Gurobi 5.0.1 (linux64) logging started Thu Dec 20 18:29:07 2012 Optimize a model with 13202 rows, 12960 columns and 57760 nonzeros Presolve removed 557 rows and 160 columns Presolve time: 0.11s Presolved: 12645 rows, 12800 columns, 56796 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 4.400219e+02, 16480 iterations, 2.80 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 440.02187 0 166 - 440.02187 - - 3s 0 0 514.02954 0 167 - 514.02954 - - 5s 0 0 530.71484 0 166 - 530.71484 - - 6s 0 0 556.69378 0 186 - 556.69378 - - 7s 0 0 591.14342 0 185 - 591.14342 - - 7s 0 0 595.33082 0 173 - 595.33082 - - 8s 0 0 607.00527 0 164 - 607.00527 - - 9s 0 0 608.12430 0 162 - 608.12430 - - 9s 0 0 608.80559 0 165 - 608.80559 - - 9s 0 0 609.33248 0 153 - 609.33248 - - 10s 0 0 610.95653 0 175 - 610.95653 - - 10s 0 0 611.05311 0 182 - 611.05311 - - 10s 0 0 611.23234 0 182 - 611.23234 - - 10s 0 0 611.23880 0 181 - 611.23880 - - 19s 0 0 611.23976 0 181 - 611.23976 - - 19s 0 0 611.24224 0 178 - 611.24224 - - 19s 0 0 611.24224 0 178 - 611.24224 - - 19s 0 2 611.24224 0 178 - 611.24224 - - 23s 3 5 613.00710 2 175 - 613.00710 - 541 25s 26 26 624.91163 22 166 - 613.00710 - 387 30s 48 42 infeasible 37 - 613.00710 - 403 35s 70 45 613.97473 4 172 - 613.00710 - 434 40s 97 70 infeasible 28 - 613.00710 - 452 45s 110 74 619.92328 32 149 - 613.00710 - 518 50s 129 88 639.71862 44 147 - 613.00710 - 549 55s 144 96 615.23128 10 171 - 613.14303 - 593 60s 175 120 infeasible 35 - 613.14303 - 585 65s 192 135 infeasible 8 - 613.59220 - 582 70s 229 168 642.03870 32 161 - 613.59220 - 545 75s 290 227 651.93780 87 95 - 613.59220 - 461 80s 336 242 615.93249 4 169 - 613.79308 - 442 85s 376 280 630.22345 31 161 - 613.79308 - 425 90s 416 316 653.65871 56 121 - 613.79308 - 419 95s 450 337 625.33770 17 151 - 613.79518 - 422 100s 493 373 infeasible 44 - 613.79518 - 421 105s 526 390 617.02593 13 177 - 614.09169 - 418 110s 560 422 630.98302 31 165 - 614.09169 - 420 115s 587 444 infeasible 47 - 614.09169 - 424 120s 603 456 651.59303 88 165 - 614.09169 - 419 127s 604 457 648.30045 34 168 - 614.09169 - 418 130s 607 459 627.21237 19 169 - 614.09169 - 416 135s 611 462 643.47353 31 189 - 614.63639 - 413 140s 615 464 640.56029 45 192 - 616.37159 - 411 145s 623 470 626.58921 17 194 - 616.46962 - 405 150s 628 473 627.21237 19 200 - 616.56047 - 402 161s 631 475 619.14303 20 197 - 616.63239 - 400 172s 632 477 618.78452 13 192 - 616.63537 - 454 180s 633 476 617.69614 13 178 - 617.69614 - 454 189s 634 477 618.62689 14 176 - 618.62689 - 453 198s 639 478 621.02376 17 164 - 618.78530 - 453 200s 651 486 644.31115 23 134 - 618.78530 - 457 206s 664 495 659.17158 29 143 - 618.78530 - 458 210s 682 502 infeasible 38 - 618.78530 - 461 215s 707 512 648.01895 51 135 - 618.78530 - 459 220s 723 514 674.18051 59 119 - 618.78530 - 464 225s 757 515 636.18409 22 142 - 620.59461 - 459 230s 771 524 633.69297 29 136 - 620.59461 - 463 235s 788 532 642.61015 38 122 - 620.59461 - 467 240s 813 540 696.12761 50 99 - 620.59461 - 470 245s 854 540 648.99075 71 101 - 620.59461 - 464 250s 872 540 infeasible 24 - 620.65267 - 474 255s 891 552 639.15831 34 146 - 620.65267 - 476 260s 908 562 658.70896 42 136 - 620.65267 - 480 265s 932 570 infeasible 54 - 620.65267 - 481 270s 948 563 infeasible 62 - 620.65267 - 490 275s 975 563 infeasible 25 - 620.86902 - 489 280s 999 579 646.75988 35 142 - 620.86902 - 488 285s 1018 590 663.39777 44 139 - 620.86902 - 489 290s 1035 593 infeasible 53 - 620.86902 - 499 295s 1050 601 720.06766 57 139 - 620.86902 - 502 300s 1073 607 infeasible 75 - 620.86902 - 505 305s 1095 619 632.07447 28 158 - 620.87271 - 506 310s 1115 633 639.50473 36 157 - 620.87271 - 508 315s 1142 651 656.09583 55 135 - 620.87271 - 506 320s 1160 663 679.30206 62 111 - 620.87271 - 508 325s 1184 667 632.07010 19 182 - 621.02756 - 507 330s 1214 687 640.23825 46 120 - 621.02756 - 504 335s 1246 704 667.75376 64 119 - 621.02756 - 502 340s 1259 710 infeasible 71 - 621.02756 - 506 345s 1283 712 632.13159 21 163 - 621.08864 - 506 350s 1299 722 628.53718 30 153 - 621.08864 - 508 355s 1322 738 635.53554 40 144 - 621.08864 - 508 360s 1345 753 647.29459 42 120 - 621.08864 - 509 365s 1369 767 infeasible 48 - 621.08864 - 510 370s 1400 782 673.89062 58 119 - 621.08864 - 509 375s 1424 794 infeasible 70 - 621.08864 - 511 380s 1523 858 701.64922 171 83 - 621.08864 - 481 385s 1570 872 639.34743 25 125 - 621.16240 - 476 390s 1602 891 661.08204 48 134 - 621.16240 - 475 395s 1635 892 628.31433 25 136 - 621.16384 - 475 400s 1668 911 651.41649 41 140 - 621.16384 - 475 405s 1689 921 660.32398 48 137 - 621.16384 - 477 410s 1719 932 infeasible 62 - 621.16384 - 476 415s 1738 930 625.71578 22 154 - 621.60157 - 479 420s 1759 942 643.61598 31 154 - 621.60157 - 481 425s 1793 963 658.48685 58 130 - 621.60157 - 478 430s 1827 981 665.25561 81 108 - 621.60157 - 476 435s 1853 987 626.72638 26 164 - 621.78654 - 476 440s 1878 1000 672.15231 42 137 - 621.78654 - 477 445s 1913 1020 infeasible 66 - 621.78654 - 475 450s 1956 1030 629.71206 26 128 - 622.11861 - 470 455s 1992 1054 658.64151 46 129 - 622.11861 - 470 460s 2027 1066 infeasible 67 - 622.11861 - 468 465s 2060 1085 650.95147 41 141 - 622.24866 - 467 470s 2112 1137 666.00670 86 99 - 622.24866 - 461 475s 2140 1152 698.34187 29 144 - 622.60241 - 464 481s 2158 1170 658.30487 42 136 - 622.60241 - 464 485s 2194 1200 712.65035 66 113 - 622.60241 - 464 490s 2218 1210 736.05633 79 98 - 622.60241 - 464 495s 2250 1231 646.47633 32 135 - 622.65328 - 464 500s 2305 1284 678.84716 77 106 - 622.65328 - 458 505s 2374 1331 628.68123 22 154 - 622.72283 - 450 510s 2400 1355 649.25171 37 132 - 622.72283 - 452 515s 2446 1401 668.15548 77 92 - 622.72283 - 448 520s 2498 1425 631.28881 25 154 - 622.72975 - 444 525s 2531 1456 671.19769 48 137 - 622.72975 - 445 530s 2556 1467 infeasible 59 - 622.72975 - 447 535s 2585 1494 651.44045 40 153 - 622.76113 - 448 540s 2607 1516 665.87386 50 142 - 622.76113 - 449 545s 2646 1551 700.05271 75 127 - 622.76113 - 448 550s 2678 1573 infeasible 95 - 622.76113 - 447 555s 2721 1591 636.07809 29 151 - 622.77763 - 444 560s 2747 1617 651.70745 50 126 - 622.77763 - 446 565s 2816 1676 636.47950 28 159 - 622.80637 - 439 570s 2857 1717 682.31006 58 122 - 622.80637 - 439 575s 2925 1775 649.20670 32 153 - 622.92072 - 433 580s 2945 1793 674.18056 44 149 - 622.92072 - 435 585s 2956 1798 674.54185 51 141 - 622.92072 - 439 590s 2974 1808 630.32476 23 161 - 622.92081 - 440 595s 3008 1834 669.78561 43 126 - 622.92081 - 440 600s 3036 1848 644.24438 27 152 - 623.09291 - 441 605s 3059 1869 655.38692 34 148 - 623.09291 - 443 610s 3086 1892 infeasible 53 - 623.09291 - 443 615s 3116 1914 647.05247 41 149 - 623.13115 - 443 620s 3171 1967 671.25603 81 122 - 623.13115 - 441 625s 3206 1996 691.39795 106 107 - 623.13115 - 440 630s 3281 2061 631.63092 28 156 - 623.21712 - 433 635s 3309 2087 673.05468 42 130 - 623.21712 - 435 640s 3355 2127 708.65121 77 84 - 623.21712 - 433 645s 3394 2152 640.47618 30 150 - 623.41486 - 433 650s 3423 2177 infeasible 45 - 623.41486 - 435 655s 3441 2187 650.91121 32 148 - 623.48803 - 437 660s 3463 2209 681.70823 44 129 - 623.48803 - 438 665s 3507 2240 infeasible 22 - 623.58186 - 438 671s 3526 2257 642.98865 29 136 - 623.60479 - 439 675s 3551 2276 664.26492 41 132 - 623.60479 - 441 680s 3581 2288 infeasible 54 - 623.60479 - 442 685s 3619 2306 640.92642 36 135 - 623.61763 - 442 690s 3675 2352 635.66528 22 164 - 623.62585 - 440 695s 3694 2371 654.55730 34 155 - 623.62585 - 441 700s 3715 2392 657.57054 46 161 - 623.62585 - 441 705s 3747 2422 709.68398 60 152 - 623.62585 - 441 710s 3764 2433 infeasible 68 - 623.62585 - 443 715s 3781 2441 645.07519 33 142 - 623.69768 - 444 720s 3821 2476 660.28445 58 109 - 623.69768 - 442 725s 3839 2484 626.31288 21 167 - 623.76274 - 445 730s 3861 2506 653.80319 36 126 - 623.76274 - 446 735s 3878 2521 659.71836 45 124 - 623.76274 - 447 740s 3902 2543 686.74803 62 138 - 623.76274 - 448 745s 3915 2546 704.62461 67 108 - 623.76274 - 451 750s 3962 2585 646.55199 58 119 - 624.24607 - 448 755s 4007 2626 infeasible 87 - 624.24607 - 445 760s 4048 2647 641.99752 31 134 - 624.48479 - 444 765s 4077 2676 671.77383 54 126 - 624.48479 - 444 770s 4119 2703 infeasible 81 - 624.48479 - 443 775s 4144 2716 671.78134 31 133 - 624.54490 - 444 780s 4174 2744 686.10066 55 93 - 624.54490 - 444 785s 4252 2814 650.20471 60 108 - 624.61446 - 439 790s 4284 2835 655.19012 36 133 - 624.73953 - 439 795s 4338 2887 659.70428 84 99 - 624.73953 - 436 800s 4377 2912 642.45267 34 134 - 624.77109 - 436 805s 4406 2931 infeasible 51 - 624.77109 - 437 810s 4427 2950 650.85657 37 154 - 624.81321 - 438 815s 4466 2987 669.78761 68 105 - 624.81321 - 437 820s 4537 3036 643.99662 31 144 - 624.83055 - 433 825s 4572 3071 679.30658 55 133 - 624.83055 - 434 830s 4605 3094 700.25700 75 102 - 624.83055 - 434 835s 4643 3109 640.59009 23 157 - 624.83158 - 433 840s 4680 3146 672.20972 55 136 - 624.83158 - 432 845s 4707 3163 640.04884 24 156 - 624.87523 - 433 850s 4729 3183 681.15850 38 144 - 624.87523 - 434 855s 4765 3219 664.74227 66 87 - 624.87523 - 434 860s 4800 3242 719.11789 81 97 - 624.87523 - 434 865s 4844 3270 653.85822 36 146 - 624.93545 - 434 870s 4866 3288 infeasible 49 - 624.93545 - 436 876s 4876 3294 692.34777 52 126 - 624.93545 - 437 880s 4913 3309 626.48675 24 152 - 624.97369 - 437 885s 4939 3333 650.98074 40 153 - 624.97369 - 438 890s 4960 3354 674.46679 54 145 - 624.97369 - 439 895s 4976 3356 infeasible 19 - 625.02365 - 441 900s 4994 3372 657.41086 31 144 - 625.06198 - 441 905s 5019 3391 719.63292 47 153 - 625.06198 - 442 910s 5055 3403 644.68567 25 147 - 625.07333 - 442 915s 5080 3428 661.82350 40 147 - 625.07333 - 442 920s 5119 3451 684.68948 66 143 - 625.07333 - 442 925s 5139 3461 641.58028 26 154 - 625.29520 - 443 930s 5167 3485 682.56330 42 139 - 625.29520 - 443 935s 5190 3496 infeasible 53 - 625.29520 - 444 940s 5200 3492 infeasible 20 - 625.36149 - 447 945s 5223 3511 658.65569 37 153 - 625.38778 - 447 950s 5244 3528 673.57157 47 153 - 625.38778 - 448 955s 5289 3555 693.58812 72 130 - 625.38778 - 447 960s 5307 3563 640.97646 26 147 - 625.39800 - 449 965s 5331 3583 672.17298 42 152 - 625.39800 - 449 970s 5352 3604 691.63731 49 148 - 625.39800 - 450 975s 5385 3629 724.63739 70 109 - 625.39800 - 450 980s 5430 3658 654.30188 32 129 - 625.44441 - 449 985s 5446 3672 687.35680 39 134 - 625.44441 - 450 990s 5475 3698 691.30231 63 142 - 625.44441 - 450 995s 5534 3755 721.04158 111 89 - 625.44441 - 447 1000s 5593 3797 731.48599 154 64 - 625.44441 - 444 1005s 5620 3814 670.94505 34 149 - 625.45269 - 446 1010s 5633 3827 658.09682 40 128 - 625.45269 - 447 1015s 5659 3839 690.81543 48 124 - 625.45269 - 447 1020s 5685 3857 659.05225 40 130 - 625.49811 - 448 1025s 5709 3881 694.32221 50 134 - 625.49811 - 449 1030s 5730 3898 708.48266 56 121 - 625.49811 - 450 1035s 5741 3905 infeasible 59 - 625.49811 - 452 1040s 5770 3917 644.99789 32 162 - 625.53937 - 452 1045s 5784 3931 655.29804 37 160 - 625.53937 - 453 1050s 5827 3972 687.10939 59 122 - 625.53937 - 453 1055s 5877 4010 646.29758 38 159 - 625.54362 - 451 1060s 5896 4029 659.13186 47 148 - 625.54362 - 452 1065s 5928 4055 675.87151 66 130 - 625.54362 - 452 1070s 5954 4077 690.89209 74 123 - 625.54362 - 452 1075s 5975 4085 635.05311 21 144 - 625.56071 - 452 1082s 5982 4092 642.67199 28 148 - 625.56071 - 452 1085s 6009 4115 666.84229 42 125 - 625.56071 - 453 1090s 6068 4162 infeasible 84 - 625.56071 - 451 1095s 6144 4233 713.53945 143 65 - 625.56071 - 447 1100s 6194 4258 657.26364 29 139 - 625.63165 - 446 1105s 6251 4309 677.22856 74 105 - 625.63165 - 444 1110s 6286 4326 647.92171 32 133 - 625.65308 - 444 1115s 6322 4362 678.59889 57 115 - 625.65308 - 444 1120s 6380 4409 infeasible 101 - 625.65308 - 442 1125s 6413 4417 667.59461 32 152 - 625.65381 - 442 1130s 6431 4435 682.36862 39 159 - 625.65381 - 443 1135s 6472 4474 705.96100 65 135 - 625.65381 - 442 1140s 6518 4502 734.14968 96 113 - 625.65381 - 441 1145s 6559 4524 infeasible 35 - 625.75123 - 441 1150s 6580 4537 684.70952 48 136 - 625.75123 - 441 1155s 6602 4555 688.79058 62 153 - 625.75123 - 442 1160s 6622 4569 712.67630 69 116 - 625.75123 - 443 1165s 6647 4586 715.69546 82 103 - 625.75123 - 444 1170s 6676 4603 infeasible 104 - 625.75123 - 444 1175s 6695 4619 656.45106 32 137 - 626.25189 - 445 1180s 6742 4666 681.75678 64 108 - 626.25189 - 444 1185s 6794 4708 644.43835 29 162 - 626.27274 - 443 1190s 6813 4726 660.13167 41 138 - 626.27274 - 443 1195s 6848 4753 668.15988 64 133 - 626.27274 - 443 1200s 6872 4761 687.06583 75 153 - 626.27274 - 444 1205s 6888 4761 infeasible 82 - 626.27274 - 445 1210s 6906 4779 651.36837 30 133 - 626.31417 - 446 1215s 6928 4799 671.76746 43 136 - 626.31417 - 446 1220s 6970 4825 645.99494 29 142 - 626.34417 - 446 1225s 6992 4842 662.02432 39 148 - 626.34417 - 446 1230s 7005 4852 675.28565 45 139 - 626.34417 - 447 1235s 7046 4875 infeasible 73 - 626.34417 - 446 1240s 7079 4879 infeasible 85 - 626.34417 - 447 1245s 7102 4902 654.63269 36 123 - 626.34437 - 447 1250s 7133 4925 680.27498 60 114 - 626.34437 - 447 1255s 7159 4942 704.94909 78 64 - 626.34437 - 448 1260s 7181 4957 650.12223 34 137 - 626.55978 - 448 1265s 7207 4979 676.31878 53 116 - 626.55978 - 449 1270s 7241 5005 635.32247 22 162 - 626.81267 - 449 1275s 7264 5018 677.68294 36 148 - 626.81267 - 449 1280s 7299 5045 infeasible 59 - 626.81267 - 449 1285s 7343 5069 643.64691 30 161 - 626.89459 - 448 1290s 7368 5094 659.70888 41 141 - 626.89459 - 448 1295s 7390 5114 669.61799 56 132 - 626.89459 - 449 1300s 7437 5153 692.96750 88 93 - 626.89459 - 448 1305s 7475 5181 698.22514 106 95 - 626.89459 - 448 1310s 7510 5202 648.82517 30 154 - 626.95080 - 448 1315s 7528 5218 665.07426 40 145 - 626.95080 - 448 1320s 7564 5254 678.30025 67 125 - 626.95080 - 448 1325s 7602 5276 648.29876 29 151 - 627.08055 - 448 1330s 7627 5301 667.26302 47 143 - 627.08055 - 448 1335s 7661 5317 634.36176 23 148 - 627.13168 - 448 1340s 7691 5345 676.07879 38 147 - 627.13168 - 449 1345s 7731 5381 686.16560 62 131 - 627.13168 - 448 1350s 7766 5394 675.02186 28 160 - 627.16930 - 448 1355s 7783 5407 668.03285 34 149 - 627.16930 - 449 1360s 7811 5431 674.72536 50 125 - 627.16930 - 449 1365s 7867 5469 668.23220 31 155 - 627.60208 - 448 1370s 7873 5469 infeasible 33 - 627.60208 - 450 1375s 7877 5467 632.31290 22 148 - 627.62791 - 452 1380s 7896 5486 648.98806 35 171 - 627.62791 - 452 1385s 7923 5511 684.71649 48 116 - 627.62791 - 453 1390s 7963 5545 703.45705 81 88 - 627.62791 - 452 1395s 8012 5588 infeasible 121 - 627.62791 - 451 1400s 8046 5610 736.79507 137 41 - 627.62791 - 451 1405s 8079 5621 651.94036 30 137 - 627.68902 - 451 1410s 8114 5648 infeasible 59 - 627.68902 - 451 1415s 8131 5661 718.40139 72 124 - 627.68902 - 452 1421s 8147 5665 643.64761 28 150 - 627.74200 - 453 1425s 8168 5682 710.35738 46 133 - 627.74200 - 453 1430s 8210 5711 728.67684 69 118 - 627.74200 - 452 1435s 8271 5751 636.75352 23 149 - 627.75807 - 451 1440s 8288 5768 653.23662 34 141 - 627.75807 - 451 1445s 8306 5782 660.60945 40 159 - 627.75807 - 452 1450s 8336 5811 684.55396 59 151 - 627.75807 - 452 1455s 8376 5836 644.22847 27 169 - 627.81351 - 451 1460s 8390 5847 667.94794 35 152 - 627.81351 - 452 1465s 8427 5882 696.40073 57 138 - 627.81351 - 452 1470s 8485 5916 657.66082 32 137 - 627.86553 - 451 1475s 8518 5931 631.59382 24 136 - 627.89431 - 451 1480s 8541 5954 663.76593 37 137 - 627.89431 - 451 1485s 8564 5973 infeasible 50 - 627.89431 - 452 1490s 8589 5986 677.28411 36 142 - 627.91885 - 453 1495s 8616 6003 684.00831 49 136 - 627.91885 - 453 1500s 8638 6011 643.15874 25 170 - 627.92366 - 454 1505s 8652 6023 671.11771 31 149 - 627.92366 - 455 1510s 8675 6044 717.20883 46 142 - 627.92366 - 455 1515s 8706 6055 657.46162 27 159 - 627.92366 - 455 1520s 8724 6071 674.93207 38 149 - 627.92366 - 456 1525s 8765 6112 683.86935 74 108 - 627.92366 - 455 1530s 8798 6129 679.27570 29 152 - 627.95802 - 455 1535s 8814 6141 688.00920 34 138 - 627.95802 - 456 1540s 8870 6193 711.93295 76 97 - 627.95802 - 454 1545s 8938 6260 716.33254 141 88 - 627.95802 - 452 1550s 8999 6304 634.89113 25 154 - 628.04202 - 449 1555s 9014 6319 652.07883 30 155 - 628.04202 - 450 1560s 9028 6331 672.79831 33 161 - 628.04202 - 451 1565s 9042 6345 682.52864 39 145 - 628.04202 - 452 1570s 9059 6352 infeasible 49 - 628.04202 - 453 1575s 9081 6362 644.75930 32 160 - 628.17147 - 453 1580s 9098 6375 658.12838 38 142 - 628.17147 - 454 1585s 9114 6391 670.12458 44 149 - 628.17147 - 455 1590s 9136 6399 654.71662 35 149 - 628.17479 - 456 1595s 9154 6415 679.91739 39 149 - 628.17479 - 457 1600s 9183 6426 686.70315 54 143 - 628.17479 - 457 1605s 9224 6437 infeasible 70 - 628.17479 - 457 1610s 9252 6461 667.20909 41 108 - 628.20816 - 457 1615s 9308 6516 674.08863 91 59 - 628.20816 - 456 1620s 9335 6533 656.29410 38 131 - 628.31537 - 456 1625s 9375 6549 649.90064 32 163 - 628.32100 - 456 1630s 9393 6565 662.23448 41 149 - 628.32100 - 456 1635s 9426 6594 679.81377 66 132 - 628.32100 - 456 1640s 9447 6605 664.15330 30 162 - 628.37935 - 457 1645s 9469 6627 669.40508 46 145 - 628.37935 - 457 1650s 9495 6649 688.40706 65 143 - 628.37935 - 457 1655s 9553 6699 725.46434 113 110 - 628.37935 - 456 1660s 9580 6704 infeasible 23 - 628.45046 - 456 1665s 9604 6726 661.49411 38 152 - 628.45046 - 457 1670s 9665 6767 632.05360 24 153 - 628.47282 - 456 1675s 9691 6793 653.37224 36 140 - 628.47282 - 456 1680s 9724 6824 673.09246 61 113 - 628.47282 - 457 1685s 9777 6869 693.54283 107 99 - 628.47282 - 455 1690s 9807 6887 663.65831 32 144 - 628.47884 - 456 1695s 9828 6906 676.71555 38 140 - 628.47884 - 456 1700s 9866 6938 691.86182 63 121 - 628.47884 - 456 1705s 9903 6963 729.75920 85 94 - 628.47884 - 456 1710s 9948 6976 infeasible 42 - 628.53237 - 456 1716s 9972 6998 infeasible 62 - 628.53237 - 456 1720s 9999 7013 660.86242 42 121 - 628.54099 - 456 1725s 10072 7078 infeasible 105 - 628.54099 - 455 1730s 10104 7104 661.61709 50 142 - 628.54276 - 455 1735s 10126 7116 652.44375 35 140 - 628.54704 - 456 1740s 10152 7126 infeasible 48 - 628.54704 - 457 1745s 10172 7137 663.07994 37 133 - 628.65671 - 457 1750s 10193 7156 672.17554 48 129 - 628.65671 - 458 1755s 10210 7173 694.15027 61 118 - 628.65671 - 458 1760s 10228 7187 infeasible 76 - 628.65671 - 458 1765s 10249 7196 660.85886 25 165 - 628.69960 - 459 1770s 10272 7207 698.34532 36 161 - 628.69960 - 460 1775s 10336 7252 732.72781 84 109 - 628.69960 - 458 1780s 10356 7266 660.43342 32 163 - 628.70040 - 459 1785s 10379 7283 685.91644 39 149 - 628.70040 - 459 1790s 10410 7300 727.43218 52 130 - 628.70040 - 459 1795s 10442 7314 652.06110 27 161 - 628.74884 - 460 1800s 10463 7331 675.94302 36 130 - 628.74884 - 460 1805s 10481 7341 661.58050 32 144 - 628.75059 - 461 1810s 10500 7352 infeasible 45 - 628.75059 - 462 1815s 10521 7369 682.35507 39 141 - 628.75971 - 462 1820s 10550 7396 680.38860 56 144 - 628.75971 - 462 1825s 10593 7425 711.84542 83 91 - 628.75971 - 462 1830s 10615 7431 661.97539 29 137 - 628.81249 - 462 1835s 10630 7446 673.38233 32 146 - 628.81249 - 463 1840s 10657 7473 686.69130 40 149 - 628.81249 - 463 1845s 10678 7490 702.85931 49 109 - 628.81249 - 463 1850s 10721 7525 724.29194 66 98 - 628.81249 - 463 1855s 10750 7540 734.03345 72 100 - 628.81249 - 463 1860s 10784 7570 744.55217 103 80 - 628.81249 - 463 1865s 10817 7585 662.99916 37 133 - 628.86120 - 463 1870s 10871 7637 680.43424 82 113 - 628.86120 - 462 1875s 10941 7677 642.91314 31 153 - 628.88403 - 461 1880s 10977 7711 695.33806 63 112 - 628.88403 - 460 1885s 11046 7758 640.60409 27 153 - 628.88946 - 459 1890s 11070 7780 662.29393 37 146 - 628.88946 - 459 1895s 11108 7810 689.55817 64 122 - 628.88946 - 459 1900s 11188 7874 infeasible 128 - 628.88946 - 457 1905s 11204 7882 670.10643 38 156 - 628.88974 - 458 1910s 11230 7900 714.93223 50 103 - 628.88974 - 459 1915s 11288 7948 707.00478 99 99 - 628.88974 - 457 1920s 11316 7963 668.44230 36 149 - 628.91586 - 458 1925s 11330 7975 676.57652 46 130 - 628.91586 - 458 1930s 11361 7998 705.44165 64 128 - 628.91586 - 458 1935s 11387 8012 672.80988 38 136 - 628.93740 - 459 1940s 11423 8042 695.32435 58 120 - 628.93740 - 459 1945s 11479 8084 652.10915 37 141 - 628.96809 - 458 1950s 11493 8098 666.42632 44 147 - 628.96809 - 459 1955s 11499 8104 675.24596 45 150 - 628.96809 - 459 1961s 11517 8120 681.90899 57 138 - 628.96809 - 459 1965s 11556 8149 705.83854 88 113 - 628.96809 - 459 1970s 11602 8183 655.50464 37 156 - 629.01035 - 458 1975s 11622 8197 689.13063 43 144 - 629.01035 - 458 1980s 11640 8211 683.06420 52 145 - 629.01035 - 459 1985s 11707 8256 infeasible 101 - 629.01035 - 458 1990s 11737 8274 667.17611 49 128 - 629.04436 - 458 1995s 11801 8318 703.02261 94 82 - 629.04436 - 457 2000s 11850 8343 675.60978 34 146 - 629.12276 - 456 2005s 11871 8360 683.89749 44 125 - 629.12276 - 457 2010s 11908 8397 689.76291 71 107 - 629.12276 - 456 2015s 11935 8404 754.84876 82 104 - 629.12276 - 457 2020s 11959 8412 660.24692 29 158 - 629.18601 - 458 2025s 11996 8445 infeasible 58 - 629.18601 - 457 2030s 12017 8458 673.40015 38 154 - 629.25914 - 458 2035s 12027 8464 682.90914 44 136 - 629.25914 - 458 2040s 12053 8480 infeasible 60 - 629.25914 - 459 2045s 12077 8492 670.89839 35 157 - 629.26522 - 459 2050s 12094 8509 683.98425 40 136 - 629.26522 - 460 2056s 12106 8521 687.50119 44 122 - 629.26522 - 460 2060s 12126 8541 705.37937 58 117 - 629.26522 - 461 2065s 12147 8550 642.57712 34 160 - 629.27941 - 461 2070s 12167 8569 668.21363 43 129 - 629.27941 - 461 2075s 12185 8585 infeasible 50 - 629.27941 - 462 2080s 12197 8591 infeasible 56 - 629.27941 - 463 2085s 12218 8598 716.28168 64 129 - 629.27941 - 463 2090s 12237 8603 655.98051 29 166 - 629.30868 - 464 2095s 12252 8616 688.03588 34 151 - 629.30868 - 464 2100s 12265 8629 690.55392 39 150 - 629.30868 - 465 2105s 12283 8637 infeasible 47 - 629.30868 - 465 2110s 12304 8656 665.94306 35 154 - 629.31390 - 466 2115s 12320 8672 671.31472 44 141 - 629.31390 - 466 2120s 12365 8711 696.58359 77 121 - 629.31390 - 466 2125s 12403 8725 648.50791 25 137 - 629.33801 - 466 2130s 12427 8747 660.79353 38 138 - 629.33801 - 466 2135s 12462 8770 infeasible 61 - 629.33801 - 466 2140s 12483 8773 647.07422 28 167 - 629.34978 - 466 2145s 12494 8780 666.53863 31 159 - 629.34978 - 467 2151s 12501 8787 661.80346 33 160 - 629.34978 - 467 2155s 12509 8795 677.35160 35 158 - 629.34978 - 467 2160s 12520 8802 684.32169 38 155 - 629.34978 - 467 2165s 12529 8811 706.71388 39 149 - 629.34978 - 468 2171s 12538 8820 710.47828 44 156 - 629.34978 - 468 2175s 12550 8822 infeasible 49 - 629.34978 - 468 2180s 12574 8840 660.08582 38 147 - 629.39846 - 468 2185s 12587 8851 685.87621 44 159 - 629.39846 - 469 2190s 12619 8871 infeasible 68 - 629.39846 - 469 2195s 12635 8877 656.18749 31 155 - 629.45110 - 469 2200s 12649 8885 688.97246 34 146 - 629.45110 - 470 2205s 12668 8890 632.88251 34 140 - 629.49174 - 471 2210s 12684 8904 659.27822 40 142 - 629.49174 - 471 2215s 12700 8910 infeasible 47 - 629.49174 - 472 2220s 12724 8920 663.52259 35 131 - 629.49708 - 472 2225s 12746 8938 684.79339 46 119 - 629.49708 - 472 2230s 12779 8971 691.66727 71 114 - 629.49708 - 472 2235s 12827 9015 706.47614 107 104 - 629.49708 - 471 2240s 12868 9032 657.56250 30 128 - 629.53273 - 471 2245s 12885 9043 689.96059 36 107 - 629.53273 - 472 2250s 12922 9064 720.51545 57 123 - 629.53273 - 471 2255s 12946 9076 692.17887 44 149 - 629.54566 - 471 2260s 12965 9093 698.02111 54 131 - 629.54566 - 472 2265s 12990 9116 708.56905 69 127 - 629.54566 - 472 2270s 13036 9152 751.87893 99 98 - 629.54566 - 471 2275s 13060 9153 665.53967 34 150 - 629.54802 - 471 2280s 13101 9187 728.68355 62 99 - 629.54802 - 471 2285s 13131 9200 672.25285 43 143 - 629.56904 - 471 2290s 13147 9200 infeasible 49 - 629.56904 - 472 2295s 13165 9218 664.65972 33 140 - 629.60753 - 472 2300s 13196 9249 673.04555 51 135 - 629.60753 - 472 2305s 13236 9265 660.68331 32 161 - 629.61692 - 472 2310s 13258 9277 681.77474 45 136 - 629.61692 - 472 2315s 13280 9295 698.66710 58 132 - 629.61692 - 472 2320s 13321 9324 635.06785 26 171 - 629.63275 - 472 2325s 13345 9340 681.09991 39 165 - 629.63275 - 472 2330s 13367 9362 719.85617 55 144 - 629.63275 - 472 2335s 13386 9381 719.39603 63 136 - 629.63275 - 473 2340s 13421 9404 673.02311 37 139 - 629.63468 - 473 2345s 13443 9416 686.94600 45 124 - 629.63468 - 473 2350s 13490 9454 infeasible 82 - 629.63468 - 473 2355s 13513 9467 676.13960 48 150 - 629.63534 - 473 2360s 13568 9520 697.54137 96 114 - 629.63534 - 472 2365s 13596 9525 674.29004 38 154 - 629.76000 - 472 2370s 13623 9548 681.50433 55 115 - 629.76000 - 472 2375s 13659 9568 669.00032 40 142 - 629.79853 - 472 2380s 13690 9591 690.55712 56 116 - 629.79853 - 472 2385s 13743 9636 728.53079 91 78 - 629.79853 - 472 2390s 13783 9658 657.76050 34 141 - 629.92537 - 471 2395s 13799 9674 666.17273 38 155 - 629.92537 - 472 2400s 13819 9694 673.70726 46 136 - 629.92537 - 472 2405s 13865 9740 687.50981 80 99 - 629.92537 - 472 2410s 13904 9767 655.58965 38 136 - 629.98824 - 472 2415s 13943 9800 infeasible 62 - 629.98824 - 472 2420s 13980 9823 infeasible 90 - 629.98824 - 472 2425s 14013 9838 658.35941 36 145 - 630.01256 - 472 2430s 14044 9857 infeasible 59 - 630.01256 - 472 2435s 14072 9875 691.15913 41 104 - 630.14143 - 472 2440s 14101 9892 714.78619 56 119 - 630.14143 - 472 2445s 14134 9917 689.28377 40 133 - 630.15208 - 472 2450s 14191 9972 687.01091 87 74 - 630.15208 - 472 2455s 14249 10000 650.21415 32 161 - 630.16156 - 471 2460s 14272 10020 679.71311 46 141 - 630.16156 - 471 2465s 14289 10033 701.78618 55 128 - 630.16156 - 472 2470s 14315 10049 652.82731 32 155 - 630.18565 - 472 2475s 14330 10059 679.41822 40 143 - 630.18565 - 472 2480s 14354 10078 701.65804 51 119 - 630.18565 - 473 2485s 14387 10107 725.18660 72 80 - 630.18565 - 473 2490s 14424 10124 655.49937 30 161 - 630.22813 - 473 2495s 14437 10133 683.91336 35 153 - 630.22813 - 473 2500s 14459 10141 717.71947 45 143 - 630.22813 - 474 2505s 14491 10147 638.57640 28 155 - 630.23798 - 474 2510s 14513 10161 672.95673 35 151 - 630.23798 - 474 2515s 14524 10172 676.40319 40 157 - 630.23798 - 475 2520s 14547 10195 682.81728 55 124 - 630.23798 - 475 2525s 14577 10218 infeasible 80 - 630.23798 - 475 2530s 14598 10227 691.91946 34 156 - 630.31682 - 475 2535s 14622 10243 infeasible 50 - 630.31682 - 476 2540s 14664 10277 748.60868 85 87 - 630.31682 - 475 2545s 14697 10294 654.36641 33 135 - 630.32719 - 475 2550s 14719 10316 667.82920 52 141 - 630.32719 - 476 2555s 14759 10346 632.44320 24 169 - 630.33342 - 475 2560s 14780 10361 659.90884 33 159 - 630.33342 - 475 2565s 14808 10385 695.52756 50 118 - 630.33342 - 476 2570s 14855 10412 642.01538 27 150 - 630.36041 - 475 2575s 14875 10432 661.90641 37 143 - 630.36041 - 476 2580s 14891 10440 699.64463 42 155 - 630.36041 - 476 2585s 14904 10441 infeasible 46 - 630.36041 - 477 2590s 14927 10448 648.09520 33 147 - 630.41867 - 477 2595s 14955 10472 671.11337 48 124 - 630.41867 - 477 2600s 14993 10505 699.03117 80 104 - 630.41867 - 477 2605s 15011 10505 infeasible 86 - 630.41867 - 478 2610s 15035 10523 689.42211 39 135 - 630.42093 - 478 2615s 15055 10535 704.35833 50 126 - 630.42093 - 478 2620s 15074 10542 678.55913 36 134 - 630.43336 - 479 2625s 15099 10553 infeasible 43 - 630.43336 - 479 2630s 15132 10562 660.81103 31 156 - 630.44344 - 479 2635s 15145 10569 701.91931 34 165 - 630.44344 - 480 2640s 15170 10582 662.49806 33 132 - 630.45922 - 480 2645s 15194 10606 671.91508 44 132 - 630.45922 - 480 2650s 15231 10639 687.35079 75 114 - 630.45922 - 480 2655s 15259 10646 666.42096 29 160 - 630.64139 - 480 2660s 15284 10667 710.31612 45 122 - 630.64139 - 480 2665s 15320 10693 657.64273 34 148 - 630.65450 - 480 2670s 15347 10718 669.80488 51 110 - 630.65450 - 480 2675s 15369 10740 682.69439 67 102 - 630.65450 - 481 2680s 15389 10756 718.66132 79 104 - 630.65450 - 481 2685s 15422 10773 651.41101 36 143 - 630.73626 - 481 2690s 15449 10800 669.23836 53 124 - 630.73626 - 481 2695s 15477 10824 703.21825 76 124 - 630.73626 - 482 2700s 15511 10850 725.11585 97 97 - 630.73626 - 482 2705s 15548 10861 676.40197 45 143 - 630.82232 - 482 2710s 15567 10878 668.29819 56 125 - 630.82232 - 482 2715s 15591 10892 656.85556 30 149 - 630.83077 - 482 2720s 15599 10899 663.23132 29 151 - 630.83077 - 482 2726s 15610 10908 658.95394 31 159 - 630.83077 - 483 2730s 15621 10915 657.07025 33 152 - 630.83077 - 483 2735s 15634 10924 infeasible 36 - 630.83077 - 484 2740s 15646 10930 infeasible 37 - 630.83077 - 484 2745s 15659 10935 infeasible 36 - 630.83077 - 485 2750s 15668 10938 infeasible 40 - 630.83077 - 486 2755s 15683 10943 693.30517 42 140 - 630.83077 - 486 2760s 15710 10940 634.68657 25 135 - 630.91901 - 487 2765s 15733 10963 650.84791 33 160 - 630.91901 - 487 2770s 15746 10976 669.65808 38 139 - 630.91901 - 487 2775s 15764 10994 678.95187 48 147 - 630.91901 - 487 2780s 15776 11006 693.14317 52 142 - 630.91901 - 488 2785s 15795 11019 708.01558 61 145 - 630.91901 - 488 2790s 15820 11034 635.92923 20 160 - 630.94380 - 488 2795s 15852 11062 670.79264 38 134 - 630.94380 - 488 2800s 15880 11087 infeasible 56 - 630.94380 - 488 2805s 15922 11115 725.65022 88 96 - 630.94380 - 488 2810s 15957 11128 677.09098 36 144 - 631.11212 - 488 2815s 15992 11157 721.95710 52 121 - 631.11212 - 488 2820s 16016 11164 660.93250 31 149 - 631.11442 - 488 2825s 16040 11184 699.37425 39 139 - 631.11442 - 488 2830s 16061 11194 635.77090 27 135 - 631.12004 - 488 2835s 16083 11216 662.82731 36 157 - 631.12004 - 488 2840s 16108 11239 683.69496 48 131 - 631.12004 - 488 2845s 16157 11285 688.71510 90 87 - 631.12004 - 488 2850s 16205 11324 755.79123 125 79 - 631.12004 - 487 2855s 16251 11360 649.55753 29 146 - 631.13047 - 486 2860s 16291 11388 695.15498 50 127 - 631.13047 - 486 2865s 16319 11406 infeasible 69 - 631.13047 - 486 2870s 16338 11419 692.88722 41 164 - 631.13812 - 486 2875s 16375 11444 670.05801 42 142 - 631.21211 - 486 2880s 16385 11448 679.63224 42 144 - 631.21211 - 487 2885s 16397 11456 710.37971 49 157 - 631.21211 - 488 2890s 16449 11498 infeasible 87 - 631.21211 - 487 2895s 16490 11535 666.88559 49 124 - 631.29817 - 487 2900s 16527 11558 650.61333 29 122 - 631.39634 - 487 2905s 16554 11579 684.36986 41 125 - 631.39634 - 487 2910s 16594 11609 633.65744 25 162 - 631.42983 - 487 2915s 16617 11632 657.46819 38 160 - 631.42983 - 487 2920s 16630 11645 668.56609 43 146 - 631.42983 - 487 2925s 16639 11654 677.48251 45 148 - 631.42983 - 488 2930s 16651 11664 infeasible 50 - 631.42983 - 488 2935s 16674 11681 695.20265 59 136 - 631.42983 - 488 2940s 16721 11718 724.18472 99 100 - 631.42983 - 488 2945s 16778 11758 669.43202 35 158 - 631.46861 - 487 2950s 16810 11784 697.37122 53 151 - 631.46861 - 487 2955s 16845 11813 718.38452 72 126 - 631.46861 - 487 2960s 16889 11841 678.22283 44 150 - 631.52979 - 486 2965s 16934 11876 639.53167 26 138 - 631.62597 - 486 2970s 16949 11891 655.32442 35 155 - 631.62597 - 486 2975s 16980 11920 675.25302 59 149 - 631.62597 - 486 2980s 17018 11944 infeasible 84 - 631.62597 - 486 2985s 17034 11958 647.67501 39 160 - 631.62769 - 486 2990s 17046 11960 684.65027 42 150 - 631.62769 - 487 2995s 17063 11972 713.90625 52 146 - 631.62769 - 487 3000s 17071 11980 717.51714 53 143 - 631.62769 - 487 3005s 17090 11987 640.79695 21 181 - 631.63655 - 487 3010s 17101 11996 658.23725 29 160 - 631.63655 - 487 3015s 17110 12005 667.70543 34 153 - 631.63655 - 488 3020s 17137 12028 683.67963 56 100 - 631.63655 - 487 3025s 17174 12063 704.17315 88 30 - 631.63655 - 487 3030s 17234 12110 729.88949 136 43 - 631.63655 - 486 3035s 17252 12116 663.60908 34 159 - 631.65046 - 486 3040s 17262 12126 666.97378 40 152 - 631.65046 - 486 3045s 17269 12131 712.30674 43 169 - 631.65046 - 486 3050s 17275 12127 infeasible 44 - 631.65046 - 487 3055s 17285 12131 657.57476 33 156 - 631.67830 - 487 3060s 17295 12141 679.44012 41 143 - 631.67830 - 487 3065s 17301 12147 689.32041 42 157 - 631.67830 - 487 3070s 17310 12148 infeasible 46 - 631.67830 - 488 3077s 17320 12156 734.05622 50 155 - 631.67830 - 488 3080s 17330 12152 649.44766 29 149 - 631.69069 - 488 3085s 17380 12198 687.69327 63 123 - 631.69069 - 487 3090s 17415 12215 679.28757 43 134 - 631.72415 - 487 3095s 17454 12246 651.73089 26 156 - 631.77188 - 487 3100s 17474 12262 674.91446 36 162 - 631.77188 - 487 3105s 17489 12275 679.24728 41 152 - 631.77188 - 488 3110s 17510 12289 726.49008 50 121 - 631.77188 - 488 3115s 17542 12311 767.84870 67 115 - 631.77188 - 488 3120s 17563 12320 660.39566 38 135 - 631.77846 - 488 3125s 17583 12337 infeasible 47 - 631.77846 - 488 3130s 17604 12346 662.17104 35 169 - 631.78092 - 488 3135s 17620 12362 686.98603 40 150 - 631.78092 - 489 3140s 17633 12373 infeasible 45 - 631.78092 - 489 3145s 17657 12389 infeasible 60 - 631.78092 - 489 3150s 17674 12404 667.23550 34 143 - 631.91533 - 490 3155s 17690 12416 infeasible 42 - 631.91533 - 490 3160s 17713 12435 700.77451 55 137 - 631.91533 - 490 3165s 17731 12445 infeasible 64 - 631.91533 - 491 3170s 17753 12459 657.63377 36 142 - 631.92670 - 491 3175s 17780 12482 704.27340 55 112 - 631.92670 - 491 3180s 17802 12487 638.99878 32 150 - 631.96422 - 491 3185s 17825 12504 infeasible 44 - 631.96422 - 491 3190s 17847 12522 infeasible 48 - 631.96422 - 491 3195s 17873 12539 764.62320 60 141 - 631.96422 - 492 3200s 17899 12549 665.43270 37 150 - 631.96489 - 492 3205s 17919 12561 infeasible 48 - 631.96489 - 492 3210s 17955 12581 644.17174 27 150 - 632.07138 - 492 3215s 17973 12593 682.13615 37 151 - 632.07138 - 492 3220s 18008 12621 infeasible 61 - 632.07138 - 492 3225s 18035 12632 638.11011 21 172 - 632.07402 - 492 3230s 18059 12648 672.51593 37 150 - 632.07402 - 492 3235s 18082 12667 infeasible 50 - 632.07402 - 492 3240s 18106 12678 763.61226 58 116 - 632.07402 - 492 3245s 18130 12692 656.85061 35 149 - 632.07809 - 492 3250s 18165 12721 682.26288 58 133 - 632.07809 - 492 3255s 18189 12737 655.39768 31 139 - 632.09175 - 493 3260s 18219 12763 685.69243 44 138 - 632.09175 - 493 3265s 18261 12794 infeasible 71 - 632.09175 - 493 3270s 18293 12815 679.60873 36 152 - 632.09457 - 492 3275s 18317 12835 690.17823 46 158 - 632.09457 - 493 3280s 18342 12852 716.68947 57 144 - 632.09457 - 493 3285s 18361 12865 infeasible 66 - 632.09457 - 493 3290s 18392 12886 777.62364 81 121 - 632.09457 - 493 3295s 18412 12900 691.96379 38 136 - 632.13159 - 493 3300s 18433 12915 694.32740 45 143 - 632.13159 - 494 3305s 18452 12928 701.38333 54 121 - 632.13159 - 494 3310s 18494 12960 infeasible 83 - 632.13159 - 494 3315s 18532 12978 664.01172 33 140 - 632.13159 - 493 3320s 18545 12991 720.24349 36 150 - 632.13159 - 494 3325s 18558 13000 736.72634 41 153 - 632.13159 - 494 3330s 18573 13006 653.10285 29 140 - 632.16114 - 495 3335s 18595 13026 679.86903 41 144 - 632.16114 - 495 3340s 18616 13047 686.94654 53 128 - 632.16114 - 495 3345s 18639 13068 712.54210 68 119 - 632.16114 - 495 3350s 18676 13085 658.96073 32 159 - 632.21283 - 495 3355s 18694 13103 680.01892 43 167 - 632.21283 - 496 3360s 18708 13114 689.47681 51 138 - 632.21283 - 496 3365s 18759 13157 infeasible 83 - 632.21283 - 495 3370s 18793 13169 648.04067 31 155 - 632.21861 - 495 3375s 18815 13183 infeasible 43 - 632.21861 - 495 3380s 18825 13191 737.40284 48 163 - 632.21861 - 496 3385s 18850 13202 669.38664 30 159 - 632.29337 - 496 3390s 18866 13218 675.88670 40 132 - 632.29337 - 496 3395s 18901 13245 652.38647 29 155 - 632.29392 - 496 3400s 18931 13271 680.75670 49 137 - 632.29392 - 496 3405s 18956 13288 infeasible 68 - 632.29392 - 496 3410s 18986 13310 651.08196 28 146 - 632.29690 - 496 3415s 19019 13335 678.87672 41 125 - 632.29690 - 496 3420s 19046 13350 686.09299 56 121 - 632.29690 - 497 3425s 19067 13361 699.54363 62 99 - 632.29690 - 497 3430s 19087 13359 infeasible 64 - 632.29690 - 497 3435s 19114 13380 690.60671 35 144 - 632.30520 - 497 3440s 19143 13408 688.58562 54 112 - 632.30520 - 497 3445s 19182 13425 infeasible 76 - 632.30520 - 497 3450s 19207 13440 653.52641 32 145 - 632.33400 - 498 3455s 19220 13453 673.09018 37 141 - 632.33400 - 498 3460s 19238 13467 687.77393 46 141 - 632.33400 - 498 3465s 19254 13481 703.05130 51 140 - 632.33400 - 499 3470s 19286 13507 infeasible 75 - 632.33400 - 499 3475s 19307 13516 683.99542 45 134 - 632.33672 - 499 3480s 19332 13537 709.75020 60 130 - 632.33672 - 499 3485s 19358 13549 667.88823 36 138 - 632.33989 - 499 3490s 19375 13566 680.79353 45 138 - 632.33989 - 499 3495s 19414 13597 infeasible 76 - 632.33989 - 499 3500s 19441 13612 681.43198 52 135 - 632.35807 - 499 3505s 19465 13622 infeasible 63 - 632.35807 - 500 3510s 19490 13639 696.04284 46 150 - 632.36014 - 500 3515s 19513 13656 717.45689 59 128 - 632.36014 - 500 3520s 19552 13681 647.87024 32 148 - 632.41998 - 500 3525s 19569 13698 688.77571 40 158 - 632.41998 - 500 3530s 19588 13717 680.54667 53 128 - 632.41998 - 500 3535s 19612 13737 720.64781 66 109 - 632.41998 - 500 3540s 19634 13746 infeasible 34 - 632.45701 - 501 3545s 19673 13781 689.73877 65 90 - 632.45701 - 501 3550s 19730 13830 660.31059 30 167 - 632.52455 - 500 3555s 19755 13843 696.81243 42 153 - 632.52455 - 500 3560s 19772 13842 704.04502 45 139 - 632.52455 - 500 3565s 19791 13849 664.38949 44 150 - 632.52688 - 501 3570s 19801 13857 infeasible 47 - 632.52688 - 501 3575s 19823 13859 infeasible 54 - 632.52688 - 502 3580s 19846 13876 659.10932 35 158 - 632.53374 - 502 3585s 19870 13897 673.64853 48 137 - 632.53374 - 502 3590s 19907 13926 702.63645 73 121 - 632.53374 - 501 3595s Cutting planes: Gomory: 20 Cover: 191 Implied bound: 35 Flow cover: 128 GUB cover: 20 Explored 19934 nodes (10026199 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.330000000000e+02, gap -