1510 882 626.67816 194 108 - 501.67093 - 537 430s 1548 884 664.73210 201 91 - 501.67093 - 534 435s 1574 885 511.26843 20 165 - 501.80653 - 534 440s 1597 900 516.83722 37 163 - 501.80653 - 532 445s 1619 915 536.43401 49 156 - 501.80653 - 533 450s 1631 923 549.20775 51 150 - 501.80653 - 537 455s 1647 933 556.02047 57 139 - 501.80653 - 539 460s 1676 949 592.57726 75 121 - 501.80653 - 537 465s 1705 962 619.63866 90 135 - 501.80653 - 535 470s 1727 975 614.18302 95 124 - 501.80653 - 534 475s 1750 979 508.35469 21 162 - 501.80653 - 535 480s 1775 996 517.30357 30 148 - 501.80653 - 535 485s 1798 1007 584.70619 42 132 - 501.80653 - 538 490s 1817 1020 558.63938 47 139 - 501.80653 - 539 495s 1834 1029 577.15817 59 127 - 501.80653 - 541 500s 1850 1036 600.36272 64 144 - 501.80653 - 542 505s 1865 1042 infeasible 72 - 501.80653 - 545 510s 1890 1044 603.60335 85 156 - 501.80653 - 543 515s 1926 1042 508.80369 22 157 - 501.82692 - 539 520s 1938 1050 522.30338 22 160 - 501.82692 - 543 525s 1969 1071 511.59259 32 147 - 501.82692 - 540 530s 1994 1088 535.99986 47 145 - 501.82692 - 540 536s 2000 1090 551.42695 50 145 - 501.82692 - 542 540s 2018 1100 527.65683 56 143 - 501.82692 - 544 545s 2027 1106 529.30358 54 140 - 501.82692 - 548 550s 2036 1112 563.31160 54 143 - 501.82692 - 551 555s 2041 1115 565.14091 57 152 - 501.82692 - 556 560s 2053 1123 576.96114 63 161 - 501.82692 - 558 565s 2065 1129 580.49422 68 146 - 501.82692 - 560 570s 2102 1154 590.42686 95 129 - 501.82692 - 554 575s 2133 1180 595.88245 99 129 - 501.82692 - 552 580s 2157 1204 608.10633 109 141 - 501.82692 - 552 585s 2174 1221 617.79703 106 136 - 501.82692 - 553 590s 2201 1248 616.66794 114 136 - 501.82692 - 552 595s 2238 1285 618.24764 122 126 - 501.82692 - 548 600s 2280 1327 645.79537 125 126 - 501.82692 - 544 605s 2323 1358 infeasible 143 - 501.82692 - 540 610s 2385 1380 501.82692 16 179 - 501.82692 - 530 615s 2402 1397 523.93249 24 166 - 501.82692 - 532 620s 2425 1418 523.80871 40 151 - 501.82692 - 531 625s 2439 1430 infeasible 49 - 501.82692 - 534 630s 2450 1439 541.67210 49 136 - 501.82692 - 536 635s 2461 1446 562.11235 53 128 - 501.82692 - 540 640s 2481 1462 571.09567 60 135 - 501.82692 - 540 645s 2497 1474 578.72812 67 128 - 501.82692 - 542 650s 2515 1490 591.89746 79 122 - 501.82692 - 543 655s 2538 1495 506.11504 21 200 - 501.83343 - 544 660s 2549 1506 521.07644 30 173 - 501.83343 - 546 665s 2562 1519 528.60693 35 167 - 501.83343 - 547 670s 2574 1531 548.96114 42 160 - 501.83343 - 550 675s 2596 1547 564.67234 49 159 - 501.83343 - 550 680s 2606 1553 infeasible 53 - 501.83343 - 553 685s 2633 1578 589.73212 71 127 - 501.83343 - 552 690s 2651 1586 517.92620 20 184 - 501.83378 - 553 695s 2666 1597 528.45795 25 181 - 501.83378 - 555 700s 2681 1612 542.38268 33 152 - 501.83378 - 556 705s 2700 1629 558.55478 43 156 - 501.83378 - 557 710s 2737 1652 606.63937 66 112 - 501.83378 - 554 715s 2758 1655 516.26664 16 178 - 501.85772 - 555 720s 2776 1671 540.02954 29 162 - 501.85772 - 555 725s 2789 1684 553.61941 31 162 - 501.85772 - 557 730s 2809 1704 562.49931 41 133 - 501.85772 - 558 735s 2831 1718 600.39633 50 139 - 501.85772 - 558 740s 2859 1738 634.41160 56 128 - 501.85772 - 557 745s 2889 1754 677.08443 71 103 - 501.85772 - 555 750s 2925 1788 692.74188 97 103 - 501.85772 - 552 755s 2965 1808 513.47351 19 189 - 501.86884 - 549 761s 2976 1817 524.26271 26 194 - 501.86884 - 550 765s 2990 1831 534.18688 31 182 - 501.86884 - 552 770s 3003 1844 549.55401 36 155 - 501.86884 - 553 775s 3021 1858 556.68608 49 133 - 501.86884 - 554 780s 3055 1892 575.99678 71 139 - 501.86884 - 551 785s 3075 1898 524.43099 24 187 - 501.89690 - 552 790s 3088 1911 541.65117 30 181 - 501.89690 - 554 795s 3095 1918 542.75940 31 180 - 501.89690 - 556 800s 3101 1920 infeasible 33 - 501.89690 - 560 805s 3114 1933 606.23569 39 157 - 501.89690 - 562 811s 3135 1954 573.32103 48 150 - 501.89690 - 561 815s 3151 1968 580.52233 58 153 - 501.89690 - 563 820s 3177 1990 599.45316 77 131 - 501.89690 - 562 825s 3192 1997 511.91164 20 189 - 501.90363 - 563 830s 3205 2008 531.26339 26 177 - 501.90363 - 565 835s 3216 2019 552.84430 29 164 - 501.90363 - 567 840s 3232 2027 576.05300 36 156 - 501.90363 - 568 845s 3251 2042 601.12760 45 157 - 501.90363 - 568 850s 3276 2057 518.42719 22 191 - 502.00085 - 568 855s 3288 2067 538.17977 27 170 - 502.00085 - 570 860s 3301 2078 infeasible 35 - 502.00085 - 572 866s 3305 2080 557.00847 35 173 - 502.00085 - 574 870s 3327 2100 585.37171 50 153 - 502.00085 - 575 875s 3370 2143 599.93310 82 119 - 502.00085 - 571 880s 3402 2157 516.66495 21 189 - 502.65461 - 570 885s 3416 2171 537.07183 27 181 - 502.65461 - 571 890s 3434 2187 562.89972 34 168 - 502.65461 - 571 895s 3456 2205 578.98505 46 137 - 502.65461 - 572 900s 3483 2216 515.81048 21 159 - 502.68086 - 571 905s 3497 2230 531.51771 27 176 - 502.68086 - 573 910s 3515 2246 575.11641 39 154 - 502.68086 - 574 915s 3534 2263 573.25769 54 143 - 502.68086 - 575 920s 3570 2285 513.12836 21 175 - 502.74815 - 573 925s 3580 2293 528.84396 24 177 - 502.74815 - 575 930s 3601 2310 559.22829 35 145 - 502.74815 - 575 935s 3634 2333 517.11235 17 175 - 502.78464 - 574 940s 3645 2342 527.17535 21 187 - 502.78464 - 575 945s 3655 2352 549.28478 24 176 - 502.78464 - 577 950s 3659 2356 553.56398 24 172 - 502.78464 - 579 955s 3674 2371 554.74828 37 142 - 502.78464 - 579 960s 3700 2393 infeasible 57 - 502.78464 - 578 965s 3712 2395 517.75385 21 169 - 502.87671 - 581 970s 3725 2404 528.20159 26 162 - 502.87671 - 582 975s 3735 2414 541.00027 32 169 - 502.87671 - 583 980s 3748 2425 548.49606 42 135 - 502.87671 - 584 985s 3777 2454 574.98127 58 135 - 502.87671 - 583 990s 3804 2471 511.24132 19 176 - 502.87671 - 582 995s 3811 2478 516.00180 20 192 - 502.87671 - 584 1000s 3823 2488 528.50902 24 178 - 502.87671 - 585 1005s 3833 2498 541.27867 29 179 - 502.87671 - 587 1010s 3852 2513 548.40276 35 148 - 502.87671 - 586 1015s 3867 2522 576.81361 44 149 - 502.87671 - 587 1020s 3895 2528 infeasible 54 - 502.87671 - 585 1025s 3910 2539 524.95552 23 180 - 502.88250 - 586 1030s 3921 2550 535.90045 28 172 - 502.88250 - 588 1035s 3939 2564 590.27099 36 165 - 502.88250 - 589 1041s 3947 2572 568.01911 40 153 - 502.88250 - 591 1045s 3976 2595 596.74899 58 133 - 502.88250 - 589 1050s 3988 2599 521.06882 21 180 - 502.91030 - 590 1055s 3997 2608 533.62323 26 167 - 502.91030 - 591 1060s 4017 2626 551.60166 40 145 - 502.91030 - 591 1065s 4039 2638 infeasible 48 - 502.91030 - 590 1070s 4056 2645 523.38835 21 168 - 502.98006 - 591 1075s 4071 2660 541.43941 30 166 - 502.98006 - 592 1080s 4086 2675 563.49566 36 162 - 502.98006 - 593 1085s 4108 2695 580.48158 50 135 - 502.98006 - 594 1090s 4136 2705 515.49239 20 180 - 503.39602 - 594 1096s 4147 2714 528.94292 24 159 - 503.39602 - 595 1100s 4159 2726 537.41031 29 175 - 503.39602 - 597 1105s 4182 2745 554.63160 42 152 - 503.39602 - 596 1110s 4213 2762 595.66834 51 150 - 503.39602 - 595 1115s 4254 2788 506.33652 17 190 - 503.40040 - 592 1120s 4264 2796 545.81014 22 172 - 503.40040 - 594 1126s 4272 2804 546.25531 25 174 - 503.40040 - 595 1130s 4274 2802 infeasible 27 - 503.40040 - 598 1135s 4283 2811 563.09561 30 169 - 503.40040 - 600 1140s 4299 2827 570.81186 39 164 - 503.40040 - 600 1145s 4319 2845 593.57975 54 147 - 503.40040 - 601 1150s 4352 2873 infeasible 78 - 503.40040 - 598 1155s 4361 2876 535.18426 21 175 - 503.42637 - 601 1161s 4372 2883 535.96574 24 179 - 503.42637 - 601 1165s 4382 2893 541.38210 25 171 - 503.42637 - 603 1170s 4391 2900 559.22379 26 174 - 503.42637 - 605 1175s 4400 2907 559.11320 32 166 - 503.42637 - 606 1180s 4421 2918 598.81861 46 138 - 503.42637 - 607 1185s 4451 2944 616.09224 62 147 - 503.42637 - 605 1190s 4466 2947 522.98901 21 194 - 503.46679 - 606 1195s 4478 2959 540.06571 27 179 - 503.46679 - 607 1200s 4485 2964 infeasible 31 - 503.46679 - 609 1205s 4499 2974 565.79297 37 161 - 503.46679 - 610 1210s 4520 2986 598.23337 49 147 - 503.46679 - 611 1215s 4548 3002 517.31091 20 185 - 503.52616 - 610 1220s 4564 3018 531.31466 25 182 - 503.52616 - 610 1225s 4577 3031 542.19325 31 174 - 503.52616 - 611 1230s 4602 3050 579.98799 47 133 - 503.52616 - 611 1235s 4638 3082 605.56147 69 134 - 503.52616 - 608 1240s 4647 3083 521.15147 21 183 - 503.58225 - 610 1245s 4658 3092 530.13476 23 174 - 503.58225 - 612 1250s 4669 3101 536.73120 24 183 - 503.58225 - 613 1255s 4683 3113 539.68302 25 181 - 503.58225 - 614 1260s 4696 3126 536.25755 24 181 - 503.58225 - 615 1265s 4709 3139 555.97637 26 182 - 503.58225 - 616 1270s 4719 3147 551.49855 27 175 - 503.58225 - 618 1275s 4723 3145 infeasible 28 - 503.58225 - 620 1280s 4730 3148 infeasible 28 - 503.58225 - 622 1285s 4739 3153 infeasible 28 - 503.58225 - 624 1290s 4754 3168 566.35550 38 151 - 503.58225 - 625 1295s 4780 3180 572.71246 39 141 - 503.58225 - 624 1300s 4805 3197 602.81239 45 135 - 503.58225 - 624 1305s 4829 3213 609.31502 51 134 - 503.58225 - 624 1310s 4856 3222 infeasible 54 - 503.58225 - 624 1315s 4888 3246 660.59865 68 122 - 503.58225 - 622 1320s 4913 3267 669.31414 73 134 - 503.58225 - 622 1325s 4945 3293 infeasible 80 - 503.58225 - 620 1330s 4982 3330 683.67464 89 124 - 503.58225 - 618 1335s 5015 3357 689.78108 102 117 - 503.58225 - 616 1340s 5049 3387 706.33746 108 117 - 503.58225 - 614 1345s 5092 3416 infeasible 125 - 503.58225 - 611 1350s 5118 3419 525.70010 23 160 - 503.62884 - 611 1355s 5125 3426 535.67906 25 172 - 503.62884 - 612 1360s 5153 3452 587.88712 45 146 - 503.62884 - 611 1365s 5173 3460 512.12710 19 190 - 503.64064 - 612 1370s 5184 3471 525.92344 22 186 - 503.64064 - 613 1375s 5199 3484 536.45764 28 191 - 503.64064 - 613 1380s 5212 3497 543.47348 32 176 - 503.64064 - 614 1385s 5238 3513 582.84267 50 142 - 503.64064 - 613 1390s 5274 3531 517.36947 21 176 - 503.72519 - 612 1395s 5281 3538 524.66002 23 176 - 503.72519 - 614 1400s 5296 3549 543.11559 28 148 - 503.72519 - 614 1405s 5321 3570 578.03201 44 139 - 503.72519 - 614 1410s 5341 3587 588.58955 55 137 - 503.72519 - 613 1416s 5352 3594 523.76314 27 183 - 503.74213 - 614 1420s 5362 3600 537.79170 32 169 - 503.74213 - 615 1425s 5369 3605 549.68630 32 178 - 503.74213 - 617 1430s 5372 3604 infeasible 34 - 503.74213 - 619 1435s 5379 3609 560.12567 36 161 - 503.74213 - 621 1442s 5382 3610 569.20713 35 170 - 503.74213 - 622 1445s 5404 3630 577.24976 49 139 - 503.74213 - 622 1450s 5413 3633 605.85709 50 121 - 503.74213 - 624 1455s 5430 3646 612.27971 60 124 - 503.74213 - 625 1460s 5461 3675 623.67899 77 103 - 503.74213 - 624 1465s 5498 3706 640.41035 95 81 - 503.74213 - 621 1470s 5546 3734 508.58608 19 182 - 503.79221 - 618 1475s 5554 3742 537.23946 23 182 - 503.79221 - 619 1480s 5560 3748 532.28971 25 183 - 503.79221 - 621 1485s 5577 3761 567.37852 36 153 - 503.79221 - 621 1490s 5590 3770 608.58487 42 158 - 503.79221 - 622 1495s 5606 3772 506.92749 18 177 - 503.79778 - 623 1500s 5616 3782 525.42927 25 169 - 503.79778 - 624 1505s 5626 3792 549.22291 30 172 - 503.79778 - 625 1510s 5641 3801 569.94710 38 160 - 503.79778 - 626 1515s 5655 3807 522.22767 23 165 - 503.84033 - 627 1520s 5669 3821 535.30169 27 176 - 503.84033 - 628 1525s 5681 3831 infeasible 32 - 503.84033 - 629 1530s 5696 3844 582.03953 38 145 - 503.84033 - 629 1535s 5715 3849 529.71726 22 200 - 503.88066 - 629 1540s 5729 3863 568.05222 31 166 - 503.88066 - 630 1545s 5738 3866 infeasible 35 - 503.88066 - 632 1551s 5750 3874 infeasible 43 - 503.88066 - 632 1555s 5762 3876 610.55140 45 158 - 503.88066 - 633 1560s 5777 3883 512.67866 23 171 - 504.03899 - 633 1565s 5784 3890 541.28226 27 175 - 504.03899 - 635 1570s 5803 3901 infeasible 36 - 504.03899 - 635 1575s 5811 3907 540.05706 22 166 - 504.76650 - 637 1580s 5821 3917 549.14923 28 156 - 504.76650 - 637 1585s 5831 3921 infeasible 32 - 504.76650 - 639 1590s 5838 3924 597.19574 32 139 - 504.76650 - 641 1595s 5860 3946 617.77918 51 116 - 504.76650 - 640 1600s 5892 3978 629.13721 69 112 - 504.76650 - 638 1605s 5930 4014 infeasible 85 - 504.76650 - 636 1610s 5967 4025 526.27144 26 170 - 504.87565 - 634 1615s 5972 4030 551.86999 27 168 - 504.87565 - 636 1620s 5983 4039 574.45021 33 142 - 504.87565 - 636 1625s 5999 4051 577.75783 39 137 - 504.87565 - 637 1630s 6017 4067 607.43683 48 138 - 504.87565 - 637 1635s 6045 4095 604.81794 59 123 - 504.87565 - 637 1640s 6077 4123 633.90451 78 114 - 504.87565 - 636 1645s 6110 4138 516.17528 24 174 - 504.88299 - 634 1650s 6115 4143 545.53858 27 149 - 504.88299 - 636 1655s 6129 4155 578.88460 35 132 - 504.88299 - 636 1660s 6152 4176 599.49880 50 112 - 504.88299 - 636 1665s 6177 4201 614.23000 59 116 - 504.88299 - 635 1670s 6194 4218 638.53792 64 118 - 504.88299 - 636 1675s 6210 4220 509.36555 23 189 - 504.90876 - 636 1680s 6220 4230 549.62978 29 153 - 504.90876 - 637 1685s 6239 4245 581.54662 40 137 - 504.90876 - 637 1690s 6271 4277 598.91096 57 112 - 504.90876 - 636 1695s 6309 4305 520.85592 23 178 - 504.95159 - 634 1700s 6312 4308 540.08982 24 169 - 504.95159 - 636 1705s 6326 4322 555.13625 31 166 - 504.95159 - 637 1710s 6337 4329 infeasible 35 - 504.95159 - 638 1715s 6362 4354 579.83439 51 123 - 504.95159 - 637 1720s 6389 4381 588.57142 71 93 - 504.95159 - 636 1725s 6429 4421 597.85776 98 120 - 504.95159 - 633 1730s 6474 4461 623.71722 127 99 - 504.95159 - 630 1735s 6502 4472 536.68024 24 171 - 505.02707 - 629 1740s 6508 4478 546.85890 26 175 - 505.02707 - 631 1745s 6518 4488 571.84558 31 161 - 505.02707 - 632 1750s 6524 4494 609.10864 32 146 - 505.02707 - 634 1755s 6536 4502 600.44653 37 135 - 505.02707 - 635 1760s 6587 4551 620.22567 70 118 - 505.02707 - 632 1765s 6652 4614 633.88401 117 83 - 505.02707 - 627 1770s 6694 4636 506.96719 22 181 - 505.07345 - 625 1775s 6704 4646 539.75018 27 169 - 505.07345 - 626 1780s 6714 4652 561.43272 30 158 - 505.07345 - 628 1785s 6725 4661 573.83152 34 160 - 505.07345 - 629 1790s 6747 4677 607.36271 48 133 - 505.07345 - 629 1795s 6781 4711 626.43581 71 127 - 505.07345 - 627 1800s 6815 4735 515.39367 25 173 - 505.08149 - 626 1805s 6826 4746 546.46099 32 184 - 505.08149 - 627 1810s 6834 4752 560.40233 34 181 - 505.08149 - 628 1815s 6847 4761 584.96557 40 171 - 505.08149 - 629 1820s 6863 4767 527.48001 27 173 - 505.11384 - 629 1825s 6869 4773 540.17125 29 158 - 505.11384 - 631 1830s 6875 4779 540.14405 31 166 - 505.11384 - 632 1835s 6883 4785 556.47595 32 180 - 505.11384 - 633 1840s 6892 4790 571.52675 33 142 - 505.11384 - 634 1845s 6902 4798 632.60813 36 148 - 505.11384 - 635 1850s 6921 4811 infeasible 42 - 505.11384 - 635 1855s 6940 4830 643.55215 53 127 - 505.11384 - 635 1860s 6965 4845 520.98232 24 197 - 505.12350 - 635 1866s 6973 4851 541.04122 30 191 - 505.12350 - 636 1870s 6995 4859 infeasible 37 - 505.12350 - 635 1875s 7004 4866 542.80594 27 186 - 505.29679 - 636 1880s 7021 4879 578.15838 35 156 - 505.29679 - 637 1885s 7040 4898 594.47965 48 152 - 505.29679 - 637 1890s 7057 4913 607.88298 53 137 - 505.29679 - 637 1895s 7089 4938 infeasible 73 - 505.29679 - 636 1900s 7100 4947 551.28820 24 180 - 505.42829 - 637 1905s 7110 4957 554.65574 27 161 - 505.42829 - 638 1910s 7116 4959 568.53977 28 168 - 505.42829 - 639 1915s 7129 4968 579.89243 33 169 - 505.42829 - 640 1920s 7155 4992 609.22611 51 136 - 505.42829 - 640 1925s 7195 5032 626.67674 82 114 - 505.42829 - 637 1930s 7237 5074 641.95647 116 109 - 505.42829 - 635 1935s 7281 5098 510.55843 22 175 - 505.44435 - 632 1940s 7294 5111 541.07496 30 173 - 505.44435 - 633 1945s 7314 5123 579.27968 38 156 - 505.44435 - 633 1950s 7341 5142 611.17252 50 127 - 505.44435 - 633 1955s 7380 5175 infeasible 75 - 505.44435 - 631 1960s 7415 5182 522.65914 22 177 - 505.53173 - 630 1966s 7426 5193 539.14529 24 164 - 505.53173 - 631 1970s 7442 5207 606.92483 29 141 - 505.53173 - 631 1975s 7458 5219 559.99817 32 154 - 505.53173 - 632 1980s 7472 5231 567.89747 39 132 - 505.53173 - 632 1985s 7504 5263 579.84314 51 128 - 505.53173 - 631 1990s 7537 5296 590.77491 70 132 - 505.53173 - 630 1995s 7577 5334 infeasible 88 - 505.53173 - 628 2000s 7606 5348 526.71252 24 160 - 505.53224 - 627 2005s 7623 5363 557.05089 30 158 - 505.53224 - 628 2010s 7640 5378 583.45820 39 143 - 505.53224 - 628 2015s 7663 5399 604.13091 51 141 - 505.53224 - 628 2020s 7704 5440 625.35605 70 116 - 505.53224 - 626 2025s 7762 5467 509.72835 21 181 - 505.60946 - 623 2030s 7772 5477 545.62263 28 152 - 505.60946 - 624 2035s 7790 5491 565.77150 33 155 - 505.60946 - 625 2040s 7805 5494 528.02714 26 196 - 505.67533 - 626 2046s 7813 5500 546.78773 30 190 - 505.67533 - 626 2050s 7837 5514 infeasible 41 - 505.67533 - 626 2055s 7851 5518 522.50934 22 187 - 505.80402 - 627 2061s 7860 5527 539.50811 27 163 - 505.80402 - 627 2065s 7876 5539 568.98586 33 150 - 505.80402 - 628 2070s 7890 5543 543.48883 27 174 - 505.97991 - 629 2075s 7898 5551 551.30651 28 167 - 505.97991 - 630 2080s 7906 5555 566.61919 30 159 - 505.97991 - 631 2085s 7918 5565 580.23410 35 177 - 505.97991 - 632 2090s 7934 5577 606.44573 44 141 - 505.97991 - 632 2095s 7954 5593 612.59116 52 142 - 505.97991 - 632 2100s 7973 5608 infeasible 59 - 505.97991 - 633 2105s 8008 5635 656.28936 82 124 - 505.97991 - 631 2110s 8018 5637 536.29228 21 187 - 505.98327 - 632 2115s 8026 5645 562.48889 25 173 - 505.98327 - 633 2120s 8036 5651 infeasible 28 - 505.98327 - 634 2125s 8047 5658 591.14027 30 145 - 505.98327 - 635 2130s 8067 5670 619.84895 36 154 - 505.98327 - 635 2135s 8094 5693 640.10129 55 138 - 505.98327 - 634 2140s 8131 5730 666.89224 73 120 - 505.98327 - 633 2145s 8175 5770 683.50999 100 104 - 505.98327 - 631 2150s 8238 5819 706.19899 138 79 - 505.98327 - 628 2155s 8250 5821 537.74927 22 181 - 506.01433 - 629 2160s 8259 5830 550.69747 26 182 - 506.01433 - 629 2165s 8269 5838 578.24910 33 165 - 506.01433 - 630 2170s 8283 5844 594.23910 36 168 - 506.01433 - 631 2175s 8295 5846 523.72536 22 175 - 506.01433 - 632 2180s 8308 5859 563.91247 26 166 - 506.01433 - 632 2185s 8326 5871 595.12218 33 153 - 506.01433 - 633 2190s 8341 5876 509.44241 18 180 - 506.02623 - 634 2195s 8352 5883 558.37904 24 164 - 506.02623 - 635 2200s 8374 5895 580.22991 30 160 - 506.02623 - 634 2205s 8397 5897 523.35066 22 193 - 506.11649 - 634 2211s 8401 5901 543.73265 24 176 - 506.11649 - 635 2215s 8406 5906 548.54542 25 174 - 506.11649 - 635 2220s 8412 5910 infeasible 28 - 506.11649 - 636 2226s 8418 5914 571.77255 28 164 - 506.11649 - 636 2230s 8425 5919 576.19429 29 168 - 506.11649 - 637 2235s 8430 5924 605.76144 30 152 - 506.11649 - 637 2240s 8435 5927 637.17621 31 152 - 506.11649 - 638 2246s 8440 5927 infeasible 34 - 506.11649 - 639 2250s 8448 5929 648.39640 37 150 - 506.11649 - 639 2255s 8453 5928 523.17402 22 186 - 506.15153 - 640 2260s 8462 5937 552.83567 28 183 - 506.15153 - 640 2265s 8469 5944 560.71132 29 179 - 506.15153 - 641 2270s 8477 5948 585.84213 30 179 - 506.15153 - 643 2275s 8493 5964 600.42132 42 151 - 506.15153 - 643 2280s 8507 5976 607.77997 44 142 - 506.15153 - 643 2285s 8524 5989 623.88965 53 127 - 506.15153 - 644 2290s 8574 6039 642.15987 89 115 - 506.15153 - 641 2295s 8604 6059 524.57378 22 169 - 506.19166 - 641 2300s 8612 6067 543.92608 27 163 - 506.19166 - 642 2305s 8629 6076 570.82443 30 169 - 506.19166 - 642 2310s 8649 6092 595.21638 41 143 - 506.19166 - 642 2315s 8662 6099 infeasible 47 - 506.19166 - 643 2320s 8694 6129 infeasible 60 - 506.19166 - 643 2325s 8754 6187 640.08224 109 92 - 506.19166 - 640 2330s 8798 6213 511.24745 18 189 - 506.20071 - 638 2335s 8806 6221 548.86946 23 188 - 506.20071 - 639 2340s 8819 6234 565.39535 27 167 - 506.20071 - 639 2345s 8838 6241 infeasible 37 - 506.20071 - 639 2350s 8863 6252 511.26097 19 187 - 506.21496 - 639 2355s 8870 6259 539.53554 22 181 - 506.21496 - 640 2360s 8884 6269 568.68351 28 161 - 506.21496 - 641 2365s 8902 6271 infeasible 33 - 506.21496 - 641 2370s 8912 6279 538.75978 23 192 - 506.31558 - 642 2375s 8929 6292 infeasible 32 - 506.31558 - 642 2380s 8945 6290 524.77992 21 155 - 506.40315 - 643 2385s 8952 6297 555.47502 27 153 - 506.40315 - 644 2390s 8968 6307 592.70728 30 155 - 506.40315 - 645 2395s 8988 6325 600.08628 38 127 - 506.40315 - 645 2400s 9017 6354 622.88191 53 135 - 506.40315 - 644 2405s 9058 6395 633.51421 83 103 - 506.40315 - 643 2410s 9106 6443 649.14348 107 98 - 506.40315 - 641 2415s 9156 6479 692.86064 128 91 - 506.40315 - 639 2420s 9197 6491 525.41905 23 180 - 506.69472 - 638 2425s 9215 6505 infeasible 33 - 506.69472 - 638 2430s 9228 6512 527.67323 27 176 - 506.74132 - 638 2435s 9239 6523 556.18965 33 168 - 506.74132 - 639 2440s 9256 6528 669.51349 37 155 - 506.74132 - 640 2445s 9266 6532 558.83159 26 164 - 506.74840 - 640 2450s 9279 6545 572.63230 30 158 - 506.74840 - 641 2455s 9291 6553 596.42839 37 145 - 506.74840 - 642 2460s 9322 6582 617.65458 59 135 - 506.74840 - 641 2465s 9354 6596 520.68759 23 195 - 506.81961 - 640 2470s 9368 6608 597.41256 32 183 - 506.81961 - 640 2475s 9386 6622 623.42979 43 166 - 506.81961 - 641 2480s 9406 6642 635.78045 58 143 - 506.81961 - 641 2485s 9436 6672 649.83393 74 131 - 506.81961 - 640 2490s 9460 6685 522.61142 22 193 - 506.82689 - 639 2495s 9473 6698 555.94978 30 149 - 506.82689 - 640 2500s 9486 6707 577.88516 36 159 - 506.82689 - 641 2505s 9517 6734 598.57812 54 106 - 506.82689 - 640 2510s 9572 6775 520.70010 25 177 - 506.86376 - 638 2515s 9579 6782 564.87263 29 169 - 506.86376 - 639 2520s 9585 6786 563.14060 31 172 - 506.86376 - 640 2525s 9594 6793 559.01193 32 167 - 506.86376 - 641 2530s 9600 6795 infeasible 34 - 506.86376 - 642 2536s 9607 6802 583.76250 38 165 - 506.86376 - 642 2540s 9622 6815 594.76367 47 143 - 506.86376 - 643 2545s 9648 6841 613.16930 65 110 - 506.86376 - 642 2550s 9690 6881 624.87241 95 116 - 506.86376 - 641 2555s 9744 6933 647.10123 124 91 - 506.86376 - 638 2560s 9780 6950 524.98595 20 186 - 506.87642 - 637 2565s 9797 6967 551.95084 27 158 - 506.87642 - 638 2570s 9810 6976 556.71701 30 159 - 506.87642 - 638 2575s 9822 6984 563.64888 32 146 - 506.87642 - 639 2580s 9846 7008 576.98681 40 121 - 506.87642 - 639 2585s 9899 7060 595.80269 72 99 - 506.87642 - 637 2590s 9928 7086 604.95785 86 111 - 506.87642 - 636 2595s 9944 7090 infeasible 94 - 506.87642 - 637 2600s 10026 7133 518.37458 22 186 - 506.90580 - 633 2606s 10033 7138 559.01077 26 166 - 506.90580 - 634 2610s 10045 7150 579.27789 31 152 - 506.90580 - 634 2615s 10059 7158 597.59848 38 142 - 506.90580 - 635 2620s 10081 7178 615.79920 52 137 - 506.90580 - 635 2625s 10107 7204 637.77208 66 131 - 506.90580 - 635 2630s 10135 7220 665.19240 80 124 - 506.90580 - 635 2635s 10192 7271 680.58607 117 95 - 506.90580 - 632 2640s 10236 7299 692.92846 133 83 - 506.90580 - 630 2645s 10274 7321 529.53618 23 186 - 506.91876 - 629 2650s 10284 7331 552.51338 28 170 - 506.91876 - 630 2655s 10295 7340 595.74305 32 145 - 506.91876 - 631 2660s 10311 7354 607.67690 41 150 - 506.91876 - 631 2665s 10354 7389 522.96156 22 196 - 506.99682 - 630 2671s 10358 7393 539.88359 25 164 - 506.99682 - 630 2677s 10362 7397 547.10632 26 170 - 506.99682 - 630 2680s 10380 7411 576.98020 37 164 - 506.99682 - 631 2685s 10413 7444 603.91465 59 122 - 506.99682 - 630 2690s 10442 7471 622.64265 75 119 - 506.99682 - 629 2695s 10494 7515 658.44261 109 97 - 506.99682 - 627 2700s 10520 7532 527.87203 26 184 - 507.05525 - 627 2705s 10534 7544 570.56154 35 157 - 507.05525 - 628 2710s 10549 7555 582.99295 42 150 - 507.05525 - 628 2715s 10580 7586 603.88314 58 129 - 507.05525 - 627 2720s 10618 7614 528.81103 25 182 - 507.05902 - 627 2725s 10628 7624 561.77591 31 153 - 507.05902 - 627 2730s 10635 7625 infeasible 33 - 507.05902 - 628 2735s 10645 7631 589.45961 34 159 - 507.05902 - 629 2740s 10659 7643 616.49374 40 151 - 507.05902 - 629 2745s 10678 7656 624.31466 48 149 - 507.05902 - 629 2751s 10697 7673 infeasible 57 - 507.05902 - 629 2755s 10716 7680 522.81872 21 188 - 507.22771 - 629 2761s 10719 7683 535.12717 23 186 - 507.22771 - 630 2765s 10726 7690 555.58299 25 165 - 507.22771 - 630 2770s 10733 7697 554.64528 28 158 - 507.22771 - 630 2775s 10741 7701 574.25336 29 148 - 507.22771 - 631 2781s 10748 7708 578.54280 35 157 - 507.22771 - 631 2785s 10763 7721 591.99760 42 138 - 507.22771 - 631 2790s 10773 7731 603.54124 45 129 - 507.22771 - 631 2795s 10794 7746 infeasible 55 - 507.22771 - 630 2800s 10799 7743 513.24567 23 182 - 507.34276 - 631 2806s 10803 7747 539.20677 26 189 - 507.34276 - 631 2810s 10807 7751 570.94942 28 165 - 507.34276 - 632 2816s 10811 7755 557.07710 28 162 - 507.34276 - 632 2820s 10817 7759 infeasible 31 - 507.34276 - 632 2825s 10820 7758 infeasible 32 - 507.34276 - 633 2830s 10825 7761 infeasible 32 - 507.34276 - 633 2836s 10830 7764 infeasible 34 - 507.34276 - 634 2843s 10832 7764 infeasible 34 - 507.34276 - 634 2845s 10839 7771 602.35740 36 149 - 507.34276 - 635 2850s 10849 7781 612.19414 43 145 - 507.34276 - 635 2855s 10860 7788 621.58583 46 135 - 507.34276 - 635 2860s 10875 7801 649.84519 53 142 - 507.34276 - 635 2865s 10887 7809 infeasible 56 - 507.34276 - 635 2870s 10896 7804 infeasible 24 - 507.37367 - 635 2877s 10901 7809 522.73308 25 169 - 507.44814 - 635 2881s 10904 7812 541.83306 26 166 - 507.44814 - 636 2886s 10913 7821 555.56650 30 155 - 507.44814 - 636 2890s 10923 7829 infeasible 35 - 507.44814 - 636 2895s 10931 7833 585.66106 37 150 - 507.44814 - 636 2900s 10943 7845 583.99976 44 150 - 507.44814 - 636 2905s 10956 7858 594.94571 49 136 - 507.44814 - 636 2910s 10966 7868 616.45136 53 140 - 507.44814 - 636 2915s 10987 7885 617.01195 64 132 - 507.44814 - 636 2920s 11016 7901 521.21320 26 176 - 507.55131 - 635 2926s 11018 7903 533.72701 27 170 - 507.55131 - 635 2930s 11025 7910 551.23013 31 154 - 507.55131 - 636 2935s 11034 7917 559.03869 33 156 - 507.55131 - 636 2940s 11040 7917 567.68396 34 154 - 507.55131 - 636 2945s 11049 7924 581.58347 37 155 - 507.55131 - 636 2950s 11061 7936 584.82961 48 143 - 507.55131 - 636 2955s 11076 7947 597.08708 55 128 - 507.55131 - 636 2960s 11089 7956 605.44776 61 144 - 507.55131 - 636 2965s 11110 7977 615.74606 78 131 - 507.55131 - 636 2970s 11122 7989 632.82152 79 139 - 507.55131 - 636 2975s 11141 8004 640.27117 88 123 - 507.55131 - 635 2980s 11165 8016 infeasible 99 - 507.55131 - 635 2985s 11188 8033 infeasible 108 - 507.55131 - 634 2990s 11208 8037 522.22709 25 186 - 507.55557 - 634 2996s 11211 8040 534.67398 27 175 - 507.55557 - 634 3000s 11220 8049 553.49427 33 174 - 507.55557 - 634 3005s 11226 8055 562.43888 36 168 - 507.55557 - 635 3010s 11233 8056 575.97190 37 177 - 507.55557 - 635 3016s 11236 8057 580.39398 37 165 - 507.55557 - 636 3020s 11241 8060 infeasible 40 - 507.55557 - 636 3025s 11243 8060 596.45527 40 156 - 507.55557 - 637 3030s 11249 8066 596.44487 43 146 - 507.55557 - 637 3035s 11255 8072 598.67905 43 163 - 507.55557 - 637 3040s 11264 8079 609.24798 50 156 - 507.55557 - 637 3045s 11273 8084 613.67199 51 150 - 507.55557 - 638 3050s 11289 8092 623.22247 57 126 - 507.55557 - 638 3055s 11326 8127 639.15763 85 124 - 507.55557 - 636 3060s 11355 8152 648.27685 100 100 - 507.55557 - 636 3065s 11398 8189 infeasible 129 - 507.55557 - 634 3070s 11408 8189 523.32895 19 181 - 507.59954 - 635 3075s 11420 8199 infeasible 25 - 507.59954 - 635 3080s 11432 8209 574.73662 29 144 - 507.59954 - 636 3085s 11448 8223 578.37167 42 116 - 507.59954 - 636 3090s 11477 8252 591.40097 59 112 - 507.59954 - 635 3095s 11523 8298 601.61244 95 87 - 507.59954 - 634 3100s 11586 8351 643.46338 129 73 - 507.59954 - 631 3105s 11634 8387 510.58228 16 177 - 507.61673 - 630 3110s 11647 8400 558.38810 26 168 - 507.61673 - 630 3115s 11655 8406 559.32325 27 171 - 507.61673 - 631 3120s 11662 8409 infeasible 29 - 507.61673 - 632 3125s 11670 8415 585.48083 31 164 - 507.61673 - 632 3130s 11688 8431 597.46862 44 127 - 507.61673 - 633 3135s 11724 8466 614.13033 64 120 - 507.61673 - 632 3140s 11795 8531 633.75539 112 104 - 507.61673 - 629 3145s 11846 8551 524.14596 19 184 - 507.62973 - 627 3150s 11857 8562 558.61231 26 162 - 507.62973 - 627 3155s 11868 8569 578.77759 28 165 - 507.62973 - 628 3160s 11894 8581 510.29080 22 168 - 507.63238 - 628 3165s 11906 8593 550.07962 31 150 - 507.63238 - 628 3170s 11921 8604 577.87850 37 162 - 507.63238 - 629 3175s 11951 8632 604.41037 57 132 - 507.63238 - 628 3180s 11993 8658 510.60371 22 175 - 507.63415 - 627 3185s 12005 8670 557.36386 31 162 - 507.63415 - 628 3190s 12019 8678 infeasible 37 - 507.63415 - 628 3195s 12048 8691 infeasible 49 - 507.63415 - 628 3200s 12057 8696 542.41129 19 159 - 507.64339 - 628 3205s 12068 8707 556.78258 26 150 - 507.64339 - 629 3210s 12086 8721 581.13158 31 145 - 507.64339 - 629 3215s 12110 8741 606.21617 44 124 - 507.64339 - 629 3220s 12152 8773 infeasible 78 - 507.64339 - 628 3225s 12161 8777 542.59564 25 164 - 507.71485 - 628 3230s 12180 8792 557.14055 32 157 - 507.71485 - 628 3235s 12193 8801 583.53728 36 138 - 507.71485 - 629 3240s 12218 8820 622.75282 51 131 - 507.71485 - 629 3245s 12234 8828 534.99855 27 189 - 507.72405 - 629 3250s 12243 8837 569.54401 32 174 - 507.72405 - 630 3255s 12256 8846 574.43115 35 168 - 507.72405 - 630 3260s 12270 8854 631.48087 40 156 - 507.72405 - 630 3265s 12290 8866 540.30854 25 191 - 508.03649 - 630 3270s 12299 8867 infeasible 27 - 508.03649 - 631 3275s 12308 8870 577.29172 27 173 - 508.03649 - 632 3280s 12325 8885 576.22649 31 155 - 508.03649 - 632 3285s 12338 8896 592.97879 36 153 - 508.03649 - 633 3291s 12343 8899 593.56878 36 166 - 508.03649 - 634 3295s 12373 8927 infeasible 46 - 508.03649 - 633 3300s 12403 8955 598.49430 50 90 - 508.03649 - 633 3305s 12449 8999 604.77405 70 106 - 508.03649 - 632 3310s 12494 9026 infeasible 84 - 508.03649 - 631 3315s 12530 9050 636.41204 101 87 - 508.03649 - 630 3320s 12591 9087 infeasible 131 - 508.03649 - 628 3325s 12606 9098 554.17018 31 179 - 508.04953 - 629 3331s 12610 9100 infeasible 30 - 508.04953 - 629 3335s 12621 9111 570.96233 35 167 - 508.04953 - 630 3340s 12633 9117 584.66729 38 173 - 508.04953 - 630 3345s 12647 9131 591.95824 45 158 - 508.04953 - 630 3350s 12664 9144 infeasible 53 - 508.04953 - 631 3355s 12682 9156 625.94282 59 124 - 508.04953 - 631 3360s 12720 9192 640.51087 79 123 - 508.04953 - 630 3365s 12784 9250 662.54566 131 97 - 508.04953 - 628 3370s 12806 9262 537.45284 29 171 - 508.05541 - 628 3375s 12820 9276 554.91463 35 156 - 508.05541 - 628 3380s 12832 9284 575.60755 38 161 - 508.05541 - 629 3385s 12852 9298 589.43556 51 129 - 508.05541 - 629 3390s 12883 9317 610.45025 65 138 - 508.05541 - 628 3395s 12916 9350 632.00577 88 137 - 508.05541 - 628 3400s 12931 9353 541.86779 26 172 - 508.06426 - 628 3405s 12945 9367 556.15259 35 163 - 508.06426 - 628 3410s 12961 9377 579.30564 43 150 - 508.06426 - 629 3415s 12977 9393 600.21875 52 148 - 508.06426 - 629 3420s 13000 9408 infeasible 58 - 508.06426 - 629 3425s 13038 9434 infeasible 79 - 508.06426 - 628 3430s 13050 9436 545.37344 25 183 - 508.12175 - 629 3436s 13063 9441 526.34036 22 182 - 508.12700 - 629 3440s 13075 9453 552.24573 28 177 - 508.12700 - 629 3445s 13093 9455 509.64508 19 184 - 508.13924 - 629 3450s 13099 9461 542.67585 23 169 - 508.13924 - 630 3455s 13106 9466 infeasible 26 - 508.13924 - 631 3460s 13115 9475 576.65480 31 155 - 508.13924 - 631 3465s 13135 9495 595.53337 41 150 - 508.13924 - 631 3470s 13154 9512 608.21703 54 139 - 508.13924 - 631 3475s 13182 9534 622.82971 66 125 - 508.13924 - 631 3480s 13213 9565 642.61378 81 110 - 508.13924 - 631 3485s 13249 9593 671.51402 98 113 - 508.13924 - 630 3490s 13308 9642 526.23446 21 199 - 508.18694 - 629 3496s 13318 9652 550.95768 26 151 - 508.18694 - 629 3500s 13329 9661 562.20056 31 158 - 508.18694 - 629 3505s 13338 9664 577.72359 32 157 - 508.18694 - 630 3510s 13354 9680 589.90812 42 130 - 508.18694 - 630 3515s 13377 9701 615.12674 58 119 - 508.18694 - 630 3520s 13412 9728 523.91796 25 178 - 508.25303 - 630 3525s 13421 9737 559.03918 31 168 - 508.25303 - 630 3530s 13432 9740 579.56122 32 156 - 508.25303 - 631 3535s 13454 9760 602.01205 46 132 - 508.25303 - 631 3540s 13500 9796 527.36403 26 176 - 508.28326 - 630 3545s 13507 9803 559.40659 29 151 - 508.28326 - 630 3550s 13523 9815 infeasible 39 - 508.28326 - 631 3555s 13533 9823 578.36739 41 145 - 508.28326 - 631 3560s 13577 9865 604.33435 65 116 - 508.28326 - 630 3565s 13622 9904 621.74027 90 125 - 508.28326 - 629 3570s 13669 9943 637.59690 105 101 - 508.28326 - 628 3575s 13713 9971 525.77356 23 191 - 508.28326 - 627 3580s 13722 9980 557.35688 28 164 - 508.28326 - 627 3585s 13736 9988 587.76874 34 131 - 508.28326 - 628 3590s 13749 10001 583.24052 41 140 - 508.28326 - 628 3595s Cutting planes: Gomory: 23 Cover: 92 Implied bound: 27 Flow cover: 191 GUB cover: 10 Zero half: 1 Explored 13774 nodes (8677417 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.090000000000e+02, gap -