Gurobi 5.0.1 (linux64) logging started Wed Jan 2 17:26:59 2013 Optimize a model with 10402 rows, 10201 columns and 63493 nonzeros Presolve removed 3495 rows and 4125 columns Presolve time: 0.16s Presolved: 6907 rows, 6076 columns, 38199 nonzeros Variable types: 100 continuous, 5976 integer (5976 binary) Root relaxation: objective 5.789478e+02, 897 iterations, 0.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 578.94777 0 209 - 578.94777 - - 0s 0 0 595.64025 0 204 - 595.64025 - - 0s 0 0 599.88732 0 200 - 599.88732 - - 0s 0 0 600.62770 0 204 - 600.62770 - - 0s 0 0 600.82053 0 222 - 600.82053 - - 1s 0 0 600.99096 0 216 - 600.99096 - - 1s 0 0 601.00997 0 229 - 601.00997 - - 1s 0 0 601.11204 0 189 - 601.11204 - - 1s 0 0 601.11204 0 183 - 601.11204 - - 1s 0 0 601.11204 0 212 - 601.11204 - - 1s 0 0 601.11204 0 208 - 601.11204 - - 2s 0 2 601.11204 0 206 - 601.11204 - - 3s 115 100 638.44899 17 180 - 604.84435 - 35.9 5s 604 454 639.65566 29 196 - 612.00179 - 27.1 15s 607 456 612.00179 4 198 - 612.00179 - 27.0 23s 609 457 634.83174 13 227 - 612.00179 - 26.9 25s 610 458 675.44365 50 205 - 612.00179 - 26.8 31s 611 459 614.17566 7 202 - 612.00179 - 26.8 38s 612 459 662.41588 27 210 - 612.00179 - 26.7 49s 613 460 686.71454 42 204 - 612.00179 - 26.7 57s 616 462 694.40846 29 220 - 612.00179 - 26.6 61s 733 527 630.83305 14 209 - 613.41044 - 35.9 65s 1004 689 683.22133 31 218 - 613.78671 - 37.9 70s 1225 798 651.86398 52 127 - 617.23210 - 40.7 75s 1698 1089 787.44342 239 42 - 617.23210 - 37.3 80s 2128 1334 679.42518 114 69 - 617.30775 - 36.1 85s 2436 1556 657.23923 31 174 - 617.59400 - 37.3 90s 2809 1851 627.87402 29 159 - 617.94556 - 37.0 95s 3369 2351 704.72926 82 66 - 617.94886 - 35.2 100s 3815 2735 663.10009 94 95 - 617.94886 - 34.9 105s 4334 3172 743.88838 120 135 - 617.95138 - 34.5 110s 4853 3625 653.40161 48 179 - 618.25897 - 34.0 115s 5194 3895 631.09449 36 154 - 618.27084 - 34.5 120s 5535 4117 636.50976 43 165 - 618.41005 - 34.8 125s 5840 4298 636.25389 41 169 - 619.01039 - 35.4 130s 6198 4509 621.42793 22 207 - 619.21903 - 35.9 135s 6512 4729 infeasible 42 - 619.49385 - 36.5 140s 6863 5058 infeasible 214 - 619.56682 - 36.6 145s 7110 5214 640.83354 48 178 - 619.89366 - 37.3 150s 7367 5379 637.11337 32 191 - 620.25933 - 38.2 155s 7668 5660 702.87221 203 83 - 620.34820 - 38.4 160s 7938 5869 643.48089 41 216 - 620.45908 - 39.0 165s 8148 5993 645.95465 34 192 - 620.60223 - 39.9 170s 8428 6220 689.06667 104 90 - 620.66830 - 40.1 175s 8759 6492 infeasible 50 - 620.74589 - 40.3 180s 9090 6801 781.34389 207 56 - 620.81548 - 40.1 185s 9574 7227 656.05200 43 185 - 620.92591 - 39.3 190s 9852 7395 633.73964 33 193 - 621.07515 - 39.9 195s 10151 7557 626.41236 40 154 - 621.38543 - 40.2 200s 10476 7837 704.93157 199 88 - 621.42591 - 39.9 205s 10842 8106 676.67036 46 191 - 621.46969 - 39.9 210s 11131 8339 768.68539 147 81 - 621.48179 - 40.2 215s 11446 8550 629.21401 18 216 - 621.51146 - 40.6 220s 11691 8703 infeasible 34 - 621.56688 - 41.1 225s 12017 8871 623.28170 28 205 - 621.62557 - 41.3 230s 12459 9248 716.10337 45 178 - 621.64555 - 41.1 235s 12676 9371 632.74585 32 188 - 621.68522 - 41.7 240s 12927 9519 702.39647 40 205 - 621.81061 - 42.2 245s 13115 9605 infeasible 35 - 621.82061 - 42.7 250s 13335 9715 669.51605 22 213 - 621.84169 - 43.2 255s 13565 9843 675.95995 33 161 - 621.88844 - 43.5 260s 13801 9978 632.55224 37 209 - 622.01308 - 43.9 265s 14050 10144 750.47801 72 103 - 622.02694 - 44.1 270s 14486 10513 infeasible 42 - 622.06131 - 43.8 275s 14745 10667 infeasible 37 - 622.08981 - 44.2 280s 14996 10836 636.10921 35 218 - 622.15725 - 44.4 285s 15209 10944 740.25534 38 193 - 622.16528 - 44.9 290s 15647 11301 infeasible 41 - 622.18039 - 44.5 295s 16029 11524 624.18379 27 195 - 622.28103 - 44.5 300s 16310 11679 infeasible 35 - 622.33835 - 44.8 305s 16623 11848 626.64130 44 139 - 622.46467 - 44.9 310s 17037 12137 647.92086 37 208 - 622.53755 - 44.7 315s 17362 12339 627.83250 21 192 - 622.59806 - 44.8 320s 17573 12460 infeasible 38 - 622.63899 - 45.2 325s 17872 12667 641.40534 47 114 - 622.68905 - 45.2 330s 18123 12832 639.84000 39 194 - 622.71503 - 45.4 335s 18385 12986 infeasible 55 - 622.73354 - 45.6 340s 18663 13246 798.54256 208 96 - 622.73591 - 45.6 345s 18944 13443 infeasible 53 - 622.76346 - 45.5 350s 19232 13645 623.35062 21 174 - 622.79294 - 45.8 355s 19472 13817 695.45970 37 187 - 622.81980 - 46.0 360s 19705 13969 739.85280 86 121 - 622.84129 - 46.3 365s 20070 14241 636.59596 40 188 - 622.93464 - 46.2 370s 20323 14382 635.79762 42 158 - 622.97717 - 46.4 375s 20467 14488 682.38816 66 100 - 622.98737 - 46.6 380s 20775 14722 650.71830 47 183 - 623.04688 - 46.6 385s 21112 14927 infeasible 38 - 623.07539 - 46.7 390s 21440 15134 640.70741 39 189 - 623.10800 - 46.7 395s 21788 15392 infeasible 56 - 623.13561 - 46.6 400s 22159 15659 661.47494 35 203 - 623.18131 - 46.6 405s 22539 15943 646.93979 46 108 - 623.21888 - 46.5 410s 22881 16153 683.25480 31 188 - 623.27093 - 46.6 415s 23168 16338 629.88486 23 208 - 623.33363 - 46.7 420s 23621 16681 659.10549 64 188 - 623.42148 - 46.4 425s 23895 16840 infeasible 46 - 623.47910 - 46.5 430s 24107 16945 684.71411 44 193 - 623.50089 - 46.7 435s 24362 17092 infeasible 67 - 623.53623 - 46.8 440s 24659 17308 634.10949 34 190 - 623.56177 - 46.8 445s 25068 17643 666.31461 63 79 - 623.57787 - 46.7 450s 25391 17839 649.24650 51 143 - 623.58923 - 46.7 455s 25795 18118 640.54745 32 179 - 623.61482 - 46.5 460s 26122 18344 infeasible 58 - 623.67493 - 46.5 465s 26407 18519 659.69895 28 215 - 623.71532 - 46.6 470s 26723 18747 650.56063 55 119 - 623.75974 - 46.7 475s 27168 19096 631.63593 29 173 - 623.82738 - 46.5 480s 27348 19192 infeasible 36 - 623.83896 - 46.7 485s 27622 19361 646.12714 49 114 - 623.88804 - 46.8 490s 28039 19669 639.71569 30 200 - 623.92587 - 46.7 495s 28366 19876 infeasible 34 - 624.01708 - 46.7 500s 28676 20122 739.92945 147 87 - 624.04981 - 46.7 505s 29151 20523 637.29319 33 212 - 624.06613 - 46.4 510s 29468 20754 infeasible 55 - 624.07917 - 46.5 515s 29831 21022 infeasible 50 - 624.11391 - 46.5 520s 30079 21202 658.40134 63 110 - 624.14741 - 46.6 525s 30344 21340 645.91108 52 139 - 624.20175 - 46.7 530s 30603 21511 636.92428 37 178 - 624.24835 - 46.7 535s 31036 21808 638.74868 39 169 - 624.36708 - 46.6 540s 31294 21971 752.73127 82 111 - 624.44218 - 46.7 545s 31671 22267 644.25592 38 122 - 624.46804 - 46.6 550s 32012 22504 infeasible 40 - 624.49820 - 46.6 555s 32376 22760 infeasible 30 - 624.54852 - 46.6 560s 32668 22976 671.76415 29 227 - 624.56871 - 46.7 565s 32874 23134 654.75307 70 125 - 624.58939 - 46.8 570s 33253 23347 643.66637 27 191 - 624.66059 - 46.7 575s 33636 23598 643.67005 34 231 - 624.76953 - 46.7 580s 33960 23827 infeasible 24 - 624.81420 - 46.7 585s 34267 24025 632.87671 25 208 - 624.86747 - 46.7 590s 34584 24248 705.31033 73 127 - 624.89904 - 46.8 595s 34967 24519 infeasible 42 - 624.96793 - 46.7 600s 35265 24693 644.99508 53 114 - 625.02156 - 46.7 605s 35496 24824 661.66563 33 195 - 625.07552 - 46.8 610s 35746 24994 692.83649 43 181 - 625.16121 - 46.9 615s 36021 25166 infeasible 31 - 625.21592 - 46.9 620s 36280 25315 650.27277 44 198 - 625.27240 - 47.0 625s 36503 25398 645.08450 37 223 - 625.28711 - 47.2 630s 36769 25594 727.64542 75 144 - 625.31456 - 47.3 635s 37190 25957 634.99094 42 212 - 625.34106 - 47.0 640s 37502 26153 666.06337 39 155 - 625.36979 - 47.0 645s 37731 26280 721.57372 51 149 - 625.42518 - 47.2 650s 37991 26470 644.46458 22 169 - 625.44422 - 47.2 655s 38177 26598 645.34978 40 207 - 625.46769 - 47.4 660s 38461 26768 648.43089 52 133 - 625.51848 - 47.4 665s 38864 27022 infeasible 50 - 625.55671 - 47.4 670s 39265 27277 665.74765 71 139 - 625.61731 - 47.4 675s 39653 27526 691.73214 59 142 - 625.67156 - 47.3 680s 40036 27757 633.52575 29 210 - 625.74426 - 47.3 685s 40276 27907 648.54672 47 116 - 625.75839 - 47.4 690s 40490 28084 732.51604 92 109 - 625.76789 - 47.5 695s 40805 28355 630.85997 38 208 - 625.78495 - 47.3 751s 40807 28356 716.26864 91 212 - 625.78495 - 47.3 757s 40809 28358 770.65506 141 194 - 625.78495 - 47.3 772s 40810 28358 654.34382 54 207 - 625.78495 - 47.3 781s 40811 28359 716.26864 91 212 - 625.78495 - 47.3 791s 40812 28360 770.65506 141 241 - 625.78495 - 47.3 795s 40814 28361 654.34382 54 248 - 625.78495 - 47.3 802s 40815 28362 649.96770 43 243 - 625.78495 - 47.3 806s 40816 28362 770.65506 141 231 - 625.78495 - 47.3 810s 40818 28364 699.21990 34 248 - 625.78495 - 47.3 817s 40819 28364 770.65506 141 252 - 625.78495 - 47.3 821s 40820 28365 652.33919 41 261 - 625.78495 - 47.3 825s 40822 28366 699.21990 34 195 - 625.78495 - 47.3 839s 40823 28367 649.96770 43 218 - 625.78495 - 47.3 842s 40824 28368 660.19047 49 242 - 625.78495 - 47.3 846s 40825 28368 654.34382 54 226 - 625.78495 - 47.3 850s 40827 28370 639.35782 27 237 - 625.78495 - 47.3 857s 40828 28370 787.15579 230 236 - 625.78495 - 47.3 862s 40829 28371 660.31879 52 237 - 625.78495 - 47.3 865s 40831 28372 739.70147 219 241 - 625.78495 - 47.3 872s 40832 28373 660.31879 52 243 - 625.78495 - 47.3 877s 40833 28374 649.96770 43 243 - 625.78495 - 47.3 880s 40835 28375 670.51729 47 243 - 625.78495 - 47.3 888s 40836 28376 660.31879 52 237 - 625.78495 - 47.3 892s 40837 28376 639.35782 27 238 - 625.78495 - 47.3 895s 40839 28378 820.38305 247 231 - 625.78495 - 47.3 901s 40840 28378 654.34382 54 255 - 625.78495 - 47.3 905s 40842 28380 649.96770 43 249 - 625.78495 - 47.3 911s 40843 28380 820.38305 247 251 - 625.78495 - 47.3 915s 40845 28382 645.02489 55 251 - 625.78495 - 47.3 922s 40846 28382 653.94121 54 251 - 625.78495 - 47.3 925s 40848 28384 638.12997 33 249 - 625.78495 - 47.3 932s 40849 28384 739.70147 219 250 - 625.78495 - 47.3 935s 40851 28386 678.00132 64 247 - 625.78495 - 47.3 944s 40852 28386 638.12997 33 248 - 625.78495 - 47.3 947s 40853 28387 639.35782 27 248 - 625.78495 - 47.3 951s 40854 28388 670.51729 47 249 - 625.78495 - 47.3 955s 40856 28389 820.38305 247 249 - 625.78495 - 47.3 962s 40857 28390 630.85997 38 249 - 625.78495 - 47.3 972s 40860 28394 625.78495 27 264 - 625.78495 - 47.7 975s 40869 28400 625.78495 31 229 - 625.78495 - 47.8 980s 40958 28447 668.83599 74 216 - 625.78495 - 47.9 985s 41079 28518 688.52640 89 168 - 625.78495 - 48.0 990s 41311 28669 757.14607 205 119 - 625.78495 - 48.0 995s 41473 28727 644.14463 35 217 - 625.78495 - 48.2 1000s 41671 28811 627.15071 33 224 - 625.78495 - 48.3 1005s 41816 28878 640.47416 46 231 - 625.88269 - 48.5 1010s 41968 28930 630.68212 38 254 - 626.25431 - 48.7 1015s 42070 28961 634.39205 39 233 - 626.42097 - 49.0 1020s 42169 28997 690.59097 55 242 - 626.63240 - 49.2 1025s 42292 29030 655.14098 46 253 - 626.87246 - 49.5 1030s 42380 29058 672.73033 52 234 - 626.90944 - 49.8 1035s 42506 29104 infeasible 59 - 627.15637 - 50.0 1040s 42608 29123 635.02201 38 233 - 627.60919 - 50.3 1045s 42793 29182 infeasible 53 - 627.90188 - 50.5 1050s 42940 29233 648.89574 61 198 - 628.45749 - 50.7 1055s 43186 29395 761.14530 235 126 - 628.45749 - 50.6 1060s 43388 29431 630.69015 37 217 - 628.63057 - 50.8 1065s 43542 29469 644.89684 40 226 - 628.72331 - 51.0 1070s 43593 29483 635.03375 38 231 - 628.84611 - 51.3 1075s 43814 29548 694.11729 67 223 - 629.10669 - 51.4 1080s 43884 29560 633.49653 33 240 - 629.34254 - 51.7 1085s 44018 29609 647.43381 45 214 - 629.50605 - 51.9 1090s 44148 29659 723.80590 73 169 - 629.66808 - 52.1 1095s 44452 29861 784.57453 284 89 - 629.66808 - 51.9 1100s 44604 29900 695.41151 53 235 - 629.68820 - 52.1 1105s 44794 30002 698.82754 130 163 - 629.75240 - 52.2 1110s 45125 30211 848.07110 330 84 - 629.75240 - 52.1 1115s 45330 30270 652.81172 53 255 - 629.91832 - 52.2 1120s 45451 30306 636.75993 36 222 - 629.99787 - 52.4 1125s 45556 30340 659.98646 39 209 - 630.07224 - 52.7 1130s 45751 30401 654.46237 47 187 - 630.26653 - 52.8 1135s 45838 30420 infeasible 46 - 630.30823 - 53.1 1140s 45928 30435 637.67592 44 248 - 630.33333 - 53.3 1145s 46092 30491 675.63863 58 218 - 630.45145 - 53.4 1150s 46222 30529 712.40838 54 243 - 630.48180 - 53.6 1155s 46368 30590 696.20000 87 132 - 630.51907 - 53.8 1160s 46684 30758 infeasible 51 - 630.57646 - 53.7 1165s 46815 30790 infeasible 83 - 630.66194 - 53.9 1170s 46945 30821 infeasible 73 - 630.77118 - 54.1 1175s 47111 30876 663.14188 46 237 - 630.95501 - 54.2 1180s 47315 30942 724.86746 65 215 - 631.00140 - 54.3 1185s 47631 31117 643.32651 42 266 - 631.03252 - 54.3 1190s 47768 31181 672.83842 61 225 - 631.06995 - 54.5 1195s 48021 31289 705.27765 68 227 - 631.15530 - 54.5 1200s 48209 31333 650.87421 49 196 - 631.21000 - 54.6 1205s 48432 31399 645.00620 38 191 - 631.30996 - 54.7 1210s 48661 31478 640.75016 52 252 - 631.37509 - 54.8 1215s 48843 31554 679.05137 80 147 - 631.39975 - 55.0 1220s 49209 31762 infeasible 66 - 631.40130 - 54.8 1225s 49460 31839 632.96762 37 248 - 631.51332 - 54.9 1230s 49651 31916 733.42142 57 177 - 631.54909 - 55.0 1235s 49850 31980 infeasible 62 - 631.61802 - 55.1 1240s 50160 32181 777.02663 233 138 - 631.62203 - 55.1 1245s 50345 32261 668.97636 43 236 - 631.69796 - 55.2 1250s 50479 32296 infeasible 73 - 631.73339 - 55.4 1255s 50645 32352 648.25008 48 245 - 631.78327 - 55.5 1260s 50883 32423 648.26923 47 232 - 631.78973 - 55.6 1265s 51027 32482 708.24029 79 153 - 631.83235 - 55.7 1270s 51384 32655 681.61290 63 203 - 631.85188 - 55.5 1275s 51552 32689 infeasible 63 - 631.89025 - 55.7 1280s 51715 32727 infeasible 59 - 631.95685 - 55.8 1285s 51895 32837 721.02195 144 70 - 631.97727 - 55.8 1290s 52164 32954 infeasible 72 - 631.98258 - 55.9 1295s 52309 32999 640.30522 46 236 - 632.01829 - 56.0 1300s 52492 33055 infeasible 62 - 632.06247 - 56.1 1305s 52620 33101 640.97906 46 239 - 632.14518 - 56.3 1310s 52817 33147 667.33649 49 247 - 632.18558 - 56.4 1315s 52985 33201 683.55283 58 232 - 632.24759 - 56.6 1320s 53163 33284 692.38765 44 173 - 632.24952 - 56.8 1325s 53306 33338 636.09583 59 216 - 632.27961 - 56.8 1330s 53442 33384 645.60110 54 191 - 632.30480 - 57.0 1335s 53568 33421 698.77111 58 225 - 632.32324 - 57.1 1340s 53715 33436 632.55042 47 248 - 632.35315 - 57.3 1345s 53877 33492 711.11137 79 197 - 632.36219 - 57.3 1350s 54017 33532 716.12840 56 248 - 632.38553 - 57.5 1355s 54206 33568 infeasible 45 - 632.47312 - 57.6 1360s 54286 33601 690.10421 80 162 - 632.48720 - 57.8 1365s 54587 33777 690.30096 72 221 - 632.49085 - 57.7 1370s 54938 33981 845.38318 250 72 - 632.49085 - 57.6 1375s 55091 34011 641.06079 57 216 - 632.53968 - 57.7 1380s 55295 34097 751.20448 102 115 - 632.54702 - 57.8 1385s 55426 34147 720.80000 65 167 - 632.54702 - 57.9 1390s 55775 34377 865.55263 277 76 - 632.54702 - 57.8 1395s 55995 34433 infeasible 70 - 632.57470 - 57.9 1400s 56155 34482 658.01903 56 239 - 632.59952 - 58.0 1405s 56276 34503 652.48637 39 233 - 632.65492 - 58.2 1410s 56461 34566 680.85758 75 247 - 632.69929 - 58.3 1415s 56570 34618 703.74976 86 188 - 632.71594 - 58.4 1420s 56762 34651 644.58851 47 239 - 632.76690 - 58.5 1425s 56949 34681 infeasible 72 - 632.77856 - 58.6 1430s 57093 34733 654.08141 40 198 - 632.79868 - 58.8 1435s 57269 34778 640.96177 42 246 - 632.81606 - 58.9 1440s 57403 34817 infeasible 49 - 632.82863 - 59.0 1445s 57621 34898 infeasible 51 - 632.89327 - 59.1 1450s 57920 35091 747.58989 243 79 - 632.89412 - 59.0 1455s 58224 35195 639.73601 45 196 - 632.91832 - 59.0 1460s 58404 35233 686.51185 57 220 - 632.93006 - 59.1 1465s 58745 35412 718.36975 82 181 - 632.93382 - 59.0 1470s 58947 35516 669.25758 65 239 - 632.94653 - 59.1 1475s 59281 35693 636.54855 47 199 - 632.95712 - 59.0 1480s 59411 35737 650.41850 47 221 - 632.97308 - 59.2 1485s 59473 35760 691.00968 50 209 - 632.97416 - 59.4 1490s 59729 35892 693.02601 38 234 - 633.00000 - 59.4 1495s 59902 36003 727.77826 138 118 - 633.00000 - 59.4 1500s 60067 36074 718.34679 81 218 - 633.00908 - 59.5 1505s 60258 36145 infeasible 62 - 633.02930 - 59.6 1510s 60392 36166 655.48248 43 193 - 633.06352 - 59.7 1515s 60566 36219 725.86920 87 108 - 633.06593 - 59.8 1520s 60841 36340 640.02549 40 206 - 633.08143 - 59.8 1525s 60956 36401 702.64841 82 122 - 633.09020 - 59.9 1530s 61206 36506 641.60757 56 231 - 633.09311 - 59.9 1535s 61317 36553 696.92276 79 239 - 633.10356 - 60.0 1540s 61541 36641 659.46662 43 226 - 633.13173 - 60.1 1545s 61694 36685 703.25783 61 200 - 633.15789 - 60.2 1550s 61830 36724 637.13031 39 254 - 633.18482 - 60.3 1555s 62044 36781 653.45055 55 245 - 633.18979 - 60.3 1560s 62347 36954 709.97718 112 144 - 633.20334 - 60.3 1565s 62689 37072 680.90731 45 232 - 633.21498 - 60.3 1570s 62811 37111 664.19406 49 249 - 633.22645 - 60.4 1575s 63054 37237 700.89680 57 216 - 633.24293 - 60.4 1580s 63271 37319 infeasible 48 - 633.28569 - 60.5 1585s 63408 37369 649.88659 47 224 - 633.29852 - 60.6 1590s 63588 37411 668.43674 57 243 - 633.33333 - 60.7 1595s 63684 37435 696.70957 66 247 - 633.33333 - 60.8 1600s 63832 37463 655.30612 63 239 - 633.37904 - 60.9 1605s 63923 37479 649.06670 42 209 - 633.39747 - 61.1 1610s 64065 37517 infeasible 66 - 633.45404 - 61.2 1615s 64330 37581 645.50473 43 216 - 633.49213 - 61.2 1620s 64468 37613 634.98316 37 216 - 633.49804 - 61.3 1625s 64679 37717 677.85960 75 173 - 633.50000 - 61.3 1630s 64815 37739 663.16151 43 188 - 633.53421 - 61.4 1635s 64994 37804 infeasible 59 - 633.57202 - 61.5 1640s 65140 37859 661.50000 50 242 - 633.58404 - 61.6 1645s 65312 37903 677.58402 47 187 - 633.60165 - 61.7 1650s 65483 37975 infeasible 50 - 633.60807 - 61.8 1655s 65675 38018 infeasible 56 - 633.63181 - 61.9 1660s 66021 38119 infeasible 58 - 633.65869 - 61.8 1665s 66191 38165 648.35727 56 238 - 633.69268 - 61.9 1670s 66374 38220 636.57337 34 230 - 633.70832 - 62.0 1675s 66552 38291 707.15742 98 175 - 633.73412 - 62.0 1680s 66872 38433 764.01598 65 200 - 633.74444 - 62.0 1685s 67037 38495 737.39280 58 244 - 633.75923 - 62.1 1690s 67166 38518 641.43627 58 167 - 633.77328 - 62.2 1695s 67394 38610 694.61184 44 222 - 633.80280 - 62.2 1700s 67635 38683 651.60678 61 243 - 633.82737 - 62.2 1705s 67806 38728 641.42932 47 209 - 633.83749 - 62.3 1710s 68167 38867 668.74245 59 237 - 633.88710 - 62.2 1715s 68460 39010 742.01774 167 65 - 633.88757 - 62.2 1720s 68763 39098 infeasible 70 - 633.90824 - 62.2 1725s 68979 39212 786.15213 153 148 - 633.91440 - 62.2 1730s 69175 39280 679.67660 64 179 - 633.92745 - 62.3 1735s 69470 39451 637.30610 49 199 - 633.93523 - 62.3 1740s 69648 39508 692.79097 52 216 - 633.94764 - 62.4 1745s 69832 39574 645.09200 51 237 - 633.97824 - 62.4 1750s 70005 39633 634.09896 50 215 - 633.98632 - 62.5 1755s 70168 39662 638.72049 40 224 - 634.01040 - 62.5 1760s 70275 39686 infeasible 61 - 634.02830 - 62.7 1765s 70448 39774 769.02061 127 122 - 634.03004 - 62.7 1770s 70627 39840 666.80388 68 164 - 634.04300 - 62.8 1775s 70884 39959 662.15555 53 229 - 634.04826 - 62.8 1780s 71215 40139 672.30769 53 227 - 634.04854 - 62.8 1785s 71348 40176 infeasible 68 - 634.06537 - 62.9 1790s 71454 40203 668.56142 51 228 - 634.07246 - 62.9 1795s 71573 40229 683.30294 47 238 - 634.08365 - 63.1 1800s 71835 40306 678.19406 55 230 - 634.09580 - 63.1 1805s 72035 40357 681.59656 42 224 - 634.11066 - 63.1 1810s 72222 40392 infeasible 65 - 634.12695 - 63.2 1815s 72330 40440 712.11353 96 176 - 634.14053 - 63.3 1820s 72587 40502 infeasible 44 - 634.17520 - 63.2 1825s 72736 40524 infeasible 68 - 634.17792 - 63.3 1830s 72886 40569 705.72169 65 177 - 634.18886 - 63.4 1835s 73286 40797 799.46462 208 82 - 634.19723 - 63.3 1840s 73648 40969 637.07794 51 239 - 634.20667 - 63.1 1845s 73746 40994 infeasible 58 - 634.20853 - 63.3 1850s 73817 41012 657.18827 55 209 - 634.21831 - 63.4 1855s 74028 41084 668.68254 55 206 - 634.22745 - 63.4 1860s 74190 41116 655.03178 61 244 - 634.25406 - 63.5 1865s 74377 41173 644.73925 52 246 - 634.28073 - 63.6 1870s 74604 41306 758.21443 180 92 - 634.28098 - 63.6 1875s 74842 41387 646.66164 46 181 - 634.30201 - 63.6 1880s 75178 41570 636.44905 31 251 - 634.31801 - 63.6 1885s 75294 41619 677.64209 63 231 - 634.33333 - 63.7 1890s 75369 41634 708.72393 59 190 - 634.33333 - 63.9 1895s 75504 41675 668.33333 69 137 - 634.34080 - 63.9 1900s 75882 41883 637.78176 58 214 - 634.35437 - 63.9 1905s 76113 41964 infeasible 45 - 634.36679 - 63.9 1910s 76379 42067 694.04130 62 205 - 634.38156 - 63.9 1915s 76592 42148 692.32513 81 89 - 634.39846 - 63.9 1920s 76839 42275 659.86998 57 210 - 634.39893 - 63.9 1925s 77081 42362 701.80735 42 224 - 634.41530 - 63.9 1930s 77259 42395 637.12923 42 238 - 634.44017 - 64.0 1935s 77560 42565 650.76960 57 227 - 634.44872 - 64.0 1940s 77810 42713 721.52825 113 116 - 634.44890 - 64.0 1945s 78136 42856 638.45717 40 249 - 634.45970 - 64.0 1950s 78289 42912 710.52510 78 170 - 634.46416 - 64.0 1955s 78629 43075 687.94892 43 194 - 634.47925 - 64.0 1960s 78802 43130 660.05769 50 232 - 634.50000 - 64.0 1965s 78909 43153 642.80385 70 201 - 634.50824 - 64.2 1970s 79136 43227 infeasible 92 - 634.52275 - 64.2 1975s 79283 43287 700.41439 73 114 - 634.52583 - 64.3 1980s 79622 43475 862.72546 204 117 - 634.52583 - 64.2 1985s 79712 43491 738.72694 52 220 - 634.53370 - 64.4 1990s 79803 43530 717.43787 87 174 - 634.53517 - 64.5 1995s 80179 43707 infeasible 71 - 634.56577 - 64.4 2000s 80327 43738 infeasible 38 - 634.57874 - 64.5 2005s 80454 43789 infeasible 54 - 634.58709 - 64.5 2010s 80657 43851 infeasible 48 - 634.59973 - 64.6 2015s 80852 43908 infeasible 60 - 634.61525 - 64.6 2020s 81041 43948 665.50070 74 183 - 634.63454 - 64.7 2025s 81178 43993 658.27344 66 194 - 634.64153 - 64.7 2030s 81453 44097 infeasible 62 - 634.65873 - 64.7 2035s 81623 44155 645.83333 54 229 - 634.66738 - 64.7 2040s 81791 44207 662.06748 58 228 - 634.67583 - 64.8 2045s 81934 44246 650.93693 52 238 - 634.68349 - 64.9 2050s 82055 44285 707.39246 89 180 - 634.68735 - 65.0 2055s 82225 44352 667.71600 57 196 - 634.69704 - 65.0 2060s 82511 44491 635.81906 46 197 - 634.70505 - 65.0 2065s 82742 44578 704.38213 98 165 - 634.71249 - 65.0 2070s 83149 44847 812.79372 366 91 - 634.71249 - 64.9 2075s 83365 44926 676.53946 50 245 - 634.72434 - 64.9 2080s 83559 44986 645.71459 54 237 - 634.74246 - 64.9 2085s 83629 45001 646.72702 46 211 - 634.74637 - 65.0 2090s 83851 45091 724.19929 62 234 - 634.75016 - 65.0 2095s 84138 45158 639.31871 53 140 - 634.76738 - 65.0 2100s 84476 45313 657.61180 70 195 - 634.78666 - 65.0 2105s 84702 45374 infeasible 47 - 634.80551 - 65.0 2110s 84878 45425 infeasible 96 - 634.81429 - 65.0 2115s 85059 45472 infeasible 73 - 634.81672 - 65.1 2120s 85219 45487 687.30769 60 245 - 634.84140 - 65.2 2125s 85643 45714 849.70759 327 75 - 634.84140 - 65.0 2130s 85895 45809 681.10581 57 243 - 634.85007 - 65.0 2135s 86107 45933 833.00435 155 131 - 634.85340 - 65.1 2140s 86290 45969 infeasible 44 - 634.86732 - 65.1 2145s 86562 46135 748.01407 222 95 - 634.86732 - 65.1 2150s 86717 46177 665.37729 71 216 - 634.87240 - 65.1 2155s 86864 46228 infeasible 100 - 634.87965 - 65.2 2160s 87023 46279 675.85608 68 241 - 634.88040 - 65.2 2165s 87207 46342 708.52418 72 204 - 634.88346 - 65.3 2170s 87394 46409 638.19925 54 192 - 634.88907 - 65.4 2175s 87622 46488 697.13043 60 210 - 634.90115 - 65.4 2180s 87902 46615 665.88962 64 184 - 634.90476 - 65.3 2185s 88132 46685 666.39192 52 214 - 634.92383 - 65.4 2190s 88347 46782 infeasible 56 - 634.93276 - 65.4 2195s 88451 46803 infeasible 75 - 634.93578 - 65.5 2200s 88646 46875 649.11757 64 208 - 634.94645 - 65.5 2205s 88821 46894 660.12949 66 189 - 634.95291 - 65.6 2210s 89005 46937 648.81287 37 238 - 634.97308 - 65.6 2215s 89225 47012 643.69841 48 207 - 634.98190 - 65.6 2220s 89500 47136 638.41398 49 229 - 634.98812 - 65.6 2225s 89652 47183 667.52739 61 224 - 634.99760 - 65.7 2230s 89808 47229 infeasible 71 - 635.00074 - 65.7 2235s 90025 47268 686.77087 59 200 - 635.01821 - 65.8 2240s 90272 47403 844.21509 198 139 - 635.01821 - 65.8 2245s 90549 47564 822.45411 198 119 - 635.02400 - 65.8 2250s 90890 47698 713.73958 74 247 - 635.03551 - 65.7 2255s 91108 47780 infeasible 84 - 635.05142 - 65.7 2260s 91392 47955 726.77038 221 70 - 635.05157 - 65.7 2265s 91648 48038 661.73031 58 236 - 635.06223 - 65.7 2270s 91809 48097 694.04305 76 153 - 635.06954 - 65.7 2275s 92271 48399 843.39420 364 71 - 635.06954 - 65.5 2280s 92572 48465 infeasible 51 - 635.09279 - 65.4 2285s 92766 48497 647.55413 46 250 - 635.10955 - 65.5 2290s 93025 48647 699.00000 64 159 - 635.11071 - 65.5 2295s 93392 48803 639.93891 46 222 - 635.11639 - 65.4 2300s 93650 48909 656.41780 66 223 - 635.13379 - 65.4 2305s 93807 48939 infeasible 47 - 635.14583 - 65.5 2310s 94038 48999 689.07235 55 213 - 635.15458 - 65.4 2315s 94273 49110 704.85955 123 109 - 635.15767 - 65.5 2320s 94515 49223 725.12777 47 234 - 635.16093 - 65.5 2325s 94635 49271 691.39935 89 133 - 635.16497 - 65.5 2330s 94963 49469 657.78158 56 191 - 635.16711 - 65.5 2335s 95183 49544 732.42365 54 209 - 635.17191 - 65.5 2340s 95463 49695 800.63309 187 100 - 635.17526 - 65.5 2345s 95734 49785 719.77858 56 198 - 635.18618 - 65.4 2350s 95968 49863 infeasible 59 - 635.19424 - 65.4 2355s 96131 49912 infeasible 74 - 635.20304 - 65.5 2360s 96294 49956 650.28676 66 209 - 635.21307 - 65.6 2365s 96486 50065 728.82100 124 107 - 635.21584 - 65.6 2370s 96626 50136 696.22541 77 171 - 635.22045 - 65.7 2375s 96848 50225 637.79049 44 222 - 635.22978 - 65.7 2380s 97082 50320 714.94697 51 224 - 635.24040 - 65.7 2385s 97193 50356 695.95350 68 203 - 635.24730 - 65.7 2390s 97319 50371 infeasible 76 - 635.25923 - 65.8 2395s 97501 50442 734.62519 104 127 - 635.27429 - 65.9 2400s 97967 50682 719.21559 62 164 - 635.27902 - 65.7 2405s 98164 50725 infeasible 47 - 635.28680 - 65.8 2410s 98363 50785 684.08829 78 172 - 635.29730 - 65.8 2415s 98739 50998 infeasible 130 - 635.30239 - 65.7 2420s 99049 51127 688.63274 76 197 - 635.30777 - 65.7 2425s 99453 51394 807.87385 269 73 - 635.30777 - 65.6 2430s 99858 51600 740.19835 124 139 - 635.31293 - 65.5 2435s 100212 51818 664.80299 63 243 - 635.31450 - 65.4 2440s 100396 51890 680.16642 97 140 - 635.32232 - 65.5 2445s 100797 52048 650.51550 52 245 - 635.32822 - 65.4 2450s 100923 52077 728.27239 56 218 - 635.33333 - 65.4 2455s 101166 52195 657.37013 44 260 - 635.33537 - 65.4 2460s 101464 52344 infeasible 77 - 635.33537 - 65.4 2465s 101797 52501 infeasible 183 - 635.33846 - 65.4 2470s 101995 52538 688.10696 70 236 - 635.34825 - 65.4 2475s 102071 52567 infeasible 63 - 635.34862 - 65.5 2480s 102241 52595 674.10494 60 245 - 635.35480 - 65.5 2485s 102355 52625 infeasible 62 - 635.36344 - 65.6 2490s 102772 52837 636.36964 50 170 - 635.37441 - 65.4 2495s 103048 52934 689.33910 57 213 - 635.39694 - 65.4 2500s 103222 52953 643.76870 47 204 - 635.40957 - 65.5 2505s 103444 53031 688.33782 45 200 - 635.41837 - 65.5 2510s 103766 53185 711.30769 50 248 - 635.43085 - 65.4 2515s 104119 53403 853.30596 262 136 - 635.43085 - 65.4 2520s 104409 53551 665.85771 56 218 - 635.43529 - 65.4 2525s 104685 53680 639.46440 55 229 - 635.44107 - 65.3 2530s 104967 53822 698.12997 44 227 - 635.44547 - 65.4 2535s 105090 53842 648.36420 51 235 - 635.44836 - 65.4 2540s 105233 53882 infeasible 52 - 635.45800 - 65.5 2545s 105682 54133 760.54072 331 60 - 635.46217 - 65.3 2550s 106057 54285 642.73227 48 247 - 635.47537 - 65.2 2555s 106184 54343 714.27212 98 80 - 635.47658 - 65.3 2560s 106515 54468 665.53564 61 241 - 635.48087 - 65.2 2565s 106661 54510 infeasible 58 - 635.49576 - 65.3 2570s 106811 54555 695.33370 57 241 - 635.50000 - 65.3 2575s 106931 54584 infeasible 59 - 635.50000 - 65.4 2580s 107178 54630 infeasible 54 - 635.51189 - 65.4 2585s 107373 54714 712.33417 56 191 - 635.51858 - 65.4 2590s 107495 54755 704.02020 90 175 - 635.52579 - 65.5 2595s 107882 54919 926.50409 254 128 - 635.52579 - 65.4 2600s 108098 55007 686.17486 79 196 - 635.53421 - 65.5 2605s 108671 55359 700.17741 45 188 - 635.53432 - 65.3 2610s 108896 55425 637.94118 44 221 - 635.55379 - 65.3 2615s 108937 55430 653.17119 42 196 - 635.55591 - 65.4 2620s 109116 55507 739.47904 68 158 - 635.56176 - 65.4 2625s 109329 55604 693.99563 54 245 - 635.56699 - 65.4 2630s 109548 55661 664.51312 57 234 - 635.57328 - 65.4 2635s 109660 55678 730.40522 64 208 - 635.57972 - 65.5 2640s 110074 55901 832.85348 306 66 - 635.58014 - 65.4 2645s 110304 55955 640.42237 52 168 - 635.58844 - 65.4 2650s 110701 56155 663.07498 78 161 - 635.59237 - 65.3 2655s 111019 56292 806.74231 132 91 - 635.59518 - 65.3 2660s 111299 56406 658.83321 40 237 - 635.59565 - 65.3 2665s 111504 56489 654.84589 53 250 - 635.60019 - 65.3 2670s 111588 56495 infeasible 40 - 635.60302 - 65.4 2675s 111698 56507 740.87743 62 231 - 635.60825 - 65.4 2680s 111843 56541 678.03519 51 181 - 635.61210 - 65.5 2685s 111969 56565 635.77856 64 252 - 635.63026 - 65.6 2690s 112147 56610 646.21833 48 241 - 635.63741 - 65.6 2695s 112363 56685 641.95398 47 236 - 635.64329 - 65.6 2700s 112443 56693 661.66677 43 182 - 635.65341 - 65.7 2705s 112627 56759 infeasible 57 - 635.66190 - 65.7 2710s 112787 56814 708.04442 72 142 - 635.67122 - 65.8 2715s 113051 56943 infeasible 54 - 635.67488 - 65.8 2720s 113221 56984 667.99242 42 253 - 635.69231 - 65.8 2725s 113418 57086 684.21741 54 241 - 635.69503 - 65.8 2730s 113485 57083 infeasible 66 - 635.69503 - 65.9 2735s 113563 57088 652.97176 55 230 - 635.69846 - 66.0 2740s 113720 57133 654.22532 67 204 - 635.70167 - 66.1 2745s 113899 57192 684.82439 53 186 - 635.70359 - 66.1 2750s 114233 57357 701.55800 94 151 - 635.70508 - 66.1 2755s 114485 57459 infeasible 65 - 635.71155 - 66.0 2760s 114730 57560 768.43258 123 98 - 635.72249 - 66.0 2765s 114992 57667 641.48264 46 259 - 635.73106 - 66.0 2770s 115303 57859 822.57175 226 109 - 635.73106 - 66.0 2775s 115444 57883 684.91092 57 219 - 635.73589 - 66.1 2780s 115787 58079 710.02601 55 224 - 635.74172 - 66.0 2785s 116185 58293 642.81696 57 199 - 635.74654 - 66.0 2790s 116310 58327 652.01835 50 239 - 635.75526 - 66.0 2795s 116498 58404 783.20801 98 171 - 635.76007 - 66.0 2800s 116680 58475 700.07180 55 239 - 635.76277 - 66.1 2805s 116912 58599 647.63544 59 204 - 635.76522 - 66.1 2810s 117112 58667 681.10908 55 231 - 635.77324 - 66.1 2815s 117340 58708 650.10032 68 166 - 635.78595 - 66.1 2820s 117503 58755 639.63083 36 197 - 635.79697 - 66.2 2825s 117653 58815 722.97854 78 182 - 635.80728 - 66.2 2830s 117998 59007 694.05851 69 157 - 635.81001 - 66.2 2835s 118177 59039 infeasible 52 - 635.83366 - 66.2 2840s 118565 59200 infeasible 43 - 635.84182 - 66.1 2845s 118730 59235 657.18688 57 210 - 635.84556 - 66.2 2850s 118898 59302 752.36552 100 157 - 635.84945 - 66.2 2855s 119346 59568 818.05910 175 138 - 635.85460 - 66.1 2860s 119564 59637 710.91918 86 134 - 635.86497 - 66.1 2865s 119902 59791 infeasible 79 - 635.86889 - 66.1 2870s 120162 59856 infeasible 52 - 635.88756 - 66.1 2875s 120280 59881 678.44373 51 240 - 635.89086 - 66.1 2880s 120436 59914 699.47339 51 204 - 635.89913 - 66.2 2885s 120576 59956 674.15618 59 183 - 635.90342 - 66.2 2890s 120844 60093 726.18182 53 188 - 635.91154 - 66.2 2895s 120994 60125 infeasible 60 - 635.92079 - 66.3 2900s 121163 60179 655.97795 45 202 - 635.92797 - 66.3 2905s 121376 60256 697.86844 60 233 - 635.93703 - 66.3 2910s 121565 60312 688.50000 62 201 - 635.94043 - 66.3 2915s 121909 60464 infeasible 45 - 635.94414 - 66.3 2920s 122034 60487 726.15661 66 228 - 635.95192 - 66.3 2925s 122140 60507 infeasible 63 - 635.95342 - 66.4 2930s 122267 60528 638.18574 52 225 - 635.96121 - 66.5 2935s 122369 60567 666.96031 56 241 - 635.96644 - 66.5 2940s 122507 60607 671.14286 69 178 - 635.97265 - 66.5 2945s 122845 60778 673.41611 61 183 - 635.97443 - 66.5 2950s 123256 61034 771.46923 236 93 - 635.97443 - 66.4 2955s 123418 61073 infeasible 51 - 635.98748 - 66.5 2960s 123509 61098 741.45406 69 235 - 635.98825 - 66.5 2965s 123700 61146 645.82483 42 268 - 636.00000 - 66.6 2970s 123901 61223 727.08819 72 170 - 636.00033 - 66.6 2975s 124200 61360 694.98579 70 232 - 636.01085 - 66.6 2980s 124386 61419 665.52039 65 209 - 636.02530 - 66.6 2985s 124623 61474 infeasible 63 - 636.02619 - 66.6 2990s 124875 61559 infeasible 60 - 636.03930 - 66.6 2995s 125130 61709 782.90328 189 98 - 636.04134 - 66.6 3000s 125342 61772 710.91490 72 233 - 636.04603 - 66.6 3005s 125492 61814 644.22189 63 137 - 636.05251 - 66.7 3010s 125802 61932 686.32281 76 157 - 636.06780 - 66.6 3015s 126094 62117 661.84908 90 190 - 636.06914 - 66.6 3020s 126445 62442 765.98176 208 109 - 636.07246 - 66.6 3025s 126759 62713 700.13874 76 171 - 636.07462 - 66.5 3030s 126926 62822 733.50281 65 250 - 636.08870 - 66.6 3035s 127084 62910 652.38406 41 198 - 636.10078 - 66.6 3040s 127304 63125 764.02849 190 118 - 636.10078 - 66.6 3045s 127673 63375 687.46666 63 191 - 636.11030 - 66.5 3050s 127889 63522 797.13912 90 160 - 636.11699 - 66.5 3055s 128234 63819 865.61468 183 118 - 636.11925 - 66.5 3060s 128608 64077 648.42806 53 230 - 636.12000 - 66.4 3065s 128813 64246 715.80278 134 153 - 636.13172 - 66.5 3070s 129154 64547 775.26724 169 155 - 636.13810 - 66.4 3075s 129517 64865 754.62944 187 127 - 636.14029 - 66.4 3080s 129845 65087 infeasible 60 - 636.14667 - 66.3 3085s 130037 65208 706.52098 54 242 - 636.15033 - 66.4 3090s 130154 65266 infeasible 53 - 636.15566 - 66.4 3095s 130374 65458 690.96294 94 137 - 636.16127 - 66.4 3100s 130806 65787 690.40566 47 245 - 636.17514 - 66.3 3105s 130997 65917 710.22424 62 176 - 636.18197 - 66.3 3110s 131156 66002 infeasible 54 - 636.19055 - 66.4 3115s 131284 66060 673.68687 60 209 - 636.19406 - 66.4 3120s 131416 66133 750.95086 61 232 - 636.19417 - 66.5 3125s 131565 66212 648.55122 68 226 - 636.20400 - 66.5 3130s 131922 66563 837.98429 294 121 - 636.20400 - 66.4 3135s 132069 66638 infeasible 55 - 636.20557 - 66.5 3140s 132275 66825 738.84964 161 93 - 636.20637 - 66.5 3145s 132483 66921 721.61366 64 202 - 636.21640 - 66.5 3150s 132676 67028 666.62009 52 218 - 636.21937 - 66.5 3155s 132761 67061 671.88274 51 220 - 636.22146 - 66.6 3160s 132871 67150 678.19827 75 164 - 636.22189 - 66.6 3165s 133096 67367 771.03407 141 147 - 636.22189 - 66.7 3170s 133280 67463 infeasible 51 - 636.22942 - 66.7 3175s 133425 67558 infeasible 79 - 636.23487 - 66.7 3180s 133603 67660 645.05670 51 232 - 636.24442 - 66.8 3185s 133734 67724 infeasible 52 - 636.24681 - 66.8 3190s 133906 67834 infeasible 64 - 636.25245 - 66.8 3195s 134092 67964 682.50484 54 240 - 636.25481 - 66.9 3200s 134229 68045 690.22443 57 160 - 636.25833 - 66.9 3205s 134442 68226 674.81513 48 232 - 636.26051 - 66.9 3210s 134762 68484 717.96580 55 229 - 636.26415 - 66.9 3215s 134962 68680 768.21578 177 100 - 636.26415 - 66.9 3220s 135218 68861 673.56473 104 202 - 636.26596 - 66.9 3225s 135424 69008 639.27690 56 178 - 636.27720 - 67.0 3230s 135626 69194 708.05395 142 150 - 636.27834 - 67.0 3235s 135961 69410 641.68586 53 227 - 636.28578 - 66.9 3240s 136101 69500 672.54037 61 197 - 636.30184 - 67.0 3245s 136255 69650 728.57743 114 134 - 636.30184 - 67.0 3250s 136533 69854 infeasible 62 - 636.30750 - 67.0 3255s 136661 69939 711.15272 69 240 - 636.31185 - 67.1 3260s 136771 69998 637.55338 45 227 - 636.32123 - 67.1 3265s 136964 70180 703.75878 131 154 - 636.32321 - 67.1 3270s 137352 70538 696.70929 163 135 - 636.32324 - 67.1 3275s 137542 70694 640.08623 48 228 - 636.32582 - 67.1 3280s 137714 70798 704.38012 48 230 - 636.32927 - 67.2 3285s 137883 70961 747.20005 173 72 - 636.32927 - 67.2 3290s 138071 71078 644.00961 60 206 - 636.33333 - 67.2 3295s 138181 71133 677.01616 55 229 - 636.33811 - 67.2 3300s 138407 71359 852.82978 190 133 - 636.33811 - 67.3 3305s 138566 71442 638.32180 57 198 - 636.34502 - 67.3 3310s 138778 71621 692.09629 142 89 - 636.34739 - 67.3 3315s 138967 71732 695.84468 53 220 - 636.34984 - 67.3 3320s 139086 71793 687.73002 54 224 - 636.35811 - 67.4 3325s 139319 71999 672.08159 57 199 - 636.35934 - 67.4 3330s 139682 72297 647.85958 59 165 - 636.36400 - 67.3 3335s 139871 72404 707.10201 64 198 - 636.37015 - 67.3 3340s 139996 72470 693.53873 60 238 - 636.37512 - 67.4 3345s 140282 72720 676.66358 71 198 - 636.37738 - 67.4 3350s 140619 73021 649.74150 60 211 - 636.38024 - 67.3 3355s 140831 73182 700.26196 40 229 - 636.38554 - 67.4 3360s 140960 73233 648.08502 51 239 - 636.38593 - 67.4 3365s 141143 73352 697.17333 46 208 - 636.39263 - 67.4 3370s 141288 73428 682.19406 38 215 - 636.40002 - 67.5 3375s 141364 73454 646.46072 55 206 - 636.40261 - 67.6 3380s 141555 73567 656.82597 74 202 - 636.41559 - 67.6 3385s 141815 73825 infeasible 214 - 636.41559 - 67.5 3390s 142072 73980 698.12142 72 189 - 636.42343 - 67.5 3395s 142325 74211 690.62066 82 123 - 636.42711 - 67.5 3400s 142513 74315 655.02348 38 197 - 636.44401 - 67.6 3405s 142665 74421 642.14648 48 248 - 636.44764 - 67.6 3410s 142853 74551 681.77068 59 226 - 636.45238 - 67.6 3415s 142956 74609 639.84688 53 185 - 636.45547 - 67.7 3420s 143231 74800 650.50225 37 188 - 636.46241 - 67.7 3425s 143366 74868 697.48971 74 210 - 636.46651 - 67.7 3430s 143631 75116 765.36565 181 150 - 636.46668 - 67.7 3435s 143894 75330 681.30769 39 220 - 636.47425 - 67.7 3440s 144185 75581 infeasible 71 - 636.47433 - 67.6 3445s 144301 75654 658.96550 55 238 - 636.47906 - 67.7 3450s 144420 75726 infeasible 66 - 636.48720 - 67.8 3455s 144516 75763 692.46699 64 224 - 636.49159 - 67.8 3460s 144700 75877 infeasible 61 - 636.49641 - 67.8 3465s 144845 75946 infeasible 49 - 636.50000 - 67.9 3470s 145101 76192 811.80251 198 93 - 636.50000 - 67.9 3475s 145327 76356 642.34455 51 257 - 636.50154 - 67.9 3480s 145528 76494 infeasible 64 - 636.51406 - 67.9 3485s 145620 76549 661.88241 48 232 - 636.52143 - 68.0 3490s 145719 76573 infeasible 49 - 636.52520 - 68.0 3495s 145862 76657 infeasible 71 - 636.52693 - 68.1 3500s 146081 76790 infeasible 79 - 636.53532 - 68.0 3505s 146252 76889 676.42174 73 220 - 636.54992 - 68.1 3510s 146384 76962 infeasible 49 - 636.55297 - 68.1 3515s 146567 77031 703.91820 70 212 - 636.55803 - 68.1 3520s 146797 77172 671.45069 55 232 - 636.56217 - 68.1 3525s 147028 77370 infeasible 167 - 636.56547 - 68.1 3530s 147276 77545 795.70409 138 149 - 636.56968 - 68.1 3535s 147575 77778 661.48573 60 229 - 636.57380 - 68.1 3540s 147666 77829 697.58974 68 212 - 636.57489 - 68.1 3545s 147977 78075 649.84991 63 255 - 636.57627 - 68.1 3550s 148134 78169 681.19406 39 239 - 636.58478 - 68.2 3555s 148361 78359 655.28713 41 243 - 636.58486 - 68.2 3560s 148422 78386 639.23941 54 200 - 636.58986 - 68.2 3565s 148641 78584 748.69538 154 135 - 636.59114 - 68.2 3570s 148873 78763 infeasible 67 - 636.59259 - 68.2 3575s 149012 78863 737.70848 81 157 - 636.59748 - 68.3 3580s 149224 79029 infeasible 77 - 636.60279 - 68.3 3585s 149394 79146 699.51693 57 199 - 636.60592 - 68.3 3590s 149497 79193 706.31518 60 244 - 636.61642 - 68.3 3595s Cutting planes: Learned: 54 Gomory: 64 Cover: 45 Implied bound: 19 Clique: 13 MIR: 906 Flow cover: 26 GUB cover: 50 Zero half: 306 Mod-K: 1 Explored 149610 nodes (10235315 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.370000000000e+02, gap -