Gurobi 5.0.1 (linux64) logging started Thu Dec 27 23:11:47 2012 Optimize a model with 3722 rows, 3721 columns and 17327 nonzeros Presolve removed 1917 rows and 1081 columns Presolve time: 0.07s Presolved: 1805 rows, 2640 columns, 19144 nonzeros Variable types: 60 continuous, 2580 integer (2580 binary) Root relaxation: objective 3.985301e+02, 342 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 398.53009 0 93 - 398.53009 - - 0s 0 0 454.46925 0 96 - 454.46925 - - 0s 0 0 458.04955 0 115 - 458.04955 - - 0s 0 0 458.65568 0 116 - 458.65568 - - 0s 0 0 459.02596 0 111 - 459.02596 - - 0s 0 0 459.02596 0 122 - 459.02596 - - 0s 0 0 459.02596 0 113 - 459.02596 - - 0s 0 0 459.02596 0 113 - 459.02596 - - 0s 0 0 459.02596 0 112 - 459.02596 - - 0s 0 0 459.64308 0 106 - 459.64308 - - 0s 0 0 459.64308 0 114 - 459.64308 - - 0s 0 0 459.64308 0 107 - 459.64308 - - 0s 0 0 459.64308 0 109 - 459.64308 - - 0s 0 0 459.64308 0 102 - 459.64308 - - 0s 0 0 459.64308 0 113 - 459.64308 - - 0s 0 0 459.64308 0 108 - 459.64308 - - 1s 0 2 459.71855 0 108 - 459.71855 - - 1s 610 465 534.42774 70 119 - 473.38323 - 15.4 5s 624 474 592.88913 93 153 - 477.40316 - 15.1 10s 638 484 534.42774 70 158 - 481.27222 - 14.7 15s 650 492 584.30721 87 156 - 484.07025 - 14.5 20s 663 500 484.40505 32 165 - 484.40505 - 14.2 25s 680 513 570.55965 70 159 - 484.40644 - 30.1 30s 1402 849 542.30624 45 85 - 485.45045 - 40.6 35s 2263 1273 588.69885 94 55 - 485.73786 - 41.9 40s 3176 2015 501.70387 39 100 - 486.44459 - 42.3 45s 4150 2876 618.54267 105 65 - 487.09914 - 40.8 50s 5074 3607 553.46394 55 46 - 487.66279 - 41.2 55s 6188 4523 647.63748 106 33 - 488.26274 - 39.5 60s 7363 5467 627.59664 79 78 - 489.01163 - 38.2 65s 8542 6439 842.64407 197 33 - 489.41026 - 37.1 70s 9943 7565 699.24563 73 69 - 489.53846 - 35.3 75s 10860 8279 infeasible 89 - 489.78273 - 35.3 80s 11972 9137 638.36218 112 62 - 490.22008 - 35.1 85s 13193 10113 606.26488 102 62 - 490.50000 - 34.5 90s 14419 11159 761.57879 151 40 - 490.66352 - 34.0 95s 15701 12146 653.34071 59 79 - 490.96316 - 33.5 100s 16950 13190 639.92180 107 69 - 491.11051 - 33.0 105s 18260 14280 507.88863 46 77 - 491.33733 - 32.6 110s 19340 15214 infeasible 160 - 491.40000 - 32.6 115s 20402 16056 715.04241 107 53 - 491.66667 - 32.6 120s 21419 16818 569.83965 55 65 - 491.81440 - 32.6 125s 22594 17723 558.33333 46 67 - 491.94484 - 32.5 130s 23711 18632 506.03845 35 100 - 492.11683 - 32.5 135s 24782 19428 infeasible 111 - 492.25000 - 32.6 140s 25898 20280 607.97786 75 62 - 492.49213 - 32.5 145s 27044 21183 659.08617 105 77 - 492.59748 - 32.5 150s 28159 22105 722.13245 149 48 - 492.72629 - 32.4 155s 29167 22885 579.78979 87 78 - 492.83170 - 32.5 160s 30278 23816 560.24383 85 62 - 492.89172 - 32.5 165s 31291 24603 569.15170 79 70 - 493.00000 - 32.4 170s 32384 25482 783.94960 151 49 - 493.16145 - 32.5 175s 33464 26280 583.88879 55 99 - 493.41600 - 32.5 180s 34702 27200 714.16340 69 57 - 493.49381 - 32.4 185s 35955 28089 586.67391 53 77 - 493.62871 - 32.4 190s 37330 29158 590.76782 70 83 - 493.80627 - 32.2 195s 38604 30187 499.81200 42 74 - 493.86685 - 32.2 200s 39770 31036 620.74703 71 64 - 493.93408 - 32.3 205s 40804 31848 711.07850 116 67 - 494.00000 - 32.3 218s 41215 32153 641.33549 60 89 - 494.02902 - 32.3 220s 42451 33131 604.13318 65 71 - 494.21622 - 32.2 225s 43817 34178 575.57127 52 90 - 494.39189 - 32.2 230s 45023 35012 616.66119 60 77 - 494.50000 - 32.2 235s 46346 35961 498.26911 33 111 - 494.63812 - 32.2 240s 47503 36851 695.51281 130 60 - 494.78870 - 32.3 245s 48791 37722 infeasible 144 - 494.91172 - 32.3 250s 50056 38619 558.34860 56 94 - 495.00000 - 32.4 255s 51133 39482 701.41396 102 89 - 495.10248 - 32.4 260s 52492 40400 665.72979 77 73 - 495.20963 - 32.3 265s 53819 41337 745.57285 99 66 - 495.33333 - 32.3 270s 55102 42243 692.81011 116 70 - 495.40760 - 32.3 275s 56334 43226 666.43629 115 58 - 495.54474 - 32.3 280s 57698 44272 infeasible 89 - 495.62598 - 32.2 285s 58962 45143 infeasible 100 - 495.71434 - 32.3 290s 60207 46113 515.06938 55 76 - 495.79730 - 32.3 295s 61422 47066 667.15974 119 67 - 495.85925 - 32.3 300s 62791 48063 infeasible 106 - 495.97366 - 32.2 305s 64189 49033 642.27644 84 94 - 496.03938 - 32.1 310s 65674 50100 601.26429 61 98 - 496.08696 - 32.0 315s 67003 51040 576.15045 66 58 - 496.17586 - 32.0 320s 68413 52137 564.78147 58 78 - 496.26996 - 32.0 325s 69781 53076 497.18243 37 60 - 496.39080 - 32.0 330s 71236 54193 848.00910 168 53 - 496.43584 - 31.9 335s 72470 54988 792.59819 144 53 - 496.49082 - 31.8 340s 73954 55991 619.94261 64 72 - 496.58004 - 31.8 345s 75308 56918 560.74706 42 99 - 496.62500 - 31.8 350s 76851 58083 infeasible 116 - 496.71429 - 31.7 355s 78401 59272 542.35108 45 75 - 496.79730 - 31.5 360s 79760 60302 595.97756 88 89 - 496.87300 - 31.6 365s 81195 61358 infeasible 99 - 496.95960 - 31.5 370s 82532 62381 669.38910 87 73 - 497.00000 - 31.5 375s 83983 63416 577.54065 55 48 - 497.04219 - 31.4 380s 85352 64434 628.28800 68 94 - 497.15468 - 31.4 385s 86695 65388 587.82565 76 82 - 497.22057 - 31.4 390s 88182 66465 infeasible 79 - 497.31819 - 31.4 395s 89629 67513 660.58017 85 80 - 497.37931 - 31.3 400s 90939 68505 infeasible 125 - 497.41401 - 31.3 405s 92168 69357 infeasible 157 - 497.46487 - 31.3 410s 93603 70414 548.46249 50 84 - 497.53651 - 31.3 415s 94940 71362 558.37667 57 57 - 497.56925 - 31.3 420s 96380 72418 728.96384 121 48 - 497.61057 - 31.3 425s 97945 73555 622.60540 64 69 - 497.65877 - 31.2 430s 99329 74525 549.58459 53 67 - 497.73537 - 31.2 435s 100709 75547 632.82188 81 63 - 497.79054 - 31.2 440s 101995 76427 629.30947 67 87 - 497.85925 - 31.2 445s 103350 77500 546.20485 53 81 - 497.88844 - 31.2 450s 104817 78592 499.79442 33 95 - 497.93894 - 31.2 455s 106333 79684 608.80042 55 81 - 498.00000 - 31.1 460s 107797 80634 550.52791 67 75 - 498.02102 - 31.1 465s 109068 81558 507.39544 46 86 - 498.05682 - 31.1 470s 110386 82537 551.10332 59 75 - 498.15238 - 31.1 475s 111664 83516 699.26265 104 54 - 498.17568 - 31.1 480s 113011 84592 787.99958 140 50 - 498.18711 - 31.1 485s 114341 85570 551.90125 62 61 - 498.23600 - 31.1 490s 115628 86496 infeasible 99 - 498.29547 - 31.1 495s 116934 87428 701.94191 81 70 - 498.35294 - 31.1 500s 118444 88523 714.17754 90 22 - 498.39189 - 31.1 505s 119640 89369 676.18343 73 91 - 498.42328 - 31.1 510s 121046 90355 660.11890 60 62 - 498.48377 - 31.1 515s 122386 91322 635.68423 91 32 - 498.51351 - 31.1 520s 123629 92225 infeasible 82 - 498.55104 - 31.1 525s 125102 93273 infeasible 116 - 498.58784 - 31.1 530s 126464 94330 617.36768 116 48 - 498.61253 - 31.1 535s 127864 95392 infeasible 118 - 498.64948 - 31.1 540s 129222 96367 716.51545 117 79 - 498.69100 - 31.1 545s 130770 97485 761.13122 139 61 - 498.72324 - 31.0 550s 132157 98470 609.51457 81 46 - 498.76637 - 31.0 555s 133449 99371 infeasible 93 - 498.78378 - 31.0 560s 134969 100384 550.40135 56 102 - 498.80000 - 31.0 565s 136368 101388 519.36081 55 74 - 498.83000 - 31.0 570s 137907 102521 895.21180 149 49 - 498.87778 - 31.0 575s 139252 103497 infeasible 70 - 498.91952 - 31.0 580s 140553 104478 607.99857 93 88 - 498.93429 - 31.0 585s 141934 105528 609.37061 66 82 - 498.97297 - 31.0 590s 143223 106554 579.06442 53 66 - 498.99634 - 30.9 595s 144568 107520 508.29865 52 76 - 499.01246 - 31.0 600s 145929 108484 infeasible 152 - 499.05278 - 31.0 605s 147441 109646 812.55568 117 85 - 499.09236 - 30.9 610s 148816 110636 698.61915 99 53 - 499.13573 - 30.9 615s 150109 111610 519.52041 55 55 - 499.18050 - 31.0 620s 151355 112499 651.01984 67 87 - 499.20833 - 31.0 625s 152529 113312 506.37717 46 72 - 499.24144 - 31.0 630s 153690 114159 698.28354 105 78 - 499.27621 - 31.0 635s 155031 115080 664.66120 88 68 - 499.29326 - 31.0 640s 156500 116206 549.58192 46 94 - 499.32958 - 31.0 645s 157972 117210 630.60737 60 60 - 499.34956 - 31.0 650s 159398 118263 515.74634 50 95 - 499.38279 - 31.0 655s 160696 119217 589.81620 59 85 - 499.39865 - 31.0 660s 162269 120339 686.42133 98 56 - 499.42029 - 30.9 665s 163564 121309 575.19578 87 72 - 499.45633 - 30.9 670s 165095 122405 762.25916 152 40 - 499.50000 - 30.9 675s 166471 123412 infeasible 91 - 499.51950 - 30.9 680s 167915 124446 519.10170 37 111 - 499.54351 - 30.9 685s 169450 125615 672.72176 111 71 - 499.58489 - 30.9 690s 170853 126653 518.93889 66 67 - 499.59540 - 30.9 695s 172360 127808 722.50028 147 66 - 499.61753 - 30.9 700s 173661 128739 638.60217 93 75 - 499.62410 - 30.8 705s 174998 129725 577.05995 53 48 - 499.67399 - 30.8 710s 176469 130830 827.95551 118 48 - 499.69565 - 30.8 715s 177926 131899 503.75251 42 119 - 499.71371 - 30.8 720s 179363 133002 infeasible 81 - 499.73378 - 30.8 725s 180815 134076 500.01996 41 69 - 499.78041 - 30.8 730s 182256 135140 616.73484 79 46 - 499.80286 - 30.8 735s 183562 136107 506.79054 45 45 - 499.83706 - 30.8 740s 184821 137043 643.46855 75 73 - 499.85315 - 30.8 745s 186150 138064 861.44381 148 50 - 499.87633 - 30.8 750s 187552 139058 691.95408 126 72 - 499.89623 - 30.8 755s 188691 139711 544.20304 64 67 - 499.91454 - 30.8 760s 190118 140845 668.35619 95 68 - 499.94108 - 30.8 765s 191804 142105 705.68185 120 69 - 499.97684 - 30.8 770s 193150 143032 530.34088 52 79 - 499.98649 - 30.8 775s 194422 143907 630.70815 89 30 - 499.99324 - 30.8 780s 195947 144916 infeasible 101 - 500.00000 - 30.8 785s 197548 146107 847.89583 178 59 - 500.00000 - 30.8 790s 198759 146969 677.91240 73 56 - 500.02139 - 30.8 795s 200194 148121 infeasible 107 - 500.03135 - 30.8 800s 201607 149207 942.53606 229 44 - 500.04194 - 30.8 805s 202994 150210 infeasible 86 - 500.07692 - 30.8 810s 204148 151068 541.66078 66 91 - 500.09671 - 30.8 815s 205450 152099 infeasible 113 - 500.10294 - 30.8 820s 206901 153141 663.60080 110 73 - 500.13699 - 30.8 825s 208183 154133 723.93464 121 68 - 500.17113 - 30.8 830s 209859 155470 infeasible 132 - 500.18353 - 30.8 835s 211325 156590 589.68760 90 82 - 500.19595 - 30.8 840s 212681 157661 infeasible 125 - 500.21378 - 30.8 845s 214071 158768 714.69117 90 60 - 500.22973 - 30.8 850s 215596 159881 670.39758 128 54 - 500.25676 - 30.7 855s 217037 160989 657.27700 99 62 - 500.27536 - 30.7 860s 218407 161980 583.03456 59 83 - 500.29953 - 30.7 865s 219917 163130 695.36311 100 83 - 500.31885 - 30.7 870s 221296 164155 518.53480 45 92 - 500.35728 - 30.7 875s 222879 165400 662.19117 74 67 - 500.37565 - 30.7 880s 224364 166582 613.54370 61 93 - 500.38652 - 30.6 885s 225592 167456 695.89538 109 64 - 500.39189 - 30.6 890s 226825 168376 699.08949 118 50 - 500.41600 - 30.7 895s 228168 169348 652.65015 94 73 - 500.43243 - 30.7 900s 229512 170303 714.26578 136 51 - 500.44444 - 30.7 905s 230882 171399 556.04040 82 51 - 500.45480 - 30.7 910s 232149 172314 758.41877 165 62 - 500.48014 - 30.7 915s 233631 173346 568.43800 72 88 - 500.49356 - 30.7 920s 234972 174355 infeasible 95 - 500.50000 - 30.7 925s 236470 175442 608.00349 78 34 - 500.50767 - 30.7 930s 237965 176549 infeasible 69 - 500.52448 - 30.7 935s 239317 177574 533.12945 63 89 - 500.54022 - 30.6 940s 240871 178720 536.76109 80 83 - 500.55282 - 30.6 945s 242285 179812 708.24264 145 56 - 500.57632 - 30.6 950s 243730 180888 664.65554 85 77 - 500.59459 - 30.6 955s 245002 181814 753.37098 108 91 - 500.59953 - 30.6 960s 246370 182869 676.93550 112 38 - 500.60983 - 30.6 965s 247650 183827 732.04789 111 69 - 500.62669 - 30.6 970s 249218 185018 600.76462 77 46 - 500.65471 - 30.6 975s 250841 186185 756.82314 103 30 - 500.67935 - 30.6 980s 252505 187468 623.74004 91 63 - 500.70392 - 30.5 985s 253971 188615 548.13376 62 116 - 500.71739 - 30.5 990s 255210 189588 511.78771 38 75 - 500.72472 - 30.5 995s 256633 190642 718.72956 155 34 - 500.73293 - 30.5 1000s 258062 191758 532.79374 60 77 - 500.74740 - 30.5 1005s 259426 192825 564.49373 69 53 - 500.75640 - 30.5 1010s 260701 193781 626.30734 86 60 - 500.77506 - 30.5 1015s 262268 194972 639.45407 60 85 - 500.78553 - 30.5 1020s 263609 195956 617.13434 83 90 - 500.79730 - 30.5 1025s 265102 197117 512.39631 48 80 - 500.80203 - 30.5 1030s 266094 197804 602.43649 79 78 - 500.81517 - 30.5 1035s 267607 198988 643.99324 89 64 - 500.82778 - 30.5 1040s 269192 200228 525.36997 44 69 - 500.84563 - 30.5 1045s 270495 201159 616.28757 97 74 - 500.86058 - 30.5 1050s 272032 202336 506.31012 44 99 - 500.87808 - 30.5 1055s 273387 203418 646.95195 70 80 - 500.88923 - 30.5 1060s 274927 204535 564.93504 88 72 - 500.89697 - 30.4 1065s 276345 205640 798.41716 142 49 - 500.90238 - 30.4 1070s 277904 206849 565.02439 76 50 - 500.91667 - 30.4 1075s 279325 207986 552.91525 67 79 - 500.92857 - 30.4 1080s 280811 209076 557.51960 73 76 - 500.94735 - 30.4 1085s 282389 210270 infeasible 75 - 500.96855 - 30.4 1090s 283679 211218 831.42087 158 52 - 500.97709 - 30.4 1095s 285142 212245 768.28664 126 72 - 500.99198 - 30.4 1100s 286414 213184 655.78942 129 37 - 500.99550 - 30.4 1105s 287845 214201 626.93689 100 31 - 501.00000 - 30.4 1110s 289403 215335 743.63841 126 50 - 501.00000 - 30.4 1115s 290972 216460 611.21601 84 55 - 501.00000 - 30.3 1120s 292542 217544 637.10887 79 71 - 501.01117 - 30.3 1125s 294197 218861 827.12551 171 40 - 501.01858 - 30.3 1130s 295882 220160 717.83328 126 87 - 501.02463 - 30.3 1135s 297297 221287 infeasible 147 - 501.03135 - 30.3 1140s 298918 222518 infeasible 97 - 501.04790 - 30.2 1145s 300469 223722 526.34135 47 69 - 501.06157 - 30.2 1150s 302005 224872 infeasible 177 - 501.06637 - 30.2 1155s 303416 225905 666.35629 107 56 - 501.07969 - 30.2 1160s 304969 227103 542.04159 75 90 - 501.09810 - 30.2 1165s 306208 228088 531.78212 66 71 - 501.10294 - 30.2 1170s 307644 229193 507.54908 53 35 - 501.11957 - 30.2 1175s 309088 230237 709.48960 125 52 - 501.13043 - 30.2 1180s 310809 231601 680.21605 120 26 - 501.14219 - 30.2 1185s 312368 232776 608.40861 76 63 - 501.15849 - 30.2 1190s 314026 233988 infeasible 157 - 501.16291 - 30.1 1195s 315808 235466 612.10823 82 78 - 501.17905 - 30.1 1200s 317279 236660 696.35495 152 51 - 501.18469 - 30.1 1205s 318713 237735 infeasible 128 - 501.18919 - 30.1 1210s 320241 238905 570.64263 72 71 - 501.20531 - 30.1 1215s 321851 240092 848.02350 136 71 - 501.22372 - 30.1 1220s 323448 241294 520.87131 55 80 - 501.23048 - 30.0 1225s 325034 242475 567.66319 60 73 - 501.25332 - 30.0 1230s 326573 243597 719.75382 118 69 - 501.27645 - 30.0 1235s 327957 244704 708.60132 119 51 - 501.28422 - 30.0 1240s 329528 245914 664.29967 120 57 - 501.29293 - 30.0 1245s 331169 247246 734.29927 123 50 - 501.29889 - 30.0 1250s 332844 248558 506.31201 38 64 - 501.32314 - 29.9 1255s 334307 249735 672.65819 89 50 - 501.34267 - 29.9 1260s 335759 250816 507.49574 45 59 - 501.35505 - 29.9 1265s 336921 251751 631.06427 92 63 - 501.36207 - 29.9 1270s 338501 252923 595.02379 45 92 - 501.37051 - 29.9 1275s 340162 254294 660.24835 99 87 - 501.38574 - 29.9 1280s 341620 255471 713.37317 133 75 - 501.39189 - 29.9 1285s 343197 256808 658.17994 108 68 - 501.39865 - 29.9 1290s 344681 258017 701.34758 69 89 - 501.39865 - 29.9 1295s 346037 259059 596.07540 81 60 - 501.40982 - 29.9 1300s 347559 260325 508.71682 46 86 - 501.41367 - 29.9 1305s 349148 261608 535.78919 61 86 - 501.42029 - 29.9 1310s 350726 262847 670.22960 127 74 - 501.42966 - 29.9 1315s 352332 264128 827.65791 189 45 - 501.43265 - 29.8 1320s 353941 265452 607.94019 106 30 - 501.43739 - 29.8 1325s 355490 266786 645.58286 109 40 - 501.44615 - 29.8 1330s 356984 267974 688.90714 112 63 - 501.45360 - 29.8 1335s 358311 268977 506.00134 56 75 - 501.45826 - 29.8 1340s 359677 270032 594.07527 90 69 - 501.46596 - 29.8 1345s 361320 271370 711.73383 148 63 - 501.47422 - 29.8 1350s 362846 272545 infeasible 149 - 501.49257 - 29.8 1355s 364354 273687 infeasible 143 - 501.50000 - 29.8 1360s 366033 275045 685.85957 126 65 - 501.50000 - 29.8 1365s 367503 276161 597.05981 74 82 - 501.50826 - 29.8 1370s 368924 277227 564.74764 61 66 - 501.51900 - 29.8 1375s 370487 278456 590.44535 98 45 - 501.53181 - 29.8 1380s 372119 279700 735.74142 101 61 - 501.54635 - 29.7 1385s 373795 280947 525.23137 35 103 - 501.55422 - 29.7 1390s 375408 282135 561.00688 73 70 - 501.56637 - 29.7 1395s 377106 283476 719.22305 113 37 - 501.58108 - 29.7 1400s 378417 284500 infeasible 116 - 501.58784 - 29.7 1405s 380140 285835 540.28860 68 31 - 501.59122 - 29.7 1410s 381538 286982 545.29458 72 69 - 501.59459 - 29.7 1415s 383106 288268 824.25039 170 67 - 501.60253 - 29.6 1420s 384663 289467 531.96828 54 78 - 501.61219 - 29.6 1425s 386417 290865 639.88893 86 26 - 501.62245 - 29.6 1430s 387905 292028 679.24765 112 69 - 501.63413 - 29.6 1435s 389612 293341 552.43256 59 74 - 501.65361 - 29.6 1440s 391118 294521 687.79323 102 53 - 501.66600 - 29.6 1445s 392820 295881 638.15616 100 54 - 501.67923 - 29.6 1450s 394425 297106 505.33333 45 28 - 501.68607 - 29.5 1455s 396099 298402 532.89712 64 68 - 501.69551 - 29.5 1460s 397678 299626 711.55950 142 41 - 501.70000 - 29.5 1465s 399082 300750 602.56354 81 62 - 501.70820 - 29.5 1470s 400778 302070 756.49575 151 75 - 501.71622 - 29.5 1475s 402443 303369 694.11772 103 71 - 501.72973 - 29.5 1480s 403851 304452 545.90096 62 77 - 501.73256 - 29.5 1485s 405684 305956 543.05045 61 97 - 501.74569 - 29.4 1490s 407366 307262 831.09563 161 53 - 501.75000 - 29.4 1495s 408748 308358 544.00000 49 60 - 501.75618 - 29.4 1500s 410369 309621 510.79202 58 65 - 501.76797 - 29.4 1505s 411886 310811 514.56637 45 63 - 501.77501 - 29.4 1510s 413451 312104 667.33170 129 66 - 501.78171 - 29.4 1515s 414964 313361 514.77976 65 59 - 501.78722 - 29.4 1520s 416610 314693 649.21164 100 66 - 501.79121 - 29.4 1525s 418115 315848 787.64319 179 43 - 501.79730 - 29.4 1530s 419562 316918 infeasible 126 - 501.80797 - 29.4 1535s 421154 318243 688.68201 117 78 - 501.81831 - 29.4 1540s 422563 319419 602.70953 69 65 - 501.82554 - 29.4 1545s 424223 320795 640.46513 127 76 - 501.83405 - 29.3 1550s 425765 321940 504.38514 51 30 - 501.83651 - 29.3 1555s 427422 323269 618.39128 79 53 - 501.84550 - 29.3 1560s 428709 324229 642.40865 103 65 - 501.85221 - 29.3 1565s 430214 325473 611.20879 104 84 - 501.86073 - 29.3 1570s 431802 326703 550.75227 45 89 - 501.87153 - 29.3 1575s 433280 327787 536.79850 65 89 - 501.88332 - 29.3 1580s 434843 329047 757.08099 149 30 - 501.88873 - 29.3 1585s 436513 330421 645.66524 134 58 - 501.89834 - 29.3 1590s 438081 331703 661.41876 117 39 - 501.90278 - 29.3 1595s 439353 332658 540.53736 54 52 - 501.91238 - 29.3 1600s 440788 333808 576.53521 82 61 - 501.91667 - 29.3 1605s 442364 335062 567.01859 56 71 - 501.92369 - 29.3 1610s 443715 336095 532.53138 53 74 - 501.93058 - 29.3 1615s 445276 337335 625.96232 83 37 - 501.93392 - 29.3 1620s 446921 338565 610.77358 99 63 - 501.94378 - 29.3 1625s 448356 339726 613.29068 94 67 - 501.95108 - 29.3 1630s 449847 340928 650.95055 90 44 - 501.96850 - 29.3 1635s 451700 342382 572.35115 93 57 - 501.97297 - 29.2 1640s 453362 343753 805.94031 178 40 - 501.97973 - 29.2 1645s 454959 344979 540.24858 72 100 - 501.98288 - 29.2 1650s 456671 346386 508.26864 54 80 - 501.99261 - 29.2 1655s 458342 347736 858.08363 188 61 - 501.99324 - 29.2 1660s 459736 348848 540.41856 60 102 - 501.99324 - 29.2 1665s 461376 350210 593.43611 85 70 - 501.99775 - 29.2 1670s 462876 351334 577.36658 79 56 - 502.00000 - 29.2 1675s 464448 352574 infeasible 146 - 502.00000 - 29.2 1680s 466043 353891 712.57104 135 60 - 502.00000 - 29.2 1685s 467540 355099 646.56668 103 64 - 502.00000 - 29.2 1690s 469118 356324 831.12522 135 81 - 502.00101 - 29.2 1695s 470567 357490 792.88272 143 60 - 502.01020 - 29.1 1700s 472298 358877 586.50321 90 84 - 502.02434 - 29.1 1705s 473667 359932 infeasible 79 - 502.03029 - 29.1 1710s 475142 361150 779.57893 168 22 - 502.04697 - 29.1 1715s 476768 362472 717.09033 148 55 - 502.05432 - 29.1 1720s 478292 363703 infeasible 111 - 502.06829 - 29.1 1725s 479745 364827 533.80257 76 56 - 502.07337 - 29.1 1730s 481043 365900 infeasible 155 - 502.08073 - 29.1 1735s 482478 367045 777.47108 167 77 - 502.09070 - 29.1 1740s 484111 368281 793.87156 124 72 - 502.09581 - 29.1 1745s 485539 369363 784.88763 143 58 - 502.09985 - 29.1 1750s 486929 370421 912.97610 152 56 - 502.10938 - 29.1 1755s 488487 371622 619.54707 77 68 - 502.12122 - 29.1 1760s 490004 372717 infeasible 146 - 502.13043 - 29.1 1765s 491311 373736 745.76302 119 66 - 502.13772 - 29.1 1770s 492947 375041 713.89884 130 69 - 502.14894 - 29.1 1775s 494386 376092 618.60397 64 82 - 502.16010 - 29.1 1780s 495809 377223 743.47196 145 69 - 502.17235 - 29.1 1785s 497446 378495 601.06220 58 75 - 502.18182 - 29.1 1790s 499148 379882 613.21884 116 84 - 502.18581 - 29.1 1795s 500485 380906 632.62393 117 89 - 502.18919 - 29.1 1800s 501975 382033 524.40714 53 69 - 502.19471 - 29.1 1805s 503613 383365 793.62843 151 62 - 502.19955 - 29.1 1810s 505396 384766 580.79597 79 69 - 502.20652 - 29.0 1815s 507193 386210 807.20959 161 37 - 502.21301 - 29.0 1820s 508960 387585 infeasible 195 - 502.22238 - 29.0 1825s 510407 388743 685.92543 120 48 - 502.23002 - 29.0 1830s 512093 390108 508.86865 54 85 - 502.23896 - 29.0 1835s 513739 391434 668.51474 119 58 - 502.25159 - 29.0 1840s 515083 392500 690.54946 99 26 - 502.25782 - 29.0 1845s 516766 393798 508.79318 44 85 - 502.26825 - 29.0 1850s 518068 394844 551.02631 57 77 - 502.27536 - 29.0 1855s 519682 396207 588.52769 71 84 - 502.28571 - 29.0 1860s 521164 397408 532.71358 50 66 - 502.29054 - 29.0 1865s 522689 398595 513.51240 60 59 - 502.29687 - 29.0 1870s 524094 399712 644.76550 88 62 - 502.30300 - 29.0 1875s 525504 400809 583.66967 73 53 - 502.30827 - 29.0 1880s 526919 401922 768.63190 119 70 - 502.31637 - 29.0 1885s 528485 403094 821.87067 184 71 - 502.32341 - 29.0 1890s 530222 404511 608.30380 78 67 - 502.32967 - 29.0 1895s 531604 405628 730.38037 116 68 - 502.33333 - 29.0 1900s 533142 406870 637.61054 104 59 - 502.34635 - 29.0 1905s 534517 407909 539.03792 76 98 - 502.34978 - 29.0 1910s 536119 409232 899.14162 140 61 - 502.35613 - 29.0 1915s 537714 410533 767.51763 168 47 - 502.36202 - 29.0 1920s 539338 411812 637.62363 66 76 - 502.37143 - 28.9 1925s 541009 413208 766.43138 201 38 - 502.37838 - 28.9 1930s 542588 414426 822.69499 118 60 - 502.38514 - 28.9 1935s 544127 415577 577.75676 82 57 - 502.39287 - 28.9 1940s 545850 416923 612.49811 60 66 - 502.39832 - 28.9 1945s 547528 418269 806.49026 104 70 - 502.40048 - 28.9 1950s 549016 419383 844.98118 138 81 - 502.40432 - 28.9 1955s 550405 420442 543.17991 83 84 - 502.41074 - 28.9 1960s 551928 421675 716.45947 127 72 - 502.41551 - 28.9 1965s 553514 422946 555.37900 99 94 - 502.42642 - 28.9 1970s 555306 424377 507.80847 44 67 - 502.43457 - 28.9 1975s 556678 425451 528.80530 60 102 - 502.43968 - 28.9 1980s 558377 426851 infeasible 170 - 502.44672 - 28.9 1985s 560002 428143 infeasible 109 - 502.45411 - 28.9 1990s 561473 429326 634.70792 90 36 - 502.45761 - 28.9 1995s 562942 430464 833.27369 171 44 - 502.45958 - 28.9 2000s 564636 431816 668.68431 130 66 - 502.46858 - 28.8 2005s 566197 433076 547.11123 90 67 - 502.47451 - 28.8 2010s 567774 434376 infeasible 156 - 502.48034 - 28.8 2015s 569368 435604 587.87615 72 38 - 502.48649 - 28.8 2020s 571034 436919 infeasible 110 - 502.48984 - 28.8 2025s 572324 437969 663.43745 76 68 - 502.49641 - 28.8 2030s 573934 439189 596.70070 72 50 - 502.50000 - 28.8 2035s 575497 440454 582.00500 67 80 - 502.50000 - 28.8 2040s 577046 441618 infeasible 163 - 502.50000 - 28.8 2045s 578589 442857 infeasible 98 - 502.50334 - 28.8 2050s 580475 444364 753.57086 148 53 - 502.50836 - 28.8 2055s 581997 445606 514.27824 59 34 - 502.51184 - 28.8 2060s 583534 446870 671.67780 121 92 - 502.51577 - 28.8 2065s 584927 448005 956.14362 207 54 - 502.52107 - 28.8 2070s 586441 449239 502.59962 44 93 - 502.52618 - 28.8 2075s 587937 450432 647.25719 97 65 - 502.53366 - 28.8 2080s 589599 451821 infeasible 113 - 502.53985 - 28.8 2085s 591011 452869 689.57936 147 51 - 502.54866 - 28.8 2090s 592452 454066 724.67872 129 70 - 502.55781 - 28.8 2095s 594372 455566 548.30680 75 63 - 502.56319 - 28.7 2100s 595930 456820 infeasible 140 - 502.56637 - 28.7 2105s 597423 458012 502.66046 44 92 - 502.56929 - 28.7 2110s 598980 459279 508.69298 58 71 - 502.57432 - 28.7 2115s 600677 460643 infeasible 77 - 502.57898 - 28.7 2120s 602222 461861 641.43037 135 67 - 502.58161 - 28.7 2125s 603682 462917 522.50197 53 67 - 502.58605 - 28.7 2130s 605375 464289 637.90903 103 85 - 502.58992 - 28.7 2135s 607176 465725 535.17230 80 69 - 502.59434 - 28.7 2140s 608726 467006 603.59322 70 80 - 502.59581 - 28.7 2145s 610154 468042 667.43493 96 65 - 502.60000 - 28.7 2150s 611731 469291 660.00965 100 70 - 502.60381 - 28.7 2155s 613028 470351 512.02552 49 74 - 502.60577 - 28.7 2160s 614499 471591 706.18343 110 64 - 502.61127 - 28.7 2165s 616042 472848 709.55354 157 68 - 502.61561 - 28.7 2170s 617665 474128 600.62768 92 71 - 502.62162 - 28.7 2175s 619277 475396 534.40534 72 73 - 502.63333 - 28.7 2180s 620787 476639 565.08685 52 80 - 502.63981 - 28.7 2185s 622325 477863 545.51495 68 81 - 502.64367 - 28.7 2190s 623727 478987 806.46553 155 50 - 502.64865 - 28.7 2195s 625247 480178 513.78306 51 76 - 502.65680 - 28.7 2200s 626896 481571 842.58596 219 37 - 502.66204 - 28.7 2205s 628448 482832 infeasible 107 - 502.66965 - 28.7 2210s 629989 484060 510.70760 54 74 - 502.67393 - 28.7 2215s 631531 485297 717.60109 120 68 - 502.67905 - 28.7 2220s 632990 486489 807.61815 159 54 - 502.68304 - 28.6 2225s 634495 487665 503.66718 44 69 - 502.68765 - 28.6 2230s 636097 488939 579.54441 58 80 - 502.69146 - 28.6 2235s 637707 490188 696.96700 134 80 - 502.70202 - 28.6 2240s 639480 491535 503.95919 45 84 - 502.70769 - 28.6 2245s 640907 492672 605.94640 90 62 - 502.71481 - 28.6 2250s 642461 493791 553.56118 69 30 - 502.72556 - 28.6 2255s 643846 494883 infeasible 116 - 502.72973 - 28.6 2260s 645562 496213 592.07466 75 67 - 502.73716 - 28.6 2265s 646951 497328 586.41839 68 77 - 502.74891 - 28.6 2270s 648421 498499 805.97437 154 66 - 502.75676 - 28.6 2275s 649912 499678 521.17992 49 89 - 502.76401 - 28.6 2280s 651367 500806 533.03138 48 75 - 502.76923 - 28.6 2285s 653035 502141 531.19618 63 85 - 502.77376 - 28.6 2290s 654438 503238 656.84682 140 55 - 502.77703 - 28.6 2295s 656119 504509 698.38528 128 69 - 502.78057 - 28.6 2300s 657732 505785 infeasible 176 - 502.78378 - 28.6 2305s 659376 507075 789.57186 106 58 - 502.78422 - 28.6 2310s 660947 508318 688.26764 140 52 - 502.79054 - 28.6 2315s 662487 509590 606.61666 89 60 - 502.79197 - 28.6 2320s 663769 510511 704.16257 127 70 - 502.79584 - 28.6 2325s 665229 511716 703.12542 137 66 - 502.79730 - 28.6 2330s 666814 513024 546.27188 83 75 - 502.79982 - 28.6 2335s 668333 514248 751.73646 159 35 - 502.80268 - 28.6 2340s 670070 515679 510.96469 45 77 - 502.81089 - 28.6 2345s 671774 517102 504.88639 50 74 - 502.81610 - 28.6 2350s 673435 518440 563.49407 72 75 - 502.82054 - 28.6 2355s 674631 519414 infeasible 141 - 502.82507 - 28.6 2360s 676263 520800 778.45050 137 65 - 502.83187 - 28.6 2365s 677884 522059 619.42432 88 61 - 502.83687 - 28.6 2370s 679524 523354 598.99060 60 88 - 502.84084 - 28.6 2375s 681180 524687 865.45156 194 48 - 502.84520 - 28.5 2380s 682812 525958 555.81514 44 102 - 502.84971 - 28.5 2385s 684034 526947 593.28543 54 37 - 502.85728 - 28.5 2390s 685596 528121 528.70593 56 87 - 502.86213 - 28.5 2395s 687293 529507 infeasible 113 - 502.86920 - 28.5 2400s 688965 530818 682.49418 105 41 - 502.87805 - 28.5 2405s 690637 532158 675.83736 137 40 - 502.88277 - 28.5 2410s 692301 533532 916.42716 182 44 - 502.88965 - 28.5 2415s 693813 534668 523.75599 53 91 - 502.89348 - 28.5 2420s 695312 535891 834.89935 136 67 - 502.89682 - 28.5 2425s 696923 537213 680.72508 130 64 - 502.90149 - 28.5 2430s 698608 538659 721.20435 130 74 - 502.90929 - 28.5 2435s 700182 539914 537.70628 59 65 - 502.91381 - 28.5 2440s 701928 541324 infeasible 166 - 502.91554 - 28.5 2445s 703429 542530 538.78091 50 77 - 502.91892 - 28.5 2450s 704729 543609 528.65888 60 77 - 502.92088 - 28.5 2455s 706309 544907 545.18519 44 94 - 502.92414 - 28.5 2460s 707787 546101 654.55016 92 55 - 502.92798 - 28.5 2465s 709525 547488 508.77545 39 97 - 502.93333 - 28.5 2470s 711176 548804 807.37437 205 33 - 502.93793 - 28.5 2475s 712648 550020 infeasible 121 - 502.94245 - 28.5 2480s 714223 551271 881.51518 175 46 - 502.94739 - 28.4 2485s 715711 552413 590.47069 66 60 - 502.95688 - 28.4 2490s 717278 553646 518.23363 49 94 - 502.96673 - 28.4 2495s 718762 554809 548.08248 70 77 - 502.97288 - 28.4 2500s 720164 555896 592.51635 79 73 - 502.97733 - 28.4 2505s 721828 557206 616.06545 111 72 - 502.97973 - 28.4 2510s 723244 558420 598.42160 58 88 - 502.98077 - 28.4 2515s 724805 559648 757.72334 139 53 - 502.98506 - 28.4 2520s 726095 560556 516.99625 64 62 - 502.98649 - 28.4 2525s 727608 561688 608.14693 82 85 - 502.99142 - 28.5 2530s 729052 562842 575.04876 64 49 - 502.99324 - 28.5 2535s 730665 564123 607.57371 128 54 - 502.99915 - 28.5 2540s 732246 565325 535.43785 65 77 - 503.00000 - 28.5 2545s 733670 566403 infeasible 164 - 503.00000 - 28.5 2550s 735006 567464 509.00000 53 35 - 503.00000 - 28.5 2555s 736512 568735 513.20050 59 66 - 503.00000 - 28.5 2560s 737979 569956 627.26169 124 70 - 503.00000 - 28.5 2565s 739641 571168 613.60989 99 78 - 503.00000 - 28.5 2570s 741176 572388 543.60646 72 90 - 503.00000 - 28.5 2575s 742765 573673 635.15221 110 59 - 503.00000 - 28.5 2580s 744475 575048 635.46058 95 69 - 503.00724 - 28.4 2585s 745866 576186 645.64401 81 64 - 503.01235 - 28.4 2590s 747482 577388 516.30576 58 62 - 503.01667 - 28.4 2595s 749126 578720 543.96582 59 79 - 503.02131 - 28.4 2600s 750705 580062 846.38980 184 83 - 503.02463 - 28.4 2605s 752488 581470 infeasible 106 - 503.02703 - 28.4 2610s 754121 582777 657.80683 96 79 - 503.03198 - 28.4 2615s 755361 583727 731.96161 118 61 - 503.03430 - 28.4 2620s 756702 584816 600.78628 114 84 - 503.03708 - 28.4 2625s 758313 586137 651.13949 129 72 - 503.04561 - 28.4 2630s 760048 587548 661.13737 115 79 - 503.04823 - 28.4 2635s 761639 588852 733.98057 125 59 - 503.04908 - 28.4 2640s 763230 590100 649.94872 90 38 - 503.05405 - 28.4 2645s 764855 591377 579.84471 97 81 - 503.05941 - 28.4 2650s 766284 592510 738.79160 134 77 - 503.06157 - 28.4 2655s 767974 593947 680.76569 108 54 - 503.06206 - 28.4 2660s 769693 595299 547.74404 62 72 - 503.06617 - 28.4 2665s 771336 596630 779.08943 120 73 - 503.06827 - 28.4 2670s 773026 597916 557.16587 77 78 - 503.07245 - 28.4 2675s 774763 599312 712.54688 128 41 - 503.07450 - 28.4 2680s 776291 600568 563.76541 72 86 - 503.07723 - 28.4 2685s 777969 601909 548.62561 67 67 - 503.08503 - 28.4 2690s 779590 603277 723.07146 151 41 - 503.09067 - 28.3 2695s 781299 604650 643.47104 115 74 - 503.09459 - 28.3 2700s 782720 605683 infeasible 97 - 503.10135 - 28.3 2705s 783907 606640 568.54298 66 43 - 503.10294 - 28.4 2710s 785421 607836 584.62855 73 110 - 503.10691 - 28.4 2715s 786833 609013 892.89453 162 72 - 503.10949 - 28.4 2720s 788239 610138 624.03145 90 82 - 503.11261 - 28.4 2725s 789735 611313 525.60036 48 82 - 503.11984 - 28.4 2730s 791234 612444 536.77676 80 72 - 503.12501 - 28.4 2735s 792731 613696 571.94962 71 92 - 503.12915 - 28.4 2740s 794233 614965 703.52189 118 56 - 503.13260 - 28.4 2745s 795692 616106 692.12566 115 89 - 503.13893 - 28.4 2750s 796914 617030 715.54182 140 55 - 503.14221 - 28.4 2755s 798514 618316 718.34040 125 55 - 503.14850 - 28.4 2760s 800223 619704 606.64959 77 78 - 503.15385 - 28.4 2765s 801738 620898 811.74899 156 49 - 503.15719 - 28.4 2770s 803210 622046 661.66830 102 87 - 503.16110 - 28.4 2775s 804743 623308 699.34751 155 66 - 503.16216 - 28.4 2780s 806205 624446 infeasible 81 - 503.16523 - 28.4 2785s 807635 625589 518.32234 57 108 - 503.16711 - 28.3 2790s 809190 626809 infeasible 136 - 503.17067 - 28.3 2795s 810855 628151 715.38819 128 32 - 503.17432 - 28.3 2800s 812100 629200 606.84479 91 64 - 503.17568 - 28.3 2805s 813743 630557 infeasible 145 - 503.17804 - 28.3 2810s 815215 631742 infeasible 132 - 503.18243 - 28.3 2815s 816703 632882 infeasible 184 - 503.18391 - 28.3 2820s 818162 634006 514.26956 55 84 - 503.18919 - 28.3 2825s 819495 635081 537.11469 69 77 - 503.18960 - 28.3 2830s 821108 636396 536.97297 59 71 - 503.19231 - 28.3 2835s 822506 637535 infeasible 87 - 503.19595 - 28.3 2840s 823843 638604 710.49426 107 57 - 503.19890 - 28.4 2845s 825330 639779 547.79317 68 74 - 503.20086 - 28.4 2850s 826904 641040 534.38320 62 61 - 503.20325 - 28.4 2855s 828190 642126 833.82151 159 51 - 503.20652 - 28.4 2860s 829685 643326 587.59897 111 67 - 503.21150 - 28.4 2865s 831069 644450 644.96604 130 78 - 503.21728 - 28.4 2870s 832461 645564 503.61976 45 67 - 503.22222 - 28.4 2875s 833912 646698 563.44995 81 74 - 503.22532 - 28.4 2880s 835553 647964 533.45290 68 80 - 503.22880 - 28.4 2885s 837013 649160 571.13174 99 61 - 503.23500 - 28.4 2890s 838291 650160 632.94171 71 56 - 503.24094 - 28.4 2895s 839752 651315 877.86786 169 52 - 503.24795 - 28.4 2900s 841131 652398 559.52652 48 96 - 503.25278 - 28.4 2905s 842773 653665 659.38241 124 53 - 503.25903 - 28.4 2910s 844385 654998 786.41229 223 15 - 503.26348 - 28.4 2915s 845820 656174 687.17958 92 79 - 503.26506 - 28.4 2920s 847306 657419 792.64547 166 69 - 503.27028 - 28.4 2925s 848613 658486 656.93781 147 56 - 503.27536 - 28.4 2930s 850082 659632 560.88902 78 92 - 503.27895 - 28.4 2935s 851677 660920 843.72646 185 30 - 503.28433 - 28.4 2940s 853400 662260 639.37647 114 45 - 503.28799 - 28.4 2945s 854951 663546 709.55765 126 67 - 503.29372 - 28.4 2950s 856457 664659 583.30131 86 64 - 503.29730 - 28.4 2955s 857866 665779 680.69376 127 50 - 503.30058 - 28.4 2960s 859429 667038 527.25000 56 57 - 503.30334 - 28.3 2965s 860992 668311 535.05088 69 53 - 503.30878 - 28.3 2970s 862398 669464 infeasible 148 - 503.31306 - 28.3 2975s 863968 670704 507.35000 49 49 - 503.31878 - 28.3 2980s 865498 671934 560.62337 95 83 - 503.32393 - 28.3 2985s 866964 673146 779.58612 122 48 - 503.32432 - 28.3 2990s 868204 674085 847.33701 126 54 - 503.32667 - 28.3 2995s 869741 675311 656.21436 105 70 - 503.33170 - 28.3 3000s 871299 676530 infeasible 118 - 503.33333 - 28.3 3005s 872669 677626 infeasible 48 - 503.33362 - 28.4 3010s 874125 678773 744.55364 158 35 - 503.33764 - 28.4 3015s 875806 680145 infeasible 168 - 503.34165 - 28.3 3020s 877353 681452 684.95749 109 52 - 503.34674 - 28.3 3025s 878675 682451 566.15579 58 85 - 503.35046 - 28.3 3030s 880165 683658 755.13426 133 52 - 503.35246 - 28.3 3035s 881602 684827 930.85919 217 67 - 503.35782 - 28.3 3040s 883163 686091 infeasible 101 - 503.36216 - 28.3 3045s 884682 687258 569.38565 74 65 - 503.36860 - 28.3 3050s 886155 688446 519.80454 60 70 - 503.37186 - 28.3 3055s 887727 689708 503.37500 53 57 - 503.37500 - 28.3 3060s 888892 690651 689.68753 106 63 - 503.37838 - 28.3 3065s 890580 691997 573.98316 67 100 - 503.38186 - 28.3 3070s 892057 693158 526.07272 72 89 - 503.38409 - 28.3 3075s 893559 694355 565.50864 70 71 - 503.38514 - 28.3 3080s 894997 695517 infeasible 101 - 503.38733 - 28.3 3085s 896545 696695 521.27176 62 79 - 503.39189 - 28.3 3090s 897917 697796 869.03641 190 63 - 503.39327 - 28.3 3095s 899312 698885 894.52915 143 43 - 503.39715 - 28.3 3100s 900838 700100 503.39865 49 31 - 503.39865 - 28.3 3105s 902402 701422 605.69087 95 36 - 503.39950 - 28.3 3110s 903849 702594 infeasible 163 - 503.40307 - 28.3 3115s 905251 703697 505.01966 52 72 - 503.40691 - 28.3 3120s 906822 705024 672.13971 135 72 - 503.41309 - 28.3 3125s 908459 706390 587.00483 98 89 - 503.41714 - 28.3 3130s 910016 707604 623.26135 80 71 - 503.42046 - 28.3 3135s 911612 708910 790.61304 136 61 - 503.42437 - 28.3 3140s 913150 710166 550.63900 71 86 - 503.42857 - 28.3 3145s 914819 711517 566.29447 99 82 - 503.43063 - 28.3 3150s 916349 712770 666.22394 125 63 - 503.43318 - 28.3 3155s 917948 714004 935.02312 187 49 - 503.43989 - 28.3 3160s 919263 715111 666.87410 106 58 - 503.44137 - 28.3 3165s 920748 716266 575.50022 79 45 - 503.44369 - 28.3 3170s 922404 717613 732.47045 119 62 - 503.44837 - 28.3 3175s 924063 719035 553.20010 74 99 - 503.44980 - 28.3 3180s 925703 720422 772.75904 147 59 - 503.45250 - 28.3 3185s 927370 721727 559.48090 81 87 - 503.45946 - 28.3 3190s 928854 722934 658.48860 81 84 - 503.46041 - 28.3 3195s 930140 724003 777.65533 119 45 - 503.46309 - 28.3 3200s 931757 725303 infeasible 106 - 503.46614 - 28.3 3205s 933238 726465 735.17779 147 84 - 503.47203 - 28.3 3210s 934788 727592 689.02890 129 79 - 503.47902 - 28.3 3215s 936309 728814 776.54315 133 41 - 503.48267 - 28.3 3220s 938003 730083 528.40263 69 82 - 503.48672 - 28.3 3225s 939308 731116 670.34374 120 48 - 503.48980 - 28.3 3230s 940867 732353 565.03071 74 86 - 503.49408 - 28.3 3235s 942646 733732 638.03836 87 39 - 503.50000 - 28.3 3240s 944153 734897 547.36467 67 58 - 503.50000 - 28.3 3245s 945799 736245 infeasible 200 - 503.50000 - 28.3 3250s 947278 737392 722.03592 160 59 - 503.50148 - 28.3 3255s 948884 738669 594.19339 98 75 - 503.50714 - 28.2 3260s 950387 739898 563.37488 69 80 - 503.51016 - 28.2 3265s 952093 741294 694.29314 110 65 - 503.51393 - 28.2 3270s 953519 742475 731.58075 146 60 - 503.51905 - 28.2 3275s 955059 743752 791.11954 130 59 - 503.52330 - 28.2 3280s 956589 744995 552.51169 84 55 - 503.52802 - 28.2 3285s 958170 746312 837.49719 168 62 - 503.53138 - 28.2 3290s 959606 747485 745.04404 154 55 - 503.53363 - 28.2 3295s 961015 748589 524.54338 51 64 - 503.54045 - 28.2 3300s 962316 749621 571.42146 102 72 - 503.54655 - 28.2 3305s 963785 750747 706.88881 114 69 - 503.55154 - 28.2 3310s 965372 752007 561.96265 71 66 - 503.55784 - 28.2 3315s 967009 753363 528.32270 80 56 - 503.56157 - 28.2 3320s 968577 754607 687.07076 139 69 - 503.56544 - 28.2 3325s 969807 755642 784.15189 155 68 - 503.56637 - 28.2 3330s 971355 756838 760.89712 163 19 - 503.56656 - 28.2 3335s 972818 757948 689.12888 114 32 - 503.57108 - 28.2 3340s 974379 759207 infeasible 94 - 503.57432 - 28.2 3345s 975894 760341 736.45351 95 63 - 503.57890 - 28.2 3350s 977298 761451 516.95841 68 81 - 503.58108 - 28.2 3355s 978928 762797 745.88598 114 72 - 503.58215 - 28.2 3360s 980352 763950 788.94598 136 67 - 503.58396 - 28.2 3365s 982028 765279 689.88768 125 62 - 503.58560 - 28.2 3370s 983690 766633 675.46696 109 65 - 503.58784 - 28.2 3375s 985369 767989 518.32879 48 99 - 503.59070 - 28.2 3380s 986812 769107 818.96326 183 43 - 503.59459 - 28.2 3385s 988236 770273 514.33420 59 57 - 503.59685 - 28.2 3390s 989539 771321 659.03834 113 60 - 503.59953 - 28.2 3395s 990948 772417 590.05738 91 51 - 503.60441 - 28.2 3400s 992172 773351 infeasible 163 - 503.60716 - 28.2 3405s 993655 774564 831.79775 144 71 - 503.61078 - 28.2 3410s 995220 775829 692.48277 111 69 - 503.61453 - 28.2 3415s 996787 777077 734.24735 112 46 - 503.62092 - 28.2 3420s 998268 778191 640.43362 87 56 - 503.62236 - 28.2 3425s 999925 779473 505.18017 52 84 - 503.62553 - 28.2 3430s 1001391 780650 599.03378 81 59 - 503.62895 - 28.2 3435s 1003068 782033 563.92844 87 78 - 503.63434 - 28.2 3440s 1004581 783188 626.96243 79 66 - 503.63778 - 28.2 3445s 1006168 784451 543.53615 88 60 - 503.64408 - 28.2 3450s 1007755 785704 573.34790 53 73 - 503.64700 - 28.2 3455s 1009308 786885 757.09691 118 76 - 503.65202 - 28.2 3460s 1010706 787974 570.16909 71 100 - 503.65458 - 28.2 3465s 1012288 789214 782.66041 164 58 - 503.66134 - 28.2 3470s 1013844 790466 604.95426 91 84 - 503.66637 - 28.2 3475s 1015419 791687 521.23788 48 90 - 503.67491 - 28.2 3480s 1016769 792718 696.31160 125 66 - 503.67905 - 28.2 3485s 1018357 793969 607.11250 73 58 - 503.68402 - 28.2 3490s 1019968 795259 568.19797 73 71 - 503.68750 - 28.2 3495s 1021450 796490 521.48377 63 65 - 503.69545 - 28.2 3500s 1022889 797576 infeasible 103 - 503.69914 - 28.2 3505s 1024272 798656 629.33594 83 77 - 503.70290 - 28.2 3510s 1025803 799819 infeasible 191 - 503.70437 - 28.2 3515s 1027324 800955 670.97294 104 66 - 503.71277 - 28.2 3520s 1028802 802112 777.06117 130 74 - 503.71723 - 28.2 3525s 1030409 803399 619.69620 88 77 - 503.72010 - 28.2 3530s 1031758 804511 545.00328 92 58 - 503.72414 - 28.2 3535s 1033216 805718 640.26869 127 68 - 503.72891 - 28.2 3540s 1034859 807066 878.00440 207 65 - 503.72973 - 28.2 3545s 1036409 808338 673.92456 105 67 - 503.73380 - 28.2 3550s 1038006 809634 645.00563 89 71 - 503.73719 - 28.2 3555s 1039481 810770 515.91271 56 79 - 503.74236 - 28.2 3560s 1041110 812132 648.60283 64 104 - 503.74876 - 28.2 3565s 1042430 813156 798.98589 152 53 - 503.75006 - 28.2 3570s 1043928 814360 703.04018 121 57 - 503.75529 - 28.2 3575s 1045317 815427 infeasible 180 - 503.75718 - 28.2 3580s 1046863 816640 929.98292 192 56 - 503.76651 - 28.2 3585s 1048417 817764 549.11460 70 90 - 503.76825 - 28.2 3590s 1049767 818825 810.58810 147 75 - 503.77027 - 28.2 3595s Cutting planes: Learned: 1 Gomory: 12 Cover: 223 Implied bound: 340 Clique: 18 MIR: 214 GUB cover: 9 Zero half: 51 Explored 1051322 nodes (29621427 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.040000000000e+02, gap -