Gurobi 5.0.1 (linux64) logging started Sun Dec 30 23:12:33 2012 Optimize a model with 6562 rows, 6561 columns and 30760 nonzeros Presolve removed 3312 rows and 1852 columns Presolve time: 0.09s Presolved: 3250 rows, 4709 columns, 24604 nonzeros Variable types: 80 continuous, 4629 integer (4629 binary) Root relaxation: objective 4.291675e+02, 423 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 429.16748 0 111 - 429.16748 - - 0s 0 0 450.48592 0 123 - 450.48592 - - 0s 0 0 451.62890 0 120 - 451.62890 - - 0s 0 0 453.00000 0 137 - 453.00000 - - 0s 0 0 453.65625 0 152 - 453.65625 - - 0s 0 0 454.19444 0 158 - 454.19444 - - 0s 0 0 454.63889 0 146 - 454.63889 - - 0s 0 0 454.85042 0 166 - 454.85042 - - 0s 0 0 455.05172 0 151 - 455.05172 - - 0s 0 0 455.05172 0 152 - 455.05172 - - 0s 0 0 455.25893 0 150 - 455.25893 - - 0s 0 0 455.26250 0 160 - 455.26250 - - 0s 0 0 455.52083 0 160 - 455.52083 - - 0s 0 0 455.67188 0 171 - 455.67188 - - 0s 0 0 455.67188 0 173 - 455.67188 - - 0s 0 0 455.67188 0 158 - 455.67188 - - 0s 0 0 455.67188 0 148 - 455.67188 - - 0s 0 0 455.67188 0 146 - 455.67188 - - 0s 0 0 455.75000 0 138 - 455.75000 - - 1s 0 0 455.75789 0 178 - 455.75789 - - 1s 0 0 455.75789 0 149 - 455.75789 - - 1s 0 0 455.75789 0 160 - 455.75789 - - 1s 0 0 455.75789 0 156 - 455.75789 - - 1s 0 2 455.93750 0 153 - 455.93750 - - 1s 603 484 561.78483 57 110 - 460.53452 - 24.1 8s 604 485 490.24774 10 138 - 460.53452 - 24.1 15s 606 486 588.80415 43 143 - 461.40372 - 24.0 22s 607 487 487.04107 13 138 - 465.14106 - 24.0 26s 608 488 590.66664 86 144 - 467.17417 - 23.9 30s 610 489 588.80415 43 137 - 468.57074 - 23.9 38s 611 490 490.24774 10 139 - 469.31497 - 23.8 45s 612 490 559.43395 64 89 - 469.37401 - 23.8 50s 613 491 589.70588 55 121 - 470.02498 - 23.7 57s 614 492 539.61222 21 133 - 471.74184 - 23.7 60s 617 494 594.72917 63 146 - 472.63600 - 23.6 69s 619 495 487.04107 13 174 - 473.27968 - 23.5 70s 629 504 474.97749 12 164 - 474.37503 - 35.3 75s 994 736 648.56809 194 54 - 474.37503 - 41.3 80s 1429 987 500.63183 31 131 - 475.34998 - 44.1 85s 1801 1211 593.97513 112 130 - 475.36428 - 47.6 90s 2196 1409 506.09610 24 134 - 475.42091 - 50.5 95s 2699 1851 484.91809 23 126 - 476.15758 - 48.5 100s 3225 2311 481.89096 20 162 - 476.67956 - 46.9 105s 3499 2517 740.07206 133 89 - 476.67956 - 50.0 110s 3891 2839 536.25325 29 136 - 476.87078 - 50.9 115s 4378 3254 601.56925 69 135 - 477.10601 - 50.2 120s 4828 3632 696.92075 146 72 - 477.91460 - 50.7 125s 5354 4043 604.47295 70 93 - 478.29582 - 50.0 130s 5880 4486 572.53163 85 90 - 478.44560 - 49.1 135s 6331 4825 infeasible 42 - 478.87725 - 49.4 140s 6820 5247 732.07241 180 70 - 479.34756 - 49.3 145s 7267 5604 580.42865 49 95 - 480.39493 - 49.5 150s 7853 6144 567.15725 166 58 - 482.26648 - 48.6 155s 8403 6593 533.33463 35 112 - 482.93449 - 48.5 160s 9052 7182 631.52927 122 84 - 483.04202 - 47.8 165s 9516 7538 589.07255 59 90 - 483.30410 - 48.2 170s 10080 8024 533.97892 42 123 - 483.78788 - 47.8 175s 10537 8423 690.40783 194 59 - 483.98380 - 47.7 180s 10872 8682 507.13859 27 131 - 484.05673 - 48.3 185s 11427 9172 744.33608 200 86 - 484.05673 - 47.9 190s 12043 9674 555.74850 52 124 - 484.41851 - 47.3 195s 12772 10319 514.75641 43 125 - 484.59557 - 46.5 200s 13311 10809 629.84851 111 72 - 484.73761 - 46.6 205s 13770 11231 577.35198 37 122 - 484.75455 - 46.9 210s 14414 11736 528.94370 18 162 - 485.07360 - 46.6 215s 15103 12361 545.83752 126 94 - 485.17752 - 46.1 220s 15629 12793 622.78856 61 95 - 485.29608 - 46.1 225s 16267 13370 698.78363 243 41 - 485.46149 - 45.5 230s 16843 13802 539.41176 27 129 - 485.86053 - 45.3 235s 17422 14325 infeasible 155 - 485.92514 - 45.2 240s 18142 14963 595.96129 45 132 - 486.44444 - 44.9 245s 18928 15652 663.79527 151 84 - 486.55951 - 44.4 250s 19568 16194 infeasible 113 - 486.94180 - 44.3 255s 20170 16678 569.08705 53 121 - 487.26726 - 44.1 260s 20850 17249 717.22683 121 113 - 487.39174 - 43.7 265s 21528 17814 598.69036 100 82 - 487.54936 - 43.5 270s 22123 18309 562.97001 65 124 - 487.82067 - 43.5 275s 22625 18749 711.02817 120 67 - 487.84612 - 43.6 280s 23236 19268 552.19005 76 101 - 487.92656 - 43.5 285s 23893 19793 630.00334 111 108 - 488.14260 - 43.4 290s 24456 20306 727.32618 206 55 - 488.18788 - 43.4 295s 25114 20846 692.00236 170 74 - 488.26449 - 43.2 300s 25497 21164 582.94442 40 138 - 488.33333 - 43.6 305s 26090 21637 494.31950 29 126 - 488.58979 - 43.5 310s 26639 22105 infeasible 151 - 488.63120 - 43.6 315s 27061 22455 513.16818 34 113 - 488.76604 - 43.8 320s 27521 22864 744.58589 196 88 - 488.79523 - 44.0 325s 28086 23341 553.03723 47 101 - 489.00870 - 44.0 330s 28712 23842 636.46014 133 69 - 489.11555 - 43.9 335s 29321 24357 646.11494 172 62 - 489.18788 - 43.8 340s 30114 25034 623.52987 103 103 - 489.35561 - 43.5 345s 30804 25610 536.54892 55 122 - 489.40215 - 43.2 350s 31326 26057 517.50254 36 114 - 489.44268 - 43.3 355s 31989 26617 592.02071 81 108 - 489.52754 - 43.2 360s 32555 27143 767.74863 403 21 - 489.56872 - 42.9 365s 33163 27646 550.39308 61 104 - 489.68168 - 42.8 370s 33763 28091 548.45835 30 124 - 489.71091 - 42.8 375s 34459 28700 567.65333 71 85 - 489.79973 - 42.7 380s 35176 29291 572.09993 95 85 - 489.90631 - 42.5 385s 35853 29859 696.16724 96 92 - 489.94758 - 42.4 390s 36583 30437 612.09373 114 108 - 490.03098 - 42.3 395s 37262 31008 603.15990 132 92 - 490.06324 - 42.2 400s 37948 31614 529.68788 33 90 - 490.24582 - 42.1 405s 38662 32220 533.65732 33 106 - 490.35586 - 41.9 410s 39046 32554 568.67060 79 85 - 490.38788 - 42.1 415s 39637 33042 547.86989 52 92 - 490.43357 - 42.1 420s 40181 33502 648.40175 107 68 - 490.49172 - 42.1 425s 40756 33991 647.47354 408 23 - 490.52754 - 42.0 430s 40804 34034 730.94548 433 16 - 490.52754 - 41.9 454s 40862 34059 513.12737 29 121 - 490.56125 - 41.9 455s 41539 34605 544.21348 41 129 - 490.60458 - 41.8 460s 42120 35119 665.41493 96 101 - 490.69950 - 41.9 465s 42669 35595 644.56016 111 88 - 490.78734 - 41.9 470s 43236 36054 599.52858 78 143 - 490.88616 - 41.9 475s 43700 36431 568.80672 35 156 - 490.92279 - 42.0 480s 44328 36958 582.34114 93 93 - 491.04929 - 42.0 485s 44888 37415 598.39497 52 107 - 491.06438 - 42.0 490s 45509 37949 560.55231 135 73 - 491.08775 - 42.0 495s 46246 38547 503.00000 18 144 - 491.15770 - 41.9 500s 46826 39072 789.50103 227 64 - 491.15858 - 41.9 505s 47295 39452 590.47777 85 81 - 491.26634 - 42.0 510s 47945 40005 580.26623 35 92 - 491.37081 - 42.0 515s 48671 40666 637.64357 136 75 - 491.43290 - 41.9 520s 49305 41203 564.90027 127 118 - 491.46907 - 41.9 525s 49967 41786 507.39469 37 103 - 491.52754 - 41.9 530s 50719 42454 617.17721 103 83 - 491.73395 - 41.7 535s 51217 42897 573.32215 87 60 - 491.77717 - 41.7 540s 51720 43296 554.47165 45 136 - 491.85097 - 41.8 545s 52208 43699 593.80734 39 118 - 491.91765 - 41.8 550s 52820 44256 610.62418 103 89 - 491.98539 - 41.8 555s 53469 44838 733.90837 158 87 - 492.08869 - 41.8 560s 53958 45254 633.27273 133 101 - 492.19218 - 41.8 565s 54533 45745 761.80394 321 37 - 492.22319 - 41.7 570s 55061 46208 600.05246 110 79 - 492.29372 - 41.8 575s 55760 46818 599.52083 90 77 - 492.34057 - 41.7 580s 56211 47168 632.89765 160 114 - 492.38140 - 41.9 585s 56845 47691 601.47548 46 129 - 492.49347 - 41.8 590s 57286 48066 557.87560 49 141 - 492.57123 - 41.9 595s 57858 48536 571.60532 61 112 - 492.63753 - 41.9 600s 58432 49034 infeasible 49 - 492.68474 - 42.0 605s 59132 49626 infeasible 47 - 492.74280 - 41.9 610s 59608 50040 494.60099 16 147 - 492.77732 - 41.9 615s 60140 50539 588.15546 128 35 - 492.81353 - 41.9 620s 60819 51143 595.75757 49 130 - 492.88208 - 41.7 625s 61386 51613 552.32352 45 136 - 492.90217 - 41.6 630s 61905 52053 551.30121 46 146 - 492.93277 - 41.7 635s 62662 52698 540.03642 39 107 - 493.00991 - 41.6 640s 63389 53335 507.58744 39 140 - 493.08848 - 41.6 645s 63923 53771 573.03162 110 109 - 493.14489 - 41.6 650s 64404 54169 602.55162 90 114 - 493.17218 - 41.7 655s 64902 54587 606.17020 109 87 - 493.22312 - 41.7 660s 65363 54967 531.26040 35 145 - 493.23963 - 41.8 665s 65883 55420 586.30330 156 64 - 493.26883 - 41.8 670s 66522 55965 602.83172 52 118 - 493.37566 - 41.8 675s 66975 56363 infeasible 122 - 493.40279 - 41.8 680s 67493 56783 525.79860 35 158 - 493.56891 - 41.9 685s 68109 57274 528.04930 26 149 - 493.68722 - 41.8 690s 68579 57690 597.71857 64 113 - 493.75000 - 41.9 695s 69235 58228 567.18579 33 156 - 493.81379 - 41.9 700s 69917 58811 500.39636 27 128 - 493.94223 - 41.8 705s 70514 59343 718.83051 109 111 - 493.98788 - 41.8 710s 71100 59806 511.73684 36 97 - 494.04407 - 41.8 715s 71725 60345 523.49066 32 135 - 494.13124 - 41.8 720s 72397 60941 618.72750 81 104 - 494.19623 - 41.7 725s 73002 61466 576.54733 106 100 - 494.25959 - 41.7 730s 73595 61988 665.77447 196 64 - 494.32131 - 41.7 735s 74162 62449 537.76131 37 147 - 494.34565 - 41.6 740s 74693 62878 infeasible 150 - 494.38962 - 41.7 745s 75253 63346 518.02719 43 139 - 494.44272 - 41.7 750s 75876 63858 515.69727 28 158 - 494.52002 - 41.7 755s 76668 64548 554.18380 109 58 - 494.66667 - 41.6 760s 77160 64965 634.68587 97 70 - 494.72460 - 41.7 765s 77719 65435 544.77117 54 113 - 494.78277 - 41.7 770s 78283 65842 596.31881 61 123 - 494.83233 - 41.7 775s 79010 66456 648.30961 167 110 - 494.87184 - 41.6 780s 79482 66860 594.61387 84 114 - 495.00000 - 41.7 785s 79963 67281 710.18714 97 125 - 495.05953 - 41.8 790s 80473 67716 559.61438 83 110 - 495.19928 - 41.8 795s 80977 68157 534.59629 48 128 - 495.32910 - 41.8 800s 81603 68673 infeasible 110 - 495.36245 - 41.8 805s 82110 69127 548.80141 109 70 - 495.40182 - 41.8 810s 82673 69599 662.88860 48 113 - 495.44343 - 41.9 815s 83274 70090 540.41306 48 126 - 495.48479 - 41.9 820s 83827 70577 726.86359 153 73 - 495.54160 - 41.9 825s 84309 70958 578.31627 102 76 - 495.55774 - 42.0 830s 84928 71497 557.68226 35 98 - 495.66844 - 41.9 835s 85574 72100 518.65888 29 136 - 495.68718 - 41.8 840s 85931 72436 629.00113 110 107 - 495.69665 - 41.9 845s 86532 72929 559.27329 56 130 - 495.75135 - 41.9 850s 87059 73383 559.42931 58 118 - 495.80135 - 41.9 855s 87810 74022 539.66667 34 156 - 495.89392 - 41.9 860s 88481 74594 649.53000 97 109 - 495.92934 - 41.8 865s 89143 75155 541.80741 84 107 - 495.96749 - 41.8 870s 89841 75692 657.26478 130 79 - 496.05382 - 41.8 875s 90638 76386 596.40583 92 104 - 496.13086 - 41.7 880s 91195 76839 523.33968 33 109 - 496.17921 - 41.7 885s 91601 77172 510.27671 25 128 - 496.21126 - 41.8 890s 91989 77478 infeasible 158 - 496.22123 - 41.8 895s 92413 77834 539.19873 32 132 - 496.29809 - 41.9 900s 92991 78329 560.27925 51 142 - 496.34826 - 41.9 905s 93478 78716 infeasible 134 - 496.38788 - 42.0 910s 93880 79038 583.91075 42 136 - 496.40853 - 42.1 915s 94506 79548 647.32487 42 119 - 496.45760 - 42.0 920s 95094 80050 510.97164 28 137 - 496.49118 - 42.0 925s 95402 80328 infeasible 107 - 496.49118 - 42.2 930s 95903 80694 533.35934 21 141 - 496.52754 - 42.2 935s 96435 81170 532.12414 118 97 - 496.53017 - 42.2 940s 97233 81748 569.00990 72 131 - 496.53846 - 42.0 945s 97897 82308 617.62784 47 122 - 496.58333 - 42.0 950s 98557 82879 553.15039 35 142 - 496.60276 - 42.0 955s 99046 83296 527.48734 25 135 - 496.63546 - 42.0 960s 99781 83893 834.65096 314 20 - 496.64116 - 42.0 965s 100333 84352 592.43937 59 87 - 496.67699 - 42.0 970s 101001 84888 512.56277 24 123 - 496.73906 - 41.9 975s 101656 85451 595.91364 99 71 - 496.76048 - 41.9 980s 102124 85855 infeasible 141 - 496.77754 - 41.9 985s 102691 86334 558.18383 53 141 - 496.80962 - 41.9 990s 103320 86890 584.67833 45 123 - 496.85297 - 41.9 995s 103788 87280 623.28273 54 123 - 496.87856 - 42.0 1000s 104457 87825 506.78774 37 115 - 496.90435 - 41.9 1005s 105146 88414 592.44444 79 61 - 496.94314 - 41.9 1010s 105737 88927 688.53653 137 113 - 496.96193 - 41.9 1015s 106332 89383 583.71850 127 122 - 497.00000 - 41.9 1020s 107001 89902 571.78513 62 127 - 497.00282 - 41.9 1025s 107634 90463 802.71935 174 84 - 497.03054 - 41.9 1030s 108144 90862 594.90617 67 72 - 497.06186 - 41.9 1035s 108762 91386 532.03718 38 124 - 497.14528 - 41.9 1040s 109178 91743 540.35586 36 125 - 497.16843 - 42.0 1045s 109717 92200 583.41474 51 98 - 497.21429 - 42.0 1050s 110340 92755 643.27066 136 79 - 497.24874 - 41.9 1055s 110805 93136 534.14103 34 135 - 497.25000 - 42.0 1060s 111561 93763 532.49074 27 110 - 497.25572 - 41.9 1065s 112050 94148 505.60526 27 130 - 497.33333 - 42.0 1070s 112534 94556 infeasible 135 - 497.33958 - 42.0 1075s 113129 95037 566.46185 78 81 - 497.37423 - 42.0 1080s 113758 95534 624.71705 115 114 - 497.39100 - 41.9 1085s 114463 96073 531.88607 35 132 - 497.43216 - 41.9 1090s 115124 96670 569.17498 132 103 - 497.48208 - 41.9 1095s 115846 97301 529.21119 34 142 - 497.50000 - 41.8 1100s 116551 97908 infeasible 153 - 497.50538 - 41.8 1105s 117212 98473 591.16154 65 106 - 497.52754 - 41.8 1110s 117655 98838 602.06632 70 72 - 497.55316 - 41.8 1115s 118256 99308 507.33250 40 100 - 497.58092 - 41.8 1120s 118898 99845 517.36270 33 154 - 497.59910 - 41.8 1125s 119589 100454 587.77959 54 109 - 497.61418 - 41.8 1130s 120248 101017 592.50531 81 122 - 497.62500 - 41.7 1135s 120959 101639 549.01910 37 120 - 497.66939 - 41.7 1140s 121369 101983 508.23077 39 111 - 497.67302 - 41.7 1145s 122141 102644 546.54697 47 105 - 497.69824 - 41.7 1150s 122719 103141 573.11805 81 115 - 497.74984 - 41.7 1155s 123248 103553 579.52168 90 104 - 497.78809 - 41.7 1160s 123863 104087 589.09585 62 135 - 497.80894 - 41.7 1165s 124551 104668 505.20628 18 124 - 497.83666 - 41.6 1170s 125289 105344 652.48413 178 98 - 497.85942 - 41.6 1175s 125918 105913 725.25635 356 23 - 497.86509 - 41.5 1180s 126278 106160 647.95293 128 102 - 497.87255 - 41.6 1185s 126708 106511 625.67671 105 92 - 497.89392 - 41.7 1190s 127285 106972 510.87063 34 158 - 497.90036 - 41.7 1195s 127788 107350 555.94263 68 113 - 497.92308 - 41.7 1200s 128719 108156 500.55646 21 119 - 497.95918 - 41.6 1205s 129321 108701 529.29167 40 136 - 497.97283 - 41.6 1210s 129857 109139 538.69066 38 133 - 498.01014 - 41.6 1215s 130553 109713 552.17442 56 109 - 498.02688 - 41.6 1220s 131104 110208 658.77317 120 55 - 498.04484 - 41.6 1225s 131504 110530 635.17329 165 92 - 498.07115 - 41.6 1230s 132022 110986 654.69090 92 120 - 498.08847 - 41.6 1235s 132640 111515 622.26163 91 118 - 498.12020 - 41.6 1240s 133485 112251 683.73141 225 46 - 498.14493 - 41.5 1245s 134224 112885 infeasible 149 - 498.15723 - 41.5 1250s 134693 113269 530.18582 38 133 - 498.17416 - 41.5 1255s 135276 113717 615.49436 70 81 - 498.18103 - 41.5 1260s 135705 114028 537.59116 36 140 - 498.19783 - 41.5 1265s 136417 114619 621.71480 145 112 - 498.20726 - 41.5 1270s 137100 115192 676.69861 119 113 - 498.21791 - 41.5 1275s 137860 115847 529.26881 43 141 - 498.23383 - 41.4 1280s 138432 116349 607.35918 113 110 - 498.24256 - 41.5 1285s 139010 116809 516.55556 35 128 - 498.26267 - 41.5 1290s 139701 117412 653.09574 141 67 - 498.29148 - 41.4 1295s 140286 117897 663.89935 98 82 - 498.32940 - 41.4 1300s 141038 118540 615.61568 87 89 - 498.34255 - 41.4 1305s 141663 119054 543.26560 77 100 - 498.37228 - 41.4 1310s 142184 119470 563.72677 34 155 - 498.41212 - 41.4 1315s 142934 120129 721.01290 138 99 - 498.43902 - 41.4 1320s 143405 120504 infeasible 97 - 498.49191 - 41.4 1325s 144010 120975 553.21591 44 114 - 498.51346 - 41.4 1330s 144551 121421 638.05803 40 127 - 498.53055 - 41.4 1335s 145089 121845 622.12611 130 106 - 498.58890 - 41.4 1340s 145952 122519 535.08000 49 100 - 498.62385 - 41.4 1345s 146510 122995 infeasible 52 - 498.65271 - 41.4 1350s 147174 123516 598.71846 83 108 - 498.69212 - 41.4 1355s 147948 124130 742.38059 164 85 - 498.71666 - 41.3 1360s 148530 124590 518.43431 23 125 - 498.74502 - 41.3 1365s 149204 125148 571.65575 127 64 - 498.77523 - 41.3 1370s 149880 125724 499.19864 30 98 - 498.82495 - 41.3 1375s 150453 126215 591.14898 46 138 - 498.88635 - 41.3 1380s 150959 126639 703.04973 159 88 - 498.90067 - 41.3 1385s 151509 127085 532.17645 46 123 - 498.92734 - 41.3 1390s 152069 127571 627.46003 125 74 - 498.97464 - 41.3 1395s 152774 128145 547.62778 70 101 - 499.00000 - 41.3 1400s 153270 128567 652.97184 138 68 - 499.00000 - 41.3 1405s 153839 129045 539.16295 43 98 - 499.01586 - 41.3 1410s 154704 129793 573.78861 60 97 - 499.03333 - 41.3 1415s 155433 130400 658.96694 123 76 - 499.04387 - 41.2 1420s 155976 130813 561.48681 71 67 - 499.05807 - 41.3 1425s 156740 131432 infeasible 140 - 499.09140 - 41.2 1430s 157351 131936 539.80190 38 121 - 499.12147 - 41.2 1435s 157987 132440 642.74141 101 62 - 499.12540 - 41.2 1440s 158745 133052 520.97954 20 150 - 499.16363 - 41.2 1445s 159433 133638 infeasible 120 - 499.17921 - 41.2 1450s 159859 133992 infeasible 134 - 499.18788 - 41.2 1455s 160272 134331 558.10803 47 146 - 499.20172 - 41.2 1460s 160878 134830 518.09465 45 120 - 499.20778 - 41.2 1465s 161699 135516 664.24021 121 115 - 499.21927 - 41.2 1470s 162374 136026 509.20550 35 135 - 499.26544 - 41.2 1475s 163140 136683 582.18036 96 78 - 499.29191 - 41.1 1480s 163703 137184 615.65399 119 60 - 499.30128 - 41.1 1485s 164506 137856 591.58223 110 57 - 499.33496 - 41.1 1490s 164937 138192 647.01644 130 75 - 499.33968 - 41.1 1495s 165576 138726 555.89122 92 136 - 499.34615 - 41.1 1500s 166161 139241 567.30112 125 39 - 499.35420 - 41.1 1505s 166926 139895 613.47174 99 71 - 499.36573 - 41.0 1510s 167524 140401 infeasible 118 - 499.38134 - 41.0 1515s 168107 140880 667.42970 123 92 - 499.40754 - 41.0 1520s 168856 141491 infeasible 106 - 499.42286 - 41.0 1525s 169545 142048 504.04396 21 121 - 499.46459 - 41.0 1530s 170058 142491 714.43945 140 100 - 499.46921 - 41.0 1535s 170944 143196 521.97904 35 148 - 499.48445 - 40.9 1540s 171429 143619 infeasible 43 - 499.50000 - 40.9 1545s 171979 144095 542.44966 52 120 - 499.51200 - 41.0 1550s 172732 144746 553.27719 60 119 - 499.53676 - 40.9 1555s 173463 145379 510.94704 37 136 - 499.54364 - 40.9 1560s 173839 145685 546.76092 46 102 - 499.56274 - 40.9 1565s 174812 146583 752.62725 380 27 - 499.56848 - 40.8 1570s 175616 147232 530.97762 49 93 - 499.58104 - 40.8 1575s 176261 147733 infeasible 134 - 499.60151 - 40.8 1580s 176972 148339 infeasible 60 - 499.62063 - 40.7 1585s 177445 148704 584.18788 43 93 - 499.63588 - 40.8 1590s 178121 149231 infeasible 134 - 499.63860 - 40.7 1595s 178845 149862 566.62933 88 108 - 499.67880 - 40.7 1600s 179649 150580 516.34218 32 153 - 499.68676 - 40.6 1605s 180224 151077 581.86110 74 88 - 499.69325 - 40.7 1610s 180892 151595 623.13578 116 91 - 499.72176 - 40.6 1615s 181390 151971 543.18688 66 60 - 499.75815 - 40.6 1620s 182086 152543 649.78440 148 110 - 499.77003 - 40.6 1625s 182631 152959 infeasible 112 - 499.77754 - 40.6 1630s 183410 153601 infeasible 145 - 499.78610 - 40.6 1635s 183851 153965 743.94759 163 71 - 499.79313 - 40.6 1640s 184529 154513 528.24449 30 166 - 499.81395 - 40.6 1645s 185414 155274 515.88890 36 123 - 499.87198 - 40.5 1650s 186208 155992 534.83957 31 134 - 499.89118 - 40.5 1655s 186923 156593 508.34916 37 118 - 499.91624 - 40.5 1660s 187619 157183 508.26618 26 139 - 499.93750 - 40.5 1665s 188341 157804 infeasible 36 - 499.97846 - 40.4 1670s 188800 158167 568.46862 82 89 - 500.00000 - 40.5 1675s 189315 158589 550.42763 53 98 - 500.01024 - 40.5 1680s 190132 159308 586.78969 129 65 - 500.03530 - 40.4 1685s 190799 159864 565.46356 96 67 - 500.04202 - 40.4 1690s 191482 160402 617.75362 111 76 - 500.05795 - 40.4 1695s 192227 161010 infeasible 131 - 500.06848 - 40.4 1700s 193110 161803 556.49444 43 98 - 500.08000 - 40.3 1705s 193668 162272 578.48345 93 97 - 500.09402 - 40.3 1710s 194171 162675 577.33108 128 90 - 500.10784 - 40.3 1715s 194777 163182 infeasible 82 - 500.11909 - 40.3 1720s 195352 163648 647.40139 67 83 - 500.14767 - 40.3 1725s 195915 164154 568.01130 131 110 - 500.15858 - 40.4 1730s 196554 164712 infeasible 46 - 500.16696 - 40.3 1735s 197078 165160 587.85204 87 91 - 500.17921 - 40.4 1740s 197669 165671 582.07613 120 106 - 500.18315 - 40.4 1745s 198522 166371 584.10094 160 101 - 500.19293 - 40.3 1750s 199067 166813 infeasible 61 - 500.22885 - 40.3 1755s 199780 167442 558.28577 39 164 - 500.25126 - 40.3 1760s 200327 167902 infeasible 61 - 500.25916 - 40.3 1765s 200980 168460 679.91104 259 33 - 500.26848 - 40.3 1770s 201412 168766 551.13899 52 108 - 500.27730 - 40.3 1775s 202286 169540 564.37688 45 127 - 500.29160 - 40.3 1780s 202854 170017 523.22966 30 117 - 500.31021 - 40.3 1785s 203516 170564 infeasible 188 - 500.31808 - 40.3 1790s 204093 171031 533.20515 55 74 - 500.35709 - 40.3 1795s 204599 171487 712.79749 125 94 - 500.36849 - 40.3 1800s 205167 171941 635.73918 160 79 - 500.38788 - 40.3 1805s 205655 172343 658.55403 150 101 - 500.40362 - 40.3 1810s 206263 172821 735.00208 149 85 - 500.41151 - 40.3 1815s 206993 173430 549.00000 49 129 - 500.43411 - 40.3 1820s 207636 173956 infeasible 133 - 500.44649 - 40.3 1825s 208230 174479 604.05130 108 71 - 500.47222 - 40.3 1830s 208920 175085 669.73503 161 50 - 500.48676 - 40.3 1835s 209659 175730 558.09055 61 108 - 500.50000 - 40.2 1840s 210321 176270 523.54329 39 127 - 500.50250 - 40.2 1845s 211135 176991 655.25812 114 57 - 500.51485 - 40.2 1850s 211673 177406 625.71192 52 91 - 500.52171 - 40.2 1855s 212286 177932 623.35779 136 61 - 500.54540 - 40.2 1860s 212800 178344 566.84185 80 33 - 500.55646 - 40.2 1865s 213446 178872 583.52767 41 152 - 500.57893 - 40.2 1870s 214032 179370 539.41816 49 84 - 500.58647 - 40.2 1875s 214653 179920 561.30146 83 92 - 500.61656 - 40.2 1880s 215414 180596 633.14506 84 104 - 500.63982 - 40.1 1885s 216141 181174 566.90585 43 127 - 500.66343 - 40.1 1890s 216833 181742 512.01409 31 125 - 500.66667 - 40.1 1895s 217533 182313 540.88528 48 116 - 500.68007 - 40.1 1900s 218298 182956 515.01061 31 131 - 500.70414 - 40.0 1905s 218878 183431 infeasible 84 - 500.71443 - 40.0 1910s 219467 183928 637.81989 161 65 - 500.72908 - 40.0 1915s 220064 184429 529.41421 33 129 - 500.75000 - 40.0 1920s 220801 185073 555.53225 75 105 - 500.75617 - 40.0 1925s 221649 185810 632.04252 109 77 - 500.77112 - 40.0 1930s 222431 186492 infeasible 124 - 500.79548 - 40.0 1935s 223301 187224 565.18038 32 121 - 500.82158 - 39.9 1940s 223845 187701 611.50952 100 90 - 500.83238 - 39.9 1945s 224360 188146 602.71553 96 89 - 500.84291 - 39.9 1950s 224838 188534 512.88173 40 113 - 500.84515 - 39.9 1955s 225682 189301 infeasible 84 - 500.84824 - 39.9 1960s 226360 189871 519.89867 35 141 - 500.86684 - 39.9 1965s 226945 190342 548.49320 36 125 - 500.87935 - 39.9 1970s 227516 190823 infeasible 110 - 500.89143 - 39.9 1975s 228077 191306 658.10248 118 121 - 500.89973 - 39.9 1980s 228686 191816 707.04234 156 111 - 500.91691 - 39.9 1985s 229219 192274 infeasible 43 - 500.93593 - 39.9 1990s 229793 192758 632.27265 141 70 - 500.95787 - 39.9 1995s 230373 193220 552.29665 90 67 - 500.98439 - 39.9 2000s 230969 193712 570.53054 61 130 - 501.00000 - 39.9 2005s 231500 194176 infeasible 36 - 501.00412 - 39.9 2010s 231894 194493 541.30818 33 132 - 501.02754 - 40.0 2015s 232378 194891 503.94100 23 140 - 501.04038 - 40.0 2020s 232938 195361 infeasible 83 - 501.05145 - 40.0 2025s 233635 195997 686.86988 172 86 - 501.06216 - 40.0 2030s 234315 196559 593.31472 82 104 - 501.07034 - 40.0 2035s 234800 196918 infeasible 51 - 501.09074 - 40.0 2040s 235586 197588 544.87583 52 100 - 501.10569 - 40.0 2045s 236261 198128 696.65252 159 76 - 501.10625 - 40.0 2050s 236887 198598 566.49046 33 144 - 501.12109 - 40.0 2055s 237504 199097 526.18788 38 95 - 501.13829 - 40.0 2060s 238272 199734 512.45397 34 114 - 501.14336 - 39.9 2065s 238756 200139 560.65328 66 93 - 501.15723 - 40.0 2070s 239515 200800 588.32175 72 80 - 501.18788 - 39.9 2075s 240219 201406 619.65077 146 56 - 501.18788 - 39.9 2080s 240915 202004 501.52754 28 116 - 501.19917 - 39.9 2085s 241571 202581 548.20570 29 140 - 501.20614 - 39.9 2090s 242244 203126 588.72555 52 133 - 501.21560 - 39.9 2095s 242696 203515 infeasible 126 - 501.22698 - 39.9 2100s 243302 204002 563.38884 60 71 - 501.26025 - 39.9 2105s 244260 204825 566.53487 118 74 - 501.28197 - 39.8 2110s 244897 205350 610.24571 43 102 - 501.32030 - 39.8 2115s 245358 205757 544.17278 58 120 - 501.32926 - 39.9 2120s 246049 206369 519.35372 29 114 - 501.35172 - 39.8 2125s 246750 206994 601.33415 111 47 - 501.36339 - 39.8 2130s 247377 207545 558.23202 50 141 - 501.37797 - 39.8 2135s 247740 207836 505.71418 26 126 - 501.38553 - 39.9 2140s 248258 208242 539.40000 37 107 - 501.39533 - 39.9 2145s 249010 208879 infeasible 53 - 501.41360 - 39.9 2150s 249763 209518 517.29368 33 129 - 501.42404 - 39.8 2155s 250374 210047 infeasible 55 - 501.43224 - 39.8 2160s 251083 210623 538.97397 33 138 - 501.45500 - 39.8 2165s 251552 211000 507.78692 30 125 - 501.46439 - 39.8 2170s 252227 211556 551.06848 30 82 - 501.49106 - 39.8 2175s 252929 212184 621.16489 104 106 - 501.50000 - 39.8 2180s 253473 212603 530.85501 34 132 - 501.51613 - 39.8 2185s 254140 213200 628.62143 148 111 - 501.52691 - 39.8 2190s 254834 213767 573.92975 86 110 - 501.52754 - 39.8 2195s 255232 214087 619.72899 118 77 - 501.54112 - 39.8 2200s 255974 214683 663.29231 48 107 - 501.54411 - 39.8 2205s 256608 215213 589.28703 124 72 - 501.54931 - 39.8 2210s 257426 215899 640.39680 47 134 - 501.56491 - 39.8 2215s 258063 216451 592.22865 120 108 - 501.57395 - 39.8 2220s 258674 216944 613.04815 94 104 - 501.58537 - 39.8 2225s 259373 217531 553.38654 44 123 - 501.61377 - 39.8 2230s 260112 218168 576.23256 57 85 - 501.62013 - 39.7 2235s 260691 218649 671.07718 148 81 - 501.62554 - 39.8 2240s 261399 219242 606.71208 81 91 - 501.63001 - 39.7 2245s 262000 219725 550.80490 38 89 - 501.63462 - 39.7 2250s 262772 220383 508.48493 43 109 - 501.66879 - 39.7 2255s 263573 221055 508.56730 34 129 - 501.69982 - 39.7 2260s 264235 221599 infeasible 140 - 501.71000 - 39.7 2265s 264822 222090 581.15345 51 108 - 501.72468 - 39.7 2270s 265505 222659 568.73594 39 121 - 501.73380 - 39.7 2275s 265878 222972 594.10654 69 99 - 501.73490 - 39.7 2280s 266468 223419 592.11971 70 69 - 501.74328 - 39.7 2285s 267161 224001 558.21200 51 95 - 501.75000 - 39.7 2290s 267624 224378 576.36249 51 113 - 501.77558 - 39.7 2295s 268153 224809 586.40789 44 127 - 501.78372 - 39.7 2300s 268768 225317 551.53262 83 91 - 501.78857 - 39.7 2305s 269451 225905 687.50167 142 94 - 501.81572 - 39.7 2310s 269977 226310 593.58394 39 85 - 501.82201 - 39.7 2315s 270442 226717 659.11964 144 47 - 501.83333 - 39.7 2320s 271293 227458 563.47873 54 123 - 501.83873 - 39.7 2325s 272105 228172 524.12244 44 89 - 501.86619 - 39.7 2330s 272563 228534 540.05382 35 148 - 501.87089 - 39.7 2335s 273208 229081 infeasible 89 - 501.88324 - 39.7 2340s 273831 229618 588.44413 113 124 - 501.92075 - 39.7 2345s 274373 230059 517.41163 36 118 - 501.92703 - 39.7 2350s 275115 230681 infeasible 125 - 501.94876 - 39.7 2355s 275605 231083 505.03512 23 138 - 501.95412 - 39.7 2360s 276225 231623 601.52725 97 108 - 501.98255 - 39.7 2365s 276737 231978 545.84461 94 79 - 502.00000 - 39.7 2370s 277482 232642 658.81813 136 86 - 502.01198 - 39.7 2375s 278091 233119 622.03046 123 86 - 502.03442 - 39.7 2380s 278431 233405 697.25485 120 83 - 502.04223 - 39.7 2385s 278933 233789 542.64036 34 128 - 502.04980 - 39.7 2390s 279407 234185 534.94725 28 131 - 502.06341 - 39.7 2395s 279899 234583 537.44389 51 67 - 502.06848 - 39.8 2400s 280535 235127 607.51335 50 124 - 502.08333 - 39.8 2405s 281153 235660 517.76823 31 132 - 502.09753 - 39.8 2410s 281900 236335 628.44486 114 60 - 502.10768 - 39.7 2415s 282397 236696 561.07106 47 128 - 502.11538 - 39.7 2420s 283117 237320 553.91342 55 83 - 502.13578 - 39.7 2425s 283765 237869 infeasible 171 - 502.14580 - 39.7 2430s 284587 238554 519.66667 33 158 - 502.16098 - 39.7 2435s 285280 239157 586.66833 74 117 - 502.16960 - 39.7 2440s 285960 239721 infeasible 102 - 502.17874 - 39.7 2445s 286590 240300 infeasible 191 - 502.18788 - 39.6 2450s 287411 240992 640.11473 179 101 - 502.18788 - 39.6 2455s 288019 241483 545.41463 31 151 - 502.19673 - 39.6 2460s 288656 242039 593.83958 142 75 - 502.20455 - 39.6 2465s 289452 242685 564.86016 45 165 - 502.22674 - 39.6 2470s 290247 243390 infeasible 162 - 502.23884 - 39.6 2475s 290903 243927 589.50000 57 108 - 502.25644 - 39.6 2480s 291489 244450 529.50089 47 115 - 502.26848 - 39.6 2485s 292081 244944 602.13753 67 148 - 502.29811 - 39.6 2490s 292678 245452 524.75000 42 137 - 502.33088 - 39.6 2495s 293042 245748 651.14352 112 98 - 502.33333 - 39.6 2500s 293761 246372 infeasible 171 - 502.34029 - 39.6 2505s 294197 246716 577.92500 65 131 - 502.35335 - 39.6 2510s 294658 247104 629.72681 134 93 - 502.35573 - 39.6 2515s 295385 247722 676.35795 172 59 - 502.36190 - 39.6 2520s 296007 248262 556.23471 58 75 - 502.37729 - 39.6 2525s 296458 248634 571.52927 38 123 - 502.40052 - 39.6 2530s 296917 249038 651.57536 163 80 - 502.40819 - 39.6 2535s 297669 249656 655.78213 27 139 - 502.42710 - 39.6 2540s 298312 250219 infeasible 88 - 502.45455 - 39.6 2545s 298996 250763 536.59768 30 148 - 502.46653 - 39.6 2550s 299756 251429 600.19331 78 56 - 502.47953 - 39.6 2555s 300260 251851 524.85830 46 113 - 502.49441 - 39.6 2560s 301094 252582 584.04775 92 71 - 502.50000 - 39.6 2565s 301473 252867 infeasible 77 - 502.50056 - 39.6 2570s 302103 253372 589.42982 36 85 - 502.52447 - 39.6 2575s 302784 253963 583.03787 58 96 - 502.53355 - 39.6 2580s 303193 254292 563.84235 40 115 - 502.54508 - 39.6 2585s 303746 254743 619.72727 93 100 - 502.54968 - 39.6 2590s 304245 255137 560.94790 46 138 - 502.55869 - 39.6 2595s 304949 255725 626.16100 139 77 - 502.56540 - 39.6 2600s 305614 256287 630.21318 102 81 - 502.57393 - 39.6 2605s 306108 256670 574.49568 50 65 - 502.59508 - 39.6 2610s 306710 257192 521.69195 34 123 - 502.61304 - 39.6 2615s 307519 257855 671.77632 129 94 - 502.62437 - 39.6 2620s 308299 258532 697.58401 155 90 - 502.62865 - 39.6 2625s 308971 259076 550.38051 56 79 - 502.63997 - 39.6 2630s 309587 259583 infeasible 46 - 502.65125 - 39.6 2635s 310141 260044 infeasible 110 - 502.66563 - 39.6 2640s 310944 260752 624.01481 135 41 - 502.67452 - 39.5 2645s 311718 261424 611.33081 132 75 - 502.68366 - 39.5 2650s 312476 262037 557.25466 49 98 - 502.69046 - 39.5 2655s 312994 262463 624.94537 122 65 - 502.69163 - 39.5 2660s 313677 263017 552.49888 38 130 - 502.69744 - 39.5 2665s 314298 263523 556.88819 41 114 - 502.70768 - 39.5 2670s 314876 263986 infeasible 104 - 502.71694 - 39.5 2675s 315638 264664 551.20832 65 97 - 502.73378 - 39.5 2680s 316215 265144 531.14326 31 128 - 502.75325 - 39.5 2685s 316841 265649 515.09372 42 130 - 502.76474 - 39.5 2690s 317554 266216 562.49388 49 76 - 502.77942 - 39.4 2695s 318513 267058 617.04062 57 100 - 502.79356 - 39.4 2700s 319168 267600 612.96730 147 57 - 502.80000 - 39.4 2705s 319871 268195 600.93113 109 74 - 502.80439 - 39.4 2710s 320530 268758 infeasible 122 - 502.82575 - 39.4 2715s 321218 269349 538.52885 37 121 - 502.83366 - 39.3 2720s 321763 269816 599.78489 105 107 - 502.84519 - 39.4 2725s 322197 270160 539.15325 39 130 - 502.85649 - 39.4 2730s 322751 270636 infeasible 116 - 502.86087 - 39.4 2735s 323395 271191 644.17396 69 91 - 502.87373 - 39.4 2740s 324093 271793 627.74844 130 67 - 502.88691 - 39.3 2745s 324625 272211 516.20032 31 184 - 502.88905 - 39.4 2750s 325153 272646 588.64599 42 116 - 502.89152 - 39.4 2755s 325816 273164 633.66656 82 126 - 502.90254 - 39.4 2760s 326186 273460 596.10216 129 79 - 502.90830 - 39.4 2765s 326884 274038 581.71641 95 100 - 502.91510 - 39.4 2770s 327536 274585 543.17954 41 128 - 502.92357 - 39.4 2775s 328174 275128 528.28954 43 115 - 502.93080 - 39.4 2780s 328757 275633 671.66801 87 83 - 502.94622 - 39.4 2785s 329123 275907 579.86446 38 141 - 502.95264 - 39.4 2790s 329725 276411 512.66067 44 124 - 502.95679 - 39.4 2795s 330464 277041 583.61237 90 89 - 502.96668 - 39.4 2800s 331122 277593 525.11177 41 141 - 502.98085 - 39.4 2805s 331853 278248 615.88995 167 65 - 502.98913 - 39.4 2810s 332482 278746 696.02611 127 64 - 503.00000 - 39.4 2815s 333010 279181 627.70462 97 97 - 503.00000 - 39.4 2820s 333706 279762 557.10705 65 115 - 503.01010 - 39.4 2825s 334154 280105 639.99021 73 118 - 503.03136 - 39.4 2830s 334748 280609 576.22168 50 119 - 503.04155 - 39.4 2835s 335258 281051 602.59703 66 147 - 503.04567 - 39.4 2840s 335700 281383 547.17459 45 130 - 503.05628 - 39.4 2845s 336431 282013 513.55799 27 130 - 503.06826 - 39.4 2850s 337100 282596 508.14079 26 141 - 503.06983 - 39.4 2855s 337788 283182 747.07577 144 84 - 503.07370 - 39.4 2860s 338496 283791 667.80624 128 67 - 503.08233 - 39.4 2865s 339233 284403 513.19572 33 133 - 503.09881 - 39.3 2870s 339684 284769 605.18848 46 139 - 503.10321 - 39.4 2875s 340348 285343 552.03018 34 129 - 503.11874 - 39.4 2880s 341109 285959 597.06759 49 149 - 503.12692 - 39.3 2885s 341731 286501 579.75254 40 97 - 503.13405 - 39.3 2890s 342251 286958 733.24360 121 94 - 503.13507 - 39.3 2895s 343074 287698 636.88911 172 64 - 503.14309 - 39.3 2900s 343793 288261 520.68253 25 154 - 503.14798 - 39.3 2905s 344400 288802 infeasible 154 - 503.15798 - 39.3 2910s 345153 289437 622.11940 119 86 - 503.16422 - 39.3 2915s 346029 290196 583.40150 44 107 - 503.17408 - 39.2 2920s 346543 290624 645.25820 108 89 - 503.17862 - 39.3 2925s 347061 291006 535.28320 37 123 - 503.18354 - 39.3 2930s 347713 291572 557.85455 36 98 - 503.18788 - 39.3 2935s 348532 292290 infeasible 147 - 503.19627 - 39.2 2940s 348983 292678 556.83872 44 101 - 503.21579 - 39.3 2945s 349537 293146 614.63288 103 68 - 503.24051 - 39.3 2950s 350305 293849 653.92344 137 91 - 503.24679 - 39.2 2955s 350825 294281 592.62147 43 125 - 503.25000 - 39.3 2960s 351337 294705 653.89296 122 112 - 503.25536 - 39.3 2965s 352051 295261 557.56952 36 143 - 503.28098 - 39.3 2970s 352687 295817 586.62483 152 44 - 503.29560 - 39.3 2975s 353352 296389 infeasible 131 - 503.31622 - 39.2 2980s 353804 296755 568.52277 41 126 - 503.32411 - 39.3 2985s 354365 297226 642.57887 153 65 - 503.32800 - 39.3 2990s 354966 297691 infeasible 105 - 503.33333 - 39.3 2995s 355670 298283 626.94849 148 77 - 503.35424 - 39.3 3000s 356418 298905 566.12172 39 124 - 503.36625 - 39.2 3005s 357155 299557 667.58861 132 51 - 503.37500 - 39.2 3010s 357622 299935 554.18788 32 91 - 503.38741 - 39.2 3015s 358223 300420 507.76511 33 135 - 503.40000 - 39.2 3020s 358709 300857 infeasible 156 - 503.40855 - 39.2 3025s 359667 301665 589.38133 95 89 - 503.41436 - 39.2 3030s 360147 302025 593.15056 54 127 - 503.42226 - 39.2 3035s 360883 302628 infeasible 83 - 503.43589 - 39.2 3040s 361252 302911 551.99388 44 123 - 503.44000 - 39.2 3045s 361828 303404 infeasible 135 - 503.45348 - 39.2 3050s 362540 304002 549.97753 71 113 - 503.47567 - 39.2 3055s 363337 304697 549.46330 41 125 - 503.50000 - 39.2 3060s 363975 305253 infeasible 76 - 503.50000 - 39.2 3065s 364483 305652 infeasible 68 - 503.50328 - 39.2 3070s 364871 305951 532.03917 42 128 - 503.50761 - 39.2 3075s 365055 306061 infeasible 70 - 503.50804 - 39.3 3080s 365578 306498 554.58576 81 105 - 503.52493 - 39.3 3085s 366111 306951 528.85071 37 129 - 503.52819 - 39.3 3090s 366587 307327 570.63265 50 106 - 503.53846 - 39.3 3095s 367178 307842 570.47145 134 73 - 503.54112 - 39.3 3100s 367819 308393 581.73858 58 98 - 503.55048 - 39.3 3105s 368690 309137 545.21388 43 149 - 503.56758 - 39.3 3110s 369357 309719 738.81730 140 69 - 503.57132 - 39.3 3115s 370107 310342 563.45847 64 125 - 503.58801 - 39.3 3120s 370958 311108 567.79338 47 62 - 503.60072 - 39.2 3125s 371767 311781 586.08693 167 88 - 503.61059 - 39.2 3130s 372469 312355 518.86500 24 149 - 503.62149 - 39.2 3135s 372991 312802 566.09092 48 106 - 503.62782 - 39.2 3140s 373554 313306 639.87365 116 64 - 503.63350 - 39.2 3145s 373988 313686 639.56661 90 136 - 503.63763 - 39.2 3150s 374872 314430 504.33926 33 134 - 503.64601 - 39.2 3155s 375277 314775 539.66754 47 132 - 503.65470 - 39.2 3160s 375682 315112 625.85352 78 68 - 503.66307 - 39.3 3165s 376391 315697 560.16106 49 121 - 503.66667 - 39.2 3170s 377008 316234 567.11740 102 120 - 503.66667 - 39.2 3175s 377702 316810 706.37854 125 75 - 503.66946 - 39.2 3180s 378389 317373 537.68788 32 96 - 503.68192 - 39.2 3185s 379137 318011 595.68575 159 74 - 503.68770 - 39.2 3190s 379605 318382 544.35532 33 120 - 503.69838 - 39.2 3195s 380139 318845 576.95007 65 110 - 503.70084 - 39.2 3200s 380806 319407 518.84973 45 113 - 503.70524 - 39.2 3205s 381732 320148 562.16551 48 132 - 503.71119 - 39.2 3210s 382608 320905 infeasible 241 - 503.71720 - 39.2 3215s 383287 321483 518.81177 25 137 - 503.72869 - 39.2 3220s 383944 322071 632.95304 119 67 - 503.73034 - 39.2 3225s 384305 322324 infeasible 39 - 503.73913 - 39.2 3230s 385003 322921 627.62272 182 33 - 503.74105 - 39.2 3235s 385511 323340 637.71089 119 88 - 503.75000 - 39.2 3240s 386279 323982 infeasible 116 - 503.75407 - 39.2 3245s 386870 324473 infeasible 75 - 503.76491 - 39.2 3250s 387374 324842 541.00000 42 95 - 503.78282 - 39.2 3255s 387842 325236 infeasible 46 - 503.79026 - 39.2 3260s 388395 325700 574.16678 59 95 - 503.79602 - 39.2 3265s 389197 326366 infeasible 142 - 503.81116 - 39.2 3270s 389875 326959 589.60055 41 130 - 503.82224 - 39.2 3275s 390619 327593 569.20032 95 74 - 503.83076 - 39.2 3280s 391248 328125 692.79239 124 87 - 503.83615 - 39.2 3285s 392171 328919 601.63083 104 60 - 503.85455 - 39.1 3290s 392977 329538 571.75478 25 122 - 503.86498 - 39.1 3295s 393736 330173 infeasible 150 - 503.86997 - 39.1 3300s 394519 330807 infeasible 81 - 503.88900 - 39.1 3305s 395149 331364 515.18855 37 118 - 503.90805 - 39.1 3310s 395883 331994 infeasible 139 - 503.91098 - 39.1 3315s 396638 332653 534.11394 56 90 - 503.91993 - 39.0 3320s 397202 333141 548.29665 47 53 - 503.92780 - 39.0 3325s 397991 333828 567.79958 55 105 - 503.93405 - 39.0 3330s 398661 334368 516.01886 31 126 - 503.94100 - 39.0 3335s 399369 334999 636.99143 93 85 - 503.94265 - 39.0 3340s 400128 335666 541.71243 26 163 - 503.95624 - 39.0 3345s 400804 336277 605.51387 136 86 - 503.96372 - 39.0 3350s 401625 336945 549.19231 71 49 - 503.96984 - 39.0 3355s 402110 337348 614.82757 33 135 - 503.98933 - 39.0 3360s 402651 337835 546.06938 59 124 - 503.99553 - 39.0 3365s 403145 338191 550.69169 52 130 - 504.00000 - 39.0 3370s 403946 338851 511.43788 35 103 - 504.00281 - 39.0 3375s 404445 339260 556.48964 45 89 - 504.00950 - 39.0 3380s 404942 339645 infeasible 118 - 504.01517 - 39.0 3385s 405456 340079 543.17390 45 108 - 504.02740 - 39.0 3390s 406056 340614 632.15628 42 114 - 504.03155 - 39.0 3395s 406776 341224 535.51981 75 54 - 504.04396 - 39.0 3400s 407335 341697 infeasible 117 - 504.04479 - 39.0 3405s 408000 342274 559.74321 38 136 - 504.05709 - 39.0 3410s 408467 342647 628.03286 78 96 - 504.06503 - 39.0 3415s 408961 343031 infeasible 39 - 504.08690 - 39.0 3420s 409557 343527 578.19851 143 87 - 504.09123 - 39.0 3425s 410179 344005 546.66667 32 128 - 504.10011 - 39.0 3430s 410981 344713 532.22093 66 119 - 504.10345 - 39.0 3435s 411703 345316 656.11997 45 126 - 504.11554 - 39.0 3440s 412273 345764 575.40515 50 99 - 504.12453 - 39.0 3445s 412954 346355 596.82478 146 96 - 504.13426 - 39.0 3450s 413437 346748 562.22443 38 123 - 504.13904 - 39.0 3455s 413826 347089 642.58307 138 90 - 504.14161 - 39.0 3460s 414430 347583 596.43854 84 109 - 504.15345 - 39.0 3465s 415160 348218 687.61477 119 126 - 504.15947 - 39.0 3470s 415749 348696 569.65661 49 136 - 504.16667 - 39.0 3475s 416235 349082 520.97432 36 103 - 504.17366 - 39.0 3480s 416611 349394 611.18788 39 105 - 504.17560 - 39.0 3485s 417229 349960 598.84658 114 68 - 504.17978 - 39.0 3490s 418114 350681 527.01695 38 114 - 504.18658 - 39.0 3495s 418747 351216 infeasible 110 - 504.18788 - 39.0 3500s 419602 351953 infeasible 92 - 504.18913 - 39.0 3505s 420204 352446 579.94096 109 87 - 504.20000 - 39.0 3510s 420987 353098 699.09360 128 61 - 504.20531 - 38.9 3515s 421631 353630 infeasible 37 - 504.20787 - 38.9 3520s 422179 354008 infeasible 36 - 504.21795 - 38.9 3525s 422659 354395 infeasible 170 - 504.22431 - 39.0 3530s 423235 354884 infeasible 37 - 504.23120 - 39.0 3535s 423663 355248 523.73496 37 99 - 504.24124 - 39.0 3540s 424513 355968 infeasible 128 - 504.24901 - 39.0 3545s 425032 356391 603.18788 40 103 - 504.25000 - 39.0 3550s 425499 356812 718.30148 131 71 - 504.25667 - 39.0 3555s 426088 357263 609.95455 138 82 - 504.26618 - 39.0 3560s 426654 357709 infeasible 142 - 504.27544 - 39.0 3565s 427267 358222 519.82143 30 151 - 504.27892 - 39.0 3570s 427886 358749 infeasible 132 - 504.28981 - 39.0 3575s 428562 359330 555.42279 58 104 - 504.30000 - 39.0 3580s 429280 359929 720.31684 155 69 - 504.31414 - 39.0 3585s 430048 360566 507.33333 27 140 - 504.32287 - 38.9 3590s 430589 361013 532.34140 31 113 - 504.32893 - 39.0 3595s Cutting planes: Learned: 22 Gomory: 79 Cover: 586 Implied bound: 327 Clique: 21 MIR: 453 GUB cover: 17 Zero half: 122 Mod-K: 2 Explored 431353 nodes (16800955 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.050000000000e+02, gap -