Gurobi 5.0.1 (linux64) logging started Fri Jan 4 17:27:53 2013 Optimize a model with 10402 rows, 10201 columns and 64171 nonzeros Presolve removed 3008 rows and 3503 columns Presolve time: 0.14s Presolved: 7394 rows, 6698 columns, 43188 nonzeros Variable types: 100 continuous, 6598 integer (6598 binary) Root relaxation: objective 4.652390e+02, 862 iterations, 0.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 465.23899 0 177 - 465.23899 - - 0s 0 0 475.89475 0 191 - 475.89475 - - 0s 0 0 482.75609 0 223 - 482.75609 - - 0s 0 0 486.12099 0 159 - 486.12099 - - 0s 0 0 486.99673 0 217 - 486.99673 - - 1s 0 0 487.12779 0 221 - 487.12779 - - 1s 0 0 487.22474 0 219 - 487.22474 - - 1s 0 0 487.42857 0 210 - 487.42857 - - 1s 0 0 487.57143 0 202 - 487.57143 - - 1s 0 0 487.57143 0 228 - 487.57143 - - 1s 0 0 487.57143 0 157 - 487.57143 - - 1s 0 0 487.57143 0 163 - 487.57143 - - 2s 0 0 487.57143 0 164 - 487.57143 - - 2s 0 0 487.57143 0 135 - 487.57143 - - 2s 0 0 487.57143 0 165 - 487.57143 - - 2s 0 0 487.57143 0 139 - 487.57143 - - 3s 0 2 491.00000 0 139 - 491.00000 - - 4s 26 27 523.25468 21 179 - 503.00000 - 38.5 5s 583 533 657.11513 112 111 - 505.00000 - 27.8 10s 603 551 590.19788 107 176 - 505.00000 - 27.6 18s 604 552 526.07703 27 120 - 505.00000 - 27.6 37s 605 553 787.45044 275 189 - 505.00000 - 27.6 43s 606 553 664.30606 97 167 - 505.00000 - 27.5 53s 607 554 627.66899 161 190 - 509.01161 - 27.5 64s 608 555 664.30606 97 194 - 513.87026 - 27.4 73s 609 555 521.16879 13 193 - 514.26086 - 27.4 83s 610 556 685.44339 226 202 - 514.89231 - 27.3 97s 611 557 521.16879 13 208 - 515.18931 - 27.3 109s 612 557 526.07703 27 209 - 515.93116 - 27.2 113s 613 558 664.30606 97 201 - 516.82897 - 27.2 123s 614 559 596.71695 146 210 - 517.23537 - 27.1 130s 615 559 525.79285 29 190 - 518.05270 - 27.1 141s 616 560 735.99438 265 169 - 518.45948 - 27.1 150s 617 561 580.51318 60 221 - 519.06917 - 27.0 160s 618 561 657.72134 112 207 - 519.21851 - 27.0 171s 619 562 525.27979 8 202 - 519.75525 - 26.9 180s 620 563 657.72134 112 196 - 519.98161 - 26.9 190s 621 563 624.37321 84 179 - 521.59992 - 26.8 199s 622 564 787.45044 275 153 - 522.09374 - 26.8 204s 623 565 735.99438 265 157 - 522.44343 - 26.8 216s 624 565 525.92834 9 201 - 523.05833 - 26.7 226s 625 566 553.84714 14 177 - 523.11403 - 26.7 235s 626 567 627.66899 161 185 - 523.60832 - 26.6 250s 627 567 564.35703 94 149 - 523.79796 - 26.6 257s 628 568 624.37321 84 201 - 523.89934 - 26.5 265s 629 569 685.44339 226 194 - 524.04424 - 26.5 323s 630 569 524.09065 13 217 - 524.09065 - 26.5 337s 631 570 525.92834 9 202 - 524.10633 - 26.4 348s 632 571 564.61921 78 214 - 524.10788 - 26.4 350s 634 572 525.92834 9 203 - 524.10788 - 26.3 355s 731 622 622.95850 57 139 - 524.28576 - 49.9 360s 1003 754 718.26785 104 105 - 524.33253 - 46.9 365s 1187 859 586.27028 98 92 - 524.65219 - 50.8 370s 1441 992 574.59004 58 160 - 524.70590 - 49.4 375s 1752 1192 659.94782 194 63 - 524.70590 - 46.3 380s 1976 1328 600.37738 95 100 - 524.75936 - 47.0 385s 2306 1488 544.32910 41 146 - 524.84693 - 45.8 390s 2521 1680 686.96128 129 58 - 524.84693 - 47.2 395s 2842 1953 543.80050 49 108 - 524.93775 - 46.4 400s 3092 2203 559.50265 230 141 - 524.93775 - 45.7 405s 3608 2710 691.22126 354 48 - 524.93775 - 43.1 410s 3907 2954 583.81275 68 108 - 524.95427 - 43.5 415s 4211 3256 684.27345 194 56 - 524.95427 - 43.0 420s 4581 3537 554.17283 78 109 - 524.95517 - 42.4 425s 4871 3793 578.07579 86 151 - 524.95773 - 42.7 430s 5222 4122 535.52120 33 128 - 525.05442 - 42.2 435s 5395 4289 609.23229 100 121 - 525.05442 - 43.8 440s 5870 4712 593.62081 138 81 - 525.08287 - 42.4 445s 6314 5057 578.71497 36 161 - 525.17394 - 41.8 450s 6499 5242 610.23040 120 58 - 525.17394 - 42.6 455s 7054 5739 871.02753 298 16 - 525.17394 - 41.2 460s 7504 6142 678.90872 233 59 - 525.18144 - 40.5 465s 7786 6378 infeasible 65 - 525.18144 - 41.1 470s 8069 6613 631.64325 135 112 - 525.21495 - 41.3 475s 8290 6790 584.28427 91 119 - 525.24247 - 41.7 480s 8592 7082 724.31704 268 46 - 525.24247 - 41.7 485s 8939 7393 653.19636 145 83 - 525.28711 - 41.5 490s 9200 7586 633.28416 104 83 - 525.30293 - 41.9 495s 9521 7884 559.89784 109 105 - 525.32571 - 41.9 500s 9842 8172 548.23127 54 182 - 525.33726 - 41.9 505s 10112 8420 544.30209 44 190 - 525.37328 - 42.2 510s 10245 8543 633.83465 109 101 - 525.37328 - 42.7 515s 10699 8957 813.47514 328 40 - 525.37328 - 42.0 520s 11082 9306 668.73346 206 59 - 525.38054 - 41.9 525s 11412 9616 631.68764 180 94 - 525.39266 - 42.0 530s 11791 9965 601.83343 119 88 - 525.42231 - 41.9 535s 12275 10383 556.58123 60 116 - 525.42804 - 41.4 540s 12655 10706 534.73890 35 205 - 525.43712 - 41.4 545s 12998 11034 653.75923 198 57 - 525.43712 - 41.5 550s 13358 11309 610.74745 74 127 - 525.46869 - 41.6 555s 13737 11644 614.75889 57 103 - 525.50432 - 41.6 560s 13958 11845 600.62541 84 120 - 525.50432 - 42.0 565s 14166 11968 573.39173 56 150 - 525.50958 - 42.6 570s 14503 12288 559.71080 70 153 - 525.52396 - 42.5 575s 14833 12556 609.17063 26 185 - 525.55009 - 42.7 580s 15091 12778 576.36723 69 156 - 525.55176 - 42.9 585s 15323 12984 565.10651 72 164 - 525.57386 - 43.2 590s 15680 13327 632.73829 169 49 - 525.57439 - 43.2 595s 16056 13643 550.11207 23 191 - 525.57532 - 43.1 600s 16232 13787 549.18375 50 173 - 525.63118 - 43.5 605s 16410 13921 546.98052 47 178 - 525.63399 - 44.0 610s 16749 14226 535.53371 30 189 - 525.65757 - 44.0 615s 17060 14490 548.92002 41 129 - 525.65757 - 44.0 620s 17183 14613 635.87734 91 127 - 525.65757 - 44.6 625s 17300 14706 567.04552 59 134 - 525.66103 - 45.1 630s 17557 14934 683.76887 170 111 - 525.66103 - 45.3 635s 17792 15151 604.86578 129 92 - 525.66103 - 45.5 640s 17996 15319 673.40580 104 131 - 525.66103 - 45.8 645s 18359 15643 631.13887 160 92 - 525.68445 - 45.6 650s 18500 15710 553.20451 31 150 - 525.70590 - 46.4 655s 18768 15946 infeasible 46 - 525.71230 - 46.5 660s 19005 16149 670.29652 129 88 - 525.71236 - 46.7 665s 19292 16404 589.53452 128 120 - 525.71236 - 46.7 670s 19603 16701 618.59986 185 85 - 525.72255 - 46.7 675s 19992 17042 578.42283 79 96 - 525.72773 - 46.4 680s 20278 17296 624.13285 98 108 - 525.73179 - 46.5 685s 20501 17483 569.64619 83 147 - 525.73686 - 46.6 690s 20740 17700 676.10054 81 141 - 525.74261 - 46.8 695s 21060 17994 551.50425 40 163 - 525.76690 - 46.8 700s 21249 18173 590.09416 102 86 - 525.76877 - 47.1 705s 21490 18376 607.17638 65 126 - 525.76877 - 47.3 710s 21906 18776 741.22798 347 45 - 525.76877 - 47.0 715s 22126 18935 628.03477 72 158 - 525.77371 - 47.2 720s 22445 19213 565.24801 61 157 - 525.78607 - 47.2 725s 22892 19602 537.16259 35 182 - 525.79307 - 46.9 730s 23052 19738 567.94925 50 158 - 525.79546 - 47.3 735s 23269 19923 556.61943 44 152 - 525.79546 - 47.5 740s 23484 20100 586.76936 45 152 - 525.80696 - 47.7 745s 23735 20323 560.05029 40 120 - 525.81083 - 47.8 750s 24056 20596 822.36918 211 85 - 525.81083 - 47.7 755s 24224 20744 636.65878 109 116 - 525.85046 - 48.0 760s 24557 21029 578.76214 32 126 - 525.85111 - 47.9 765s 24864 21308 530.92787 31 181 - 525.88594 - 47.9 770s 25154 21588 735.05608 187 64 - 525.88594 - 47.9 775s 25529 21889 678.41359 188 77 - 525.89520 - 47.7 780s 25854 22179 601.78989 107 121 - 525.90160 - 47.7 785s 26184 22457 538.90926 36 157 - 525.90160 - 47.8 790s 26363 22618 572.76365 77 152 - 525.90905 - 48.0 795s 26589 22808 552.57840 68 164 - 525.92565 - 48.2 800s 26801 22950 693.56451 120 95 - 525.92565 - 48.5 805s 27115 23194 558.40450 44 161 - 525.94944 - 48.5 810s 27286 23351 658.56732 131 112 - 525.94944 - 48.7 815s 27479 23500 581.22408 82 164 - 525.95123 - 48.9 820s 27700 23675 582.65108 36 175 - 525.95312 - 49.1 825s 27916 23853 652.54814 103 117 - 525.95564 - 49.3 830s 28332 24215 875.72043 336 85 - 525.95564 - 49.0 835s 28601 24421 557.00000 44 118 - 525.98107 - 49.2 840s 28915 24706 547.69457 47 185 - 526.00751 - 49.2 845s 29405 25172 788.57534 290 27 - 526.00751 - 48.9 850s 29682 25389 573.58988 66 109 - 526.02813 - 49.0 855s 30073 25738 559.81975 54 166 - 526.04118 - 48.9 860s 30357 25992 644.17132 93 121 - 526.06312 - 49.1 865s 30603 26220 640.44897 104 57 - 526.07462 - 49.1 870s 31077 26628 593.06472 87 140 - 526.07859 - 48.7 875s 31540 27064 885.22008 349 63 - 526.07859 - 48.5 880s 31785 27243 716.57093 130 119 - 526.08604 - 48.6 885s 32058 27466 528.81163 28 191 - 526.10078 - 48.7 890s 32237 27621 662.42610 119 139 - 526.10078 - 49.0 895s 32418 27768 631.73801 103 151 - 526.10658 - 49.2 900s 32694 28006 658.54665 132 119 - 526.10658 - 49.3 905s 33007 28277 618.82008 134 76 - 526.10807 - 49.3 910s 33356 28570 644.79498 109 133 - 526.10807 - 49.3 915s 33562 28754 561.46397 52 112 - 526.11223 - 49.5 920s 33798 28968 541.83412 36 181 - 526.11544 - 49.6 925s 33986 29142 590.58831 87 90 - 526.13017 - 49.8 930s 34329 29451 554.81365 48 170 - 526.15524 - 49.7 935s 34623 29705 549.35976 33 146 - 526.16587 - 49.7 940s 34833 29881 540.42780 24 178 - 526.18923 - 49.8 945s 35096 30119 527.75128 19 182 - 526.19046 - 49.9 950s 35369 30368 infeasible 180 - 526.19046 - 49.9 955s 35641 30597 598.29539 88 84 - 526.21278 - 49.9 960s 35911 30809 548.04126 37 189 - 526.21546 - 50.0 965s 36136 31006 606.89999 24 184 - 526.22112 - 50.1 970s 36310 31180 686.50000 113 116 - 526.22112 - 50.2 975s 36456 31296 770.20519 174 77 - 526.22112 - 50.4 980s 36716 31508 535.01698 37 179 - 526.22361 - 50.5 985s 37109 31886 811.34314 279 55 - 526.22361 - 50.3 990s 37317 32065 597.78867 39 172 - 526.23231 - 50.4 995s 37639 32371 752.10152 219 76 - 526.23231 - 50.4 1000s 37953 32657 621.88904 107 106 - 526.23501 - 50.4 1005s 38339 32975 530.10006 25 189 - 526.24679 - 50.3 1010s 38618 33234 571.49649 59 159 - 526.25564 - 50.4 1015s 39030 33608 543.76231 30 182 - 526.26572 - 50.3 1020s 39292 33850 659.84371 85 122 - 526.28374 - 50.3 1025s 39699 34186 592.82702 28 192 - 526.29235 - 50.2 1030s 39928 34379 537.72248 32 182 - 526.32181 - 50.3 1035s 40306 34743 741.80955 238 92 - 526.32181 - 50.2 1040s 40505 34907 infeasible 108 - 526.32278 - 50.4 1045s 40792 35164 659.90433 88 144 - 526.32278 - 50.4 1050s 40804 35176 656.97708 88 102 - 526.32278 - 50.4 1134s 40866 35232 694.84842 114 119 - 526.32278 - 50.4 1135s 41192 35495 infeasible 167 - 526.32333 - 50.5 1140s 41408 35688 527.75094 26 194 - 526.33333 - 50.5 1145s 41748 36006 infeasible 161 - 526.33480 - 50.5 1150s 41888 36120 595.61404 36 144 - 526.34319 - 50.8 1155s 42157 36376 infeasible 187 - 526.34319 - 50.8 1160s 42329 36502 569.06124 52 173 - 526.36056 - 51.0 1165s 42499 36643 564.79808 50 173 - 526.36111 - 51.2 1170s 42775 36899 633.25000 70 151 - 526.36127 - 51.2 1175s 43195 37271 567.42356 65 163 - 526.36637 - 51.1 1180s 43491 37531 545.39019 32 166 - 526.37230 - 51.1 1185s 43718 37705 527.75845 30 196 - 526.37892 - 51.2 1190s 43942 37919 731.96778 140 97 - 526.37892 - 51.3 1195s 44253 38172 593.19843 64 150 - 526.38118 - 51.3 1200s 44527 38377 554.12375 48 138 - 526.39739 - 51.3 1205s 44794 38615 677.88874 82 129 - 526.40322 - 51.4 1210s 45009 38782 534.12707 35 144 - 526.40984 - 51.5 1215s 45316 39069 745.35069 183 106 - 526.40984 - 51.5 1220s 45547 39256 infeasible 129 - 526.41353 - 51.6 1225s 45634 39325 602.82591 35 128 - 526.41864 - 51.9 1230s 45843 39530 645.30187 127 80 - 526.41864 - 51.9 1235s 46088 39735 infeasible 83 - 526.42594 - 52.0 1240s 46291 39922 infeasible 138 - 526.43450 - 52.1 1245s 46469 40052 569.00000 28 157 - 526.44444 - 52.2 1250s 46737 40296 532.03174 32 201 - 526.44444 - 52.3 1255s 46931 40484 672.36199 123 134 - 526.44444 - 52.4 1260s 47132 40637 infeasible 81 - 526.44480 - 52.5 1265s 47329 40822 651.37360 86 121 - 526.44496 - 52.6 1270s 47474 40949 592.19820 75 114 - 526.44525 - 52.8 1275s 47712 41167 631.33549 64 133 - 526.45793 - 52.9 1280s 47930 41331 infeasible 80 - 526.45977 - 53.0 1285s 48158 41514 576.73038 39 175 - 526.46196 - 53.0 1290s 48353 41645 infeasible 125 - 526.46196 - 53.2 1295s 48579 41815 527.77327 18 166 - 526.47659 - 53.3 1300s 48811 42044 677.14361 134 118 - 526.47659 - 53.3 1305s 49108 42318 585.55368 78 135 - 526.48969 - 53.2 1310s 49359 42545 622.01819 78 131 - 526.49988 - 53.2 1315s 49589 42751 633.95004 72 107 - 526.50376 - 53.3 1320s 49873 43021 556.09434 41 141 - 526.50432 - 53.2 1325s 50068 43210 664.79609 150 60 - 526.50432 - 53.4 1330s 50447 43553 631.91810 119 162 - 526.50859 - 53.2 1335s 50749 43810 529.85983 24 163 - 526.51480 - 53.2 1340s 50886 43921 infeasible 85 - 526.51480 - 53.4 1345s 51049 44076 663.66473 111 131 - 526.52840 - 53.5 1350s 51207 44206 infeasible 67 - 526.52996 - 53.7 1355s 51446 44431 686.09143 128 103 - 526.52996 - 53.8 1360s 51832 44700 562.13064 49 174 - 526.53166 - 53.7 1365s 52046 44899 623.93971 72 148 - 526.53420 - 53.8 1370s 52221 45058 610.90380 84 110 - 526.53461 - 53.9 1375s 52663 45487 696.37222 243 87 - 526.53928 - 53.7 1380s 53062 45843 728.28418 208 69 - 526.55176 - 53.6 1385s 53421 46155 716.37327 153 59 - 526.56470 - 53.5 1390s 53749 46438 574.22415 75 155 - 526.57108 - 53.4 1395s 54116 46727 544.56918 38 174 - 526.57294 - 53.4 1400s 54308 46891 630.67492 67 109 - 526.57879 - 53.5 1405s 54654 47215 637.29121 116 110 - 526.58149 - 53.5 1410s 54913 47450 540.12694 46 169 - 526.59426 - 53.5 1415s 55173 47682 656.39659 124 111 - 526.59659 - 53.5 1420s 55465 47955 666.71703 187 59 - 526.60414 - 53.5 1425s 55820 48244 628.96725 115 102 - 526.60414 - 53.5 1430s 56093 48487 575.36191 64 152 - 526.60414 - 53.5 1435s 56426 48788 788.52142 243 72 - 526.60414 - 53.4 1440s 56681 49009 717.79138 123 128 - 526.61615 - 53.5 1445s 56871 49179 613.73813 83 128 - 526.61794 - 53.6 1450s 57192 49473 715.99839 144 96 - 526.64580 - 53.6 1455s 57627 49855 684.87100 121 134 - 526.65140 - 53.4 1460s 57919 50064 625.02812 40 157 - 526.65757 - 53.5 1465s 58086 50213 587.34396 57 112 - 526.67929 - 53.6 1470s 58432 50547 764.67563 179 86 - 526.67929 - 53.6 1475s 58736 50791 infeasible 187 - 526.69452 - 53.6 1480s 59008 51027 634.20000 130 119 - 526.70489 - 53.6 1485s 59315 51318 617.58035 56 133 - 526.70489 - 53.6 1490s 59481 51466 594.09581 82 140 - 526.70838 - 53.7 1495s 59894 51830 553.18371 41 191 - 526.72121 - 53.5 1500s 60118 52044 565.28840 45 158 - 526.72161 - 53.6 1505s 60368 52265 572.27388 64 145 - 526.74232 - 53.6 1510s 60735 52586 673.45843 153 83 - 526.74232 - 53.6 1515s 61031 52861 613.30924 109 146 - 526.74232 - 53.6 1520s 61202 52970 537.90309 35 172 - 526.74351 - 53.7 1525s 61341 53095 657.70072 108 138 - 526.74351 - 53.8 1530s 61598 53323 645.35464 110 133 - 526.75048 - 53.8 1535s 61735 53427 582.67372 59 135 - 526.75079 - 53.9 1540s 61889 53543 536.49168 30 190 - 526.75609 - 54.0 1545s 62104 53738 infeasible 26 - 526.75609 - 54.1 1550s 62281 53879 603.91399 38 142 - 526.76259 - 54.2 1555s 62470 54050 586.03071 67 156 - 526.76525 - 54.3 1560s 62704 54249 551.89891 49 171 - 526.76940 - 54.3 1565s 62919 54418 563.46080 34 173 - 526.76946 - 54.4 1570s 63171 54637 741.25686 169 130 - 526.76946 - 54.3 1575s 63443 54860 656.73618 139 128 - 526.77783 - 54.3 1580s 63761 55159 712.08158 176 101 - 526.78424 - 54.3 1585s 63985 55315 infeasible 109 - 526.79021 - 54.3 1590s 64269 55585 751.22418 175 58 - 526.79546 - 54.3 1595s 64498 55785 630.53324 97 148 - 526.81081 - 54.4 1600s 64872 56131 682.84285 234 71 - 526.81142 - 54.3 1605s 65151 56326 569.89922 59 162 - 526.82048 - 54.3 1610s 65475 56625 645.68816 136 121 - 526.82711 - 54.3 1615s 65694 56814 578.11015 72 174 - 526.83667 - 54.3 1620s 65869 56971 553.69204 65 173 - 526.83735 - 54.4 1625s 66063 57138 549.00605 37 172 - 526.84628 - 54.5 1630s 66353 57386 748.86790 180 81 - 526.84628 - 54.5 1635s 66582 57591 560.54557 44 153 - 526.85069 - 54.6 1640s 66754 57729 569.45162 47 163 - 526.85242 - 54.7 1645s 66854 57829 756.07668 97 97 - 526.85242 - 54.9 1650s 67000 57937 574.03212 79 94 - 526.85335 - 55.0 1655s 67170 58077 609.21657 68 130 - 526.85335 - 55.2 1660s 67298 58183 589.01900 65 156 - 526.85672 - 55.3 1665s 67627 58467 588.47567 70 142 - 526.85672 - 55.2 1670s 67834 58658 571.73246 60 167 - 526.85984 - 55.3 1675s 68123 58889 644.80277 139 91 - 526.86133 - 55.3 1680s 68479 59208 683.76681 133 119 - 526.87248 - 55.2 1685s 68942 59648 537.25153 29 190 - 526.87684 - 55.0 1690s 69174 59852 558.12407 42 161 - 526.87725 - 55.0 1695s 69391 60065 669.45924 112 112 - 526.87725 - 55.1 1700s 69751 60337 685.73529 135 146 - 526.88914 - 55.1 1705s 70111 60693 730.40039 271 96 - 526.88983 - 55.0 1710s 70623 61102 597.55303 61 133 - 526.89276 - 54.8 1715s 70800 61279 680.25534 141 85 - 526.89276 - 54.9 1720s 71088 61533 529.56713 27 174 - 526.89745 - 54.9 1725s 71368 61782 706.48630 175 83 - 526.89745 - 54.9 1730s 71546 61925 557.92089 36 172 - 526.90014 - 55.0 1735s 71755 62112 647.49481 99 139 - 526.90511 - 55.0 1740s 71939 62264 639.92437 76 129 - 526.90511 - 55.1 1745s 72054 62357 568.03663 62 176 - 526.90797 - 55.3 1750s 72254 62557 673.00462 175 67 - 526.90797 - 55.3 1755s 72560 62829 573.26741 41 168 - 526.91417 - 55.3 1760s 72859 63098 552.54067 37 177 - 526.92186 - 55.3 1765s 73058 63265 566.30316 48 158 - 526.93127 - 55.4 1770s 73328 63507 615.27020 110 134 - 526.94476 - 55.4 1775s 73569 63710 656.25269 127 101 - 526.94519 - 55.4 1780s 74021 64117 627.86848 118 138 - 526.94776 - 55.3 1785s 74341 64409 653.00743 170 86 - 526.95527 - 55.3 1790s 74789 64814 672.39055 156 100 - 526.95698 - 55.2 1795s 75204 65165 643.48233 122 150 - 526.95796 - 55.1 1800s 75421 65344 531.18473 24 153 - 526.96320 - 55.1 1805s 75618 65533 661.39923 134 105 - 526.96320 - 55.2 1810s 75851 65744 591.39567 90 128 - 526.97264 - 55.2 1815s 76105 65926 infeasible 157 - 526.97264 - 55.3 1820s 76262 66059 649.62154 76 122 - 526.98059 - 55.4 1825s 76518 66293 592.47458 95 103 - 526.98597 - 55.4 1830s 76765 66526 683.42338 116 129 - 526.98923 - 55.4 1835s 77018 66758 646.78894 181 85 - 526.98951 - 55.4 1840s 77431 67115 infeasible 145 - 526.99222 - 55.3 1845s 77787 67444 565.11850 53 160 - 526.99266 - 55.3 1850s 78015 67608 573.77203 48 187 - 527.00278 - 55.3 1855s 78304 67853 811.28915 190 92 - 527.00278 - 55.3 1860s 78573 68074 infeasible 119 - 527.00293 - 55.3 1865s 78860 68312 550.77778 29 152 - 527.01215 - 55.3 1870s 79249 68651 658.49789 152 114 - 527.02385 - 55.2 1875s 79723 69099 591.60156 92 126 - 527.04307 - 55.1 1880s 79909 69232 563.52102 52 165 - 527.05205 - 55.2 1885s 80091 69386 549.72432 42 190 - 527.05879 - 55.3 1890s 80279 69534 543.24853 34 194 - 527.07012 - 55.3 1895s 80510 69765 677.20527 171 88 - 527.07012 - 55.3 1900s 80894 70114 656.97208 89 109 - 527.07215 - 55.2 1905s 81140 70334 528.64368 28 189 - 527.08127 - 55.3 1910s 81338 70500 557.85122 53 108 - 527.09047 - 55.3 1915s 81456 70618 625.78718 88 139 - 527.09047 - 55.5 1920s 81506 70668 604.89603 98 129 - 527.09047 - 55.6 1925s 81771 70929 758.94395 257 93 - 527.09047 - 55.5 1930s 82147 71246 677.18955 199 83 - 527.09311 - 55.5 1935s 82423 71482 720.75539 128 133 - 527.09311 - 55.5 1940s 82642 71655 546.64630 28 150 - 527.10211 - 55.5 1945s 82904 71891 561.54400 59 94 - 527.10751 - 55.5 1950s 83183 72149 624.18223 85 85 - 527.11043 - 55.5 1955s 83515 72436 561.50656 48 144 - 527.11335 - 55.5 1960s 83709 72622 734.56603 148 115 - 527.11335 - 55.5 1965s 83908 72784 665.98049 93 140 - 527.11652 - 55.6 1970s 84161 73003 595.60367 85 118 - 527.11977 - 55.6 1975s 84513 73291 542.97854 42 148 - 527.12327 - 55.6 1980s 84777 73551 722.38447 178 104 - 527.12327 - 55.6 1985s 85097 73759 540.19559 44 183 - 527.12351 - 55.5 1990s 85250 73890 552.70335 38 179 - 527.12497 - 55.6 1995s 85478 74102 561.10507 57 155 - 527.12522 - 55.6 2000s 85668 74288 737.54693 134 94 - 527.12522 - 55.7 2005s 85811 74412 667.29488 87 161 - 527.12661 - 55.8 2010s 86163 74682 532.91424 39 173 - 527.12977 - 55.7 2015s 86371 74850 541.15131 34 207 - 527.13032 - 55.8 2020s 86587 75028 541.56636 21 142 - 527.13486 - 55.8 2025s 86927 75326 531.18558 19 203 - 527.16985 - 55.8 2030s 87220 75598 555.09453 34 119 - 527.18270 - 55.7 2035s 87517 75870 584.49432 54 145 - 527.18340 - 55.7 2040s 87799 76058 557.92567 39 153 - 527.18353 - 55.8 2045s 88061 76294 641.21513 127 125 - 527.18382 - 55.8 2050s 88589 76781 737.61734 205 60 - 527.18437 - 55.6 2055s 88988 77140 669.15388 198 121 - 527.18521 - 55.6 2060s 89212 77332 681.90333 134 124 - 527.19405 - 55.6 2065s 89337 77435 639.94461 76 162 - 527.19669 - 55.7 2070s 89532 77614 571.08368 39 146 - 527.19780 - 55.7 2075s 89790 77836 590.01006 63 167 - 527.19937 - 55.7 2080s 90149 78181 844.53480 269 67 - 527.19937 - 55.7 2085s 90493 78475 527.73800 24 170 - 527.20276 - 55.7 2090s 90760 78694 565.04167 62 117 - 527.20564 - 55.6 2095s 90954 78857 572.67641 57 123 - 527.20564 - 55.7 2100s 91303 79184 586.57794 91 134 - 527.20921 - 55.6 2105s 91633 79467 infeasible 136 - 527.20921 - 55.6 2110s 91809 79609 572.38073 81 174 - 527.21142 - 55.6 2115s 92115 79894 770.83110 179 58 - 527.21176 - 55.6 2120s 92359 80096 615.89340 72 153 - 527.22143 - 55.6 2125s 92637 80353 663.81121 132 110 - 527.22416 - 55.6 2130s 92859 80529 infeasible 68 - 527.22838 - 55.7 2135s 93279 80929 874.28944 298 32 - 527.22838 - 55.6 2140s 93550 81172 597.63390 73 120 - 527.23379 - 55.6 2145s 93786 81395 607.63384 87 107 - 527.23379 - 55.6 2150s 94055 81662 697.00446 209 124 - 527.23379 - 55.6 2155s 94288 81871 614.22820 115 134 - 527.24605 - 55.6 2160s 94696 82228 634.18255 121 146 - 527.25000 - 55.6 2165s 94857 82357 569.63779 33 137 - 527.25901 - 55.6 2170s 95150 82604 543.62744 29 172 - 527.26424 - 55.6 2175s 95267 82683 543.11605 33 191 - 527.26929 - 55.8 2180s 95524 82910 527.58913 28 173 - 527.26954 - 55.8 2185s 95705 83065 610.06079 70 157 - 527.27066 - 55.8 2190s 96184 83523 953.53154 331 35 - 527.27066 - 55.7 2195s 96509 83797 540.96182 40 190 - 527.27846 - 55.6 2200s 96719 83990 581.48044 65 154 - 527.28222 - 55.7 2205s 97010 84240 608.71442 99 125 - 527.28229 - 55.7 2210s 97446 84656 678.06171 149 53 - 527.28230 - 55.6 2215s 97809 84955 676.43713 130 102 - 527.28492 - 55.6 2220s 98124 85236 infeasible 34 - 527.28775 - 55.5 2225s 98347 85425 620.37071 46 168 - 527.28966 - 55.6 2230s 98570 85604 533.69104 34 201 - 527.29410 - 55.6 2235s 98918 85922 541.45772 30 216 - 527.30510 - 55.6 2240s 99158 86130 557.09965 33 151 - 527.31030 - 55.6 2245s 99473 86403 712.43938 136 117 - 527.31030 - 55.6 2250s 99839 86699 601.14068 86 129 - 527.31082 - 55.5 2255s 100270 87108 608.84213 108 141 - 527.31121 - 55.4 2260s 100616 87429 694.18246 153 97 - 527.31250 - 55.4 2265s 100954 87715 679.24792 159 41 - 527.31978 - 55.4 2270s 101116 87847 infeasible 72 - 527.32621 - 55.5 2275s 101394 88067 infeasible 164 - 527.32664 - 55.5 2280s 101780 88412 564.15326 28 184 - 527.33102 - 55.4 2285s 102145 88777 775.45907 298 64 - 527.33102 - 55.3 2290s 102502 89030 556.28226 44 121 - 527.34426 - 55.2 2295s 102691 89195 585.82445 55 158 - 527.34707 - 55.3 2300s 103120 89584 557.52800 44 157 - 527.34987 - 55.2 2305s 103481 89927 615.27242 73 114 - 527.34988 - 55.2 2310s 103856 90247 550.73302 49 130 - 527.35669 - 55.1 2315s 104055 90444 773.37338 151 114 - 527.35669 - 55.2 2320s 104245 90572 532.77838 30 186 - 527.36622 - 55.2 2325s 104432 90725 infeasible 119 - 527.36622 - 55.3 2330s 104676 90941 600.18963 78 116 - 527.36901 - 55.3 2335s 104881 91103 infeasible 107 - 527.36966 - 55.4 2340s 105090 91282 660.67630 112 134 - 527.37085 - 55.4 2345s 105417 91566 641.72667 88 125 - 527.37505 - 55.4 2350s 105658 91751 593.08007 60 128 - 527.37678 - 55.4 2355s 106014 92081 569.76578 57 146 - 527.37678 - 55.3 2360s 106182 92249 640.98821 110 140 - 527.37678 - 55.4 2365s 106535 92572 555.74136 52 162 - 527.37822 - 55.4 2370s 106904 92907 547.36827 32 180 - 527.39677 - 55.3 2375s 107108 93081 590.98144 59 118 - 527.41302 - 55.4 2380s 107434 93378 590.76801 65 111 - 527.41994 - 55.3 2385s 107839 93747 544.35326 41 177 - 527.42271 - 55.3 2390s 108119 94007 559.11859 58 163 - 527.42308 - 55.3 2395s 108280 94154 619.09341 97 103 - 527.42308 - 55.4 2400s 108658 94505 549.31272 33 155 - 527.42308 - 55.3 2405s 108818 94635 559.74665 39 150 - 527.42308 - 55.4 2410s 109084 94874 585.13118 50 157 - 527.42428 - 55.4 2415s 109261 95039 543.90036 39 186 - 527.42712 - 55.5 2420s 109429 95205 663.88765 149 146 - 527.42712 - 55.5 2425s 109598 95316 infeasible 40 - 527.43073 - 55.6 2430s 109851 95545 538.19145 45 174 - 527.43589 - 55.6 2435s 110086 95768 529.57725 29 200 - 527.44189 - 55.6 2440s 110462 96121 infeasible 35 - 527.44540 - 55.6 2445s 110662 96307 726.04248 123 95 - 527.44936 - 55.6 2450s 110936 96524 infeasible 117 - 527.45156 - 55.7 2455s 111105 96669 528.93274 24 189 - 527.45191 - 55.7 2460s 111325 96869 679.92658 180 126 - 527.45191 - 55.7 2465s 111483 96981 696.78664 87 139 - 527.45971 - 55.8 2470s 111687 97111 infeasible 189 - 527.45971 - 55.9 2475s 111882 97258 545.55963 40 163 - 527.46559 - 55.9 2480s 112113 97457 559.32850 46 115 - 527.47155 - 55.9 2485s 112300 97625 infeasible 152 - 527.47155 - 56.0 2490s 112499 97777 549.32665 41 167 - 527.47519 - 56.0 2495s 112707 97939 532.07332 27 193 - 527.47672 - 56.0 2500s 112884 98082 559.91898 56 150 - 527.48757 - 56.1 2505s 113259 98440 553.34505 42 169 - 527.48910 - 56.0 2510s 113551 98702 585.55282 59 117 - 527.49290 - 56.0 2515s 113828 98942 532.74944 26 208 - 527.51417 - 56.0 2520s 114040 99130 608.25607 73 143 - 527.51615 - 56.1 2525s 114610 99593 570.73649 44 153 - 527.52072 - 55.9 2530s 114874 99842 620.13242 79 106 - 527.52589 - 55.9 2535s 115110 100060 589.32851 59 139 - 527.52771 - 56.0 2540s 115399 100309 579.90667 36 182 - 527.53200 - 56.0 2545s 115721 100587 708.38793 191 77 - 527.53200 - 55.9 2550s 116075 100899 600.01026 68 120 - 527.53920 - 55.9 2555s 116343 101130 700.60872 144 130 - 527.54144 - 55.9 2560s 116607 101374 707.19850 140 135 - 527.54566 - 55.9 2565s 116886 101583 628.58800 89 133 - 527.54667 - 55.9 2570s 117308 101981 655.22631 100 123 - 527.55171 - 55.9 2575s 117674 102318 626.27258 80 143 - 527.55382 - 55.8 2580s 117898 102498 589.15151 93 152 - 527.55411 - 55.9 2585s 118151 102735 668.24913 168 120 - 527.56646 - 55.9 2590s 118580 103119 567.56068 37 177 - 527.56770 - 55.8 2595s 118765 103278 532.78258 37 179 - 527.56770 - 55.9 2600s 119010 103503 631.46217 116 85 - 527.56946 - 55.9 2605s 119344 103797 580.81783 60 117 - 527.57516 - 55.9 2610s 119769 104158 527.64313 23 192 - 527.57845 - 55.8 2615s 119931 104252 545.49426 33 154 - 527.58448 - 55.9 2620s 120137 104438 601.71841 103 122 - 527.58913 - 55.9 2625s 120542 104811 638.57592 146 141 - 527.59113 - 55.9 2630s 120757 104986 infeasible 134 - 527.59494 - 55.9 2635s 120992 105191 648.45941 135 119 - 527.59548 - 55.9 2640s 121181 105348 591.94551 98 112 - 527.60025 - 56.0 2645s 121415 105540 582.26429 72 145 - 527.60267 - 56.0 2650s 121896 105957 541.18964 27 176 - 527.60565 - 55.9 2655s 122355 106396 894.06413 279 41 - 527.60565 - 55.8 2660s 122511 106519 640.26065 77 128 - 527.60617 - 55.9 2665s 122956 106945 748.19158 208 73 - 527.60617 - 55.8 2670s 123281 107229 603.65480 68 141 - 527.60617 - 55.8 2675s 123329 107277 626.30741 82 143 - 527.60617 - 55.9 2680s 123357 107305 638.02748 90 139 - 527.60617 - 56.1 2685s 123380 107328 658.15939 95 133 - 527.60617 - 56.2 2690s 123409 107357 663.08493 104 130 - 527.60617 - 56.3 2695s 123425 107373 630.82012 106 131 - 527.60617 - 56.5 2700s 123580 107508 566.47335 61 180 - 527.60942 - 56.5 2705s 123804 107704 610.59761 98 112 - 527.61132 - 56.5 2710s 124283 108151 infeasible 260 - 527.61282 - 56.4 2715s 124608 108427 568.51207 45 126 - 527.61658 - 56.4 2720s 125049 108867 849.85958 312 42 - 527.61658 - 56.3 2725s 125365 109092 578.53995 74 128 - 527.62912 - 56.3 2730s 125544 109243 568.52664 70 170 - 527.62919 - 56.3 2735s 125775 109414 553.85072 45 167 - 527.62919 - 56.4 2740s 126084 109689 550.28773 57 159 - 527.63058 - 56.3 2745s 126180 109763 614.74014 32 156 - 527.63275 - 56.4 2750s 126437 109974 637.12773 109 120 - 527.63390 - 56.4 2755s 126796 110311 648.83699 113 102 - 527.63484 - 56.4 2760s 127091 110574 infeasible 102 - 527.63540 - 56.4 2765s 127422 110873 746.65160 185 91 - 527.63903 - 56.4 2770s 127679 111100 636.89899 85 109 - 527.64083 - 56.4 2775s 128069 111460 627.77645 102 109 - 527.64204 - 56.3 2780s 128414 111740 584.43726 90 151 - 527.64204 - 56.3 2785s 128670 111976 599.37624 124 115 - 527.64245 - 56.3 2790s 128885 112168 665.39189 86 135 - 527.64825 - 56.3 2795s 129076 112333 599.99459 80 151 - 527.65232 - 56.4 2800s 129323 112558 595.73251 88 169 - 527.65237 - 56.4 2805s 129582 112799 683.69047 180 148 - 527.65237 - 56.4 2810s 129821 112959 622.90456 96 92 - 527.65329 - 56.4 2815s 130198 113304 636.14026 118 128 - 527.65329 - 56.4 2820s 130441 113515 654.91947 136 119 - 527.65364 - 56.4 2825s 130676 113690 581.91280 82 119 - 527.65790 - 56.4 2830s 130936 113906 infeasible 80 - 527.66482 - 56.4 2835s 131171 114103 662.46291 125 144 - 527.66537 - 56.4 2840s 131370 114288 685.21560 123 80 - 527.66697 - 56.4 2845s 131525 114411 702.84175 114 126 - 527.67180 - 56.5 2850s 131714 114528 infeasible 109 - 527.67421 - 56.5 2855s 131964 114756 582.37031 91 174 - 527.67442 - 56.5 2860s 132211 114935 553.29156 36 145 - 527.67532 - 56.6 2865s 132570 115259 545.53201 48 174 - 527.68479 - 56.5 2870s 132723 115358 542.18526 31 174 - 527.68629 - 56.5 2875s 132956 115563 529.08710 23 197 - 527.69220 - 56.6 2880s 133106 115697 614.52325 79 115 - 527.69472 - 56.6 2885s 133375 115937 677.50782 105 109 - 527.69780 - 56.6 2890s 133575 116119 622.35561 57 198 - 527.69933 - 56.7 2895s 133805 116307 584.39121 62 110 - 527.69933 - 56.7 2900s 134216 116692 574.53464 67 151 - 527.69977 - 56.6 2905s 134369 116809 544.10283 40 131 - 527.70240 - 56.7 2910s 134547 116985 627.72304 71 102 - 527.70240 - 56.7 2915s 134701 117089 680.53071 97 133 - 527.70240 - 56.8 2920s 134914 117236 infeasible 101 - 527.70518 - 56.9 2925s 135240 117515 594.55997 71 111 - 527.70832 - 56.8 2930s 135524 117765 669.05572 118 108 - 527.70832 - 56.8 2935s 135985 118200 598.02159 111 126 - 527.70962 - 56.7 2940s 136285 118478 641.41266 72 127 - 527.71657 - 56.7 2945s 136527 118666 infeasible 121 - 527.72120 - 56.8 2950s 136642 118765 692.26054 78 139 - 527.72379 - 56.8 2955s 136858 118925 infeasible 78 - 527.72720 - 56.8 2960s 137050 119083 595.81808 63 134 - 527.74201 - 56.9 2965s 137269 119280 615.91123 80 123 - 527.74545 - 56.9 2970s 137430 119405 560.75068 64 167 - 527.75045 - 57.0 2975s 137670 119601 583.73858 90 132 - 527.75094 - 57.0 2980s 137951 119848 635.90143 125 114 - 527.75128 - 57.0 2985s 138178 120045 627.40292 118 155 - 527.75168 - 57.0 2990s 138471 120312 579.44444 78 106 - 527.75183 - 57.0 2995s 138632 120441 infeasible 95 - 527.75957 - 57.0 3000s 138891 120659 560.04682 45 179 - 527.76871 - 57.0 3005s 139202 120945 631.36664 109 128 - 527.77409 - 57.0 3010s 139385 121112 infeasible 70 - 527.78418 - 57.1 3015s 139723 121400 532.93092 34 198 - 527.78682 - 57.1 3020s 140051 121690 590.53305 73 105 - 527.78775 - 57.0 3025s 140259 121861 610.49786 40 152 - 527.79528 - 57.1 3030s 140476 122032 664.42986 124 71 - 527.79757 - 57.1 3035s 140876 122412 800.97713 234 45 - 527.79838 - 57.0 3040s 141174 122656 692.51888 171 129 - 527.80164 - 57.0 3045s 141332 122780 534.95826 34 175 - 527.80281 - 57.1 3050s 141483 122905 570.16821 50 130 - 527.80291 - 57.1 3055s 141849 123232 547.10832 44 167 - 527.81060 - 57.1 3060s 142064 123427 634.11367 116 117 - 527.81241 - 57.1 3065s 142590 123902 542.24768 27 155 - 527.81281 - 57.0 3070s 142887 124183 605.44199 121 109 - 527.81676 - 57.0 3075s 143135 124398 630.16785 132 98 - 527.81817 - 57.0 3080s 143362 124586 infeasible 120 - 527.81839 - 57.0 3085s 143576 124731 555.08189 30 181 - 527.82556 - 57.1 3090s 143922 125015 545.64314 44 169 - 527.82898 - 57.0 3095s 144450 125495 infeasible 360 - 527.82898 - 56.9 3100s 144653 125656 537.43669 32 179 - 527.83506 - 57.0 3105s 144879 125824 585.90592 65 132 - 527.83640 - 57.0 3110s 145263 126186 531.85641 29 189 - 527.83934 - 56.9 3115s 145475 126378 565.78255 55 188 - 527.84121 - 57.0 3120s 145681 126560 588.03988 68 150 - 527.84417 - 57.0 3125s 145979 126824 584.04257 81 135 - 527.84422 - 57.0 3130s 146216 127025 581.35447 65 158 - 527.85190 - 57.0 3135s 146581 127360 638.60063 95 121 - 527.85363 - 57.0 3140s 146935 127690 632.23782 86 162 - 527.85587 - 56.9 3145s 147104 127819 557.66266 35 173 - 527.85866 - 57.0 3150s 147319 127990 537.69076 27 184 - 527.86487 - 57.0 3155s 147510 128155 560.49939 44 157 - 527.87297 - 57.1 3160s 147728 128339 631.81030 108 136 - 527.87597 - 57.1 3165s 147951 128532 646.99561 113 120 - 527.87795 - 57.1 3170s 148222 128745 614.86785 72 159 - 527.87814 - 57.1 3175s 148577 129077 532.58527 36 165 - 527.88546 - 57.1 3180s 148789 129263 550.45802 44 175 - 527.88752 - 57.1 3185s 148989 129449 600.68782 82 106 - 527.89561 - 57.1 3190s 149192 129640 611.82307 80 150 - 527.90080 - 57.1 3195s 149291 129732 680.61401 128 127 - 527.90080 - 57.2 3200s 149629 130026 666.29590 131 96 - 527.90557 - 57.2 3205s 150052 130412 541.70690 45 189 - 527.90893 - 57.1 3210s 150241 130583 572.06169 51 166 - 527.91070 - 57.2 3215s 150481 130767 586.04982 98 152 - 527.91099 - 57.2 3220s 150614 130874 537.00765 34 139 - 527.92358 - 57.2 3225s 150863 131109 552.38644 50 171 - 527.93589 - 57.2 3230s 151159 131387 549.13118 33 158 - 527.93589 - 57.2 3235s 151372 131570 534.31030 29 191 - 527.93678 - 57.3 3240s 151598 131760 638.59008 87 140 - 527.93946 - 57.3 3245s 152038 132140 528.54300 31 184 - 527.94502 - 57.2 3250s 152204 132290 627.93801 88 126 - 527.94531 - 57.3 3255s 152463 132525 690.23429 134 99 - 527.94742 - 57.3 3260s 152789 132835 632.32655 112 173 - 527.95242 - 57.2 3265s 153104 133080 529.44604 26 184 - 527.95442 - 57.2 3271s 153326 133274 551.31051 44 168 - 527.95733 - 57.2 3275s 153744 133657 598.11071 84 101 - 527.95832 - 57.2 3280s 154042 133920 539.62627 35 199 - 527.97333 - 57.2 3285s 154340 134204 771.52294 190 64 - 527.97333 - 57.2 3290s 154712 134558 687.88881 176 102 - 527.97361 - 57.1 3295s 155087 134875 633.84764 131 129 - 527.97497 - 57.1 3300s 155335 135089 632.32208 104 116 - 527.98041 - 57.1 3305s 155557 135255 625.28294 85 144 - 527.98197 - 57.1 3310s 155855 135508 616.59520 75 135 - 527.98386 - 57.1 3315s 156075 135703 621.28270 70 161 - 527.99109 - 57.2 3320s 156310 135912 684.44698 164 110 - 527.99196 - 57.2 3325s 156589 136163 648.40636 83 79 - 527.99484 - 57.2 3330s 156873 136407 550.37112 44 185 - 528.00000 - 57.2 3335s 157290 136794 539.41368 41 170 - 528.00000 - 57.1 3340s 157526 137005 607.06273 33 152 - 528.00000 - 57.2 3345s 157753 137199 581.25916 81 104 - 528.00404 - 57.2 3350s 158087 137515 645.77602 130 106 - 528.00470 - 57.2 3355s 158492 137880 579.42159 79 103 - 528.00620 - 57.1 3360s 158737 138105 649.18050 97 128 - 528.00835 - 57.1 3365s 159018 138346 679.60166 109 137 - 528.00862 - 57.1 3370s 159356 138622 infeasible 188 - 528.00981 - 57.1 3375s 159562 138791 infeasible 110 - 528.01694 - 57.1 3380s 159919 139094 598.33696 31 122 - 528.01694 - 57.1 3385s 160250 139413 773.54339 203 76 - 528.01694 - 57.1 3390s 160428 139556 656.94416 89 130 - 528.01850 - 57.2 3395s 160575 139673 594.17209 59 164 - 528.01871 - 57.2 3400s 160848 139942 694.86792 131 117 - 528.01871 - 57.2 3405s 161238 140208 597.44109 74 117 - 528.01948 - 57.2 3410s 161695 140629 614.86027 129 118 - 528.02586 - 57.1 3415s 161986 140877 698.44670 135 128 - 528.02830 - 57.1 3420s 162439 141298 742.21509 276 38 - 528.02946 - 57.0 3425s 162723 141534 552.06555 43 177 - 528.03297 - 57.0 3430s 162960 141723 548.64079 42 167 - 528.03320 - 57.1 3435s 163276 142007 539.36672 34 162 - 528.03925 - 57.0 3440s 163422 142131 570.70436 62 156 - 528.04181 - 57.1 3445s 163671 142354 650.08242 110 134 - 528.04598 - 57.1 3450s 164088 142717 647.49889 106 114 - 528.04637 - 57.0 3455s 164470 143048 557.40389 56 112 - 528.04893 - 57.0 3460s 164741 143291 602.58744 75 91 - 528.04893 - 57.0 3465s 165110 143628 657.93352 141 86 - 528.05278 - 56.9 3470s 165323 143805 559.76631 53 132 - 528.06063 - 57.0 3475s 165650 144075 554.27376 40 127 - 528.06265 - 57.0 3480s 165921 144322 567.00756 56 123 - 528.06436 - 57.0 3485s 166217 144561 infeasible 122 - 528.06630 - 57.0 3490s 166357 144693 627.00000 89 123 - 528.07043 - 57.0 3495s 166640 144976 706.28302 167 73 - 528.07043 - 57.0 3500s 167015 145308 639.03024 91 120 - 528.07236 - 57.0 3505s 167348 145611 683.44795 111 114 - 528.07339 - 56.9 3510s 167665 145884 582.04468 67 133 - 528.07692 - 56.9 3515s 167963 146145 588.37238 72 127 - 528.07735 - 56.9 3520s 168290 146435 637.29909 84 135 - 528.08006 - 56.9 3525s 168539 146642 533.73038 29 191 - 528.08014 - 56.9 3530s 168823 146904 566.96336 52 147 - 528.08251 - 56.9 3535s 169184 147231 infeasible 72 - 528.08440 - 56.9 3540s 169367 147378 606.28279 73 142 - 528.09199 - 56.9 3545s 169730 147634 579.85288 75 126 - 528.09329 - 56.9 3550s 170024 147895 624.41812 63 146 - 528.09675 - 56.9 3555s 170446 148279 554.61880 43 181 - 528.09800 - 56.8 3560s 170587 148406 564.75875 52 182 - 528.09829 - 56.9 3565s 170789 148562 528.96736 28 160 - 528.10155 - 56.9 3570s 171032 148767 infeasible 37 - 528.10788 - 56.9 3575s 171385 149066 762.42982 160 119 - 528.10788 - 56.9 3580s 171546 149195 540.89715 31 168 - 528.10788 - 57.0 3585s 171746 149383 620.70786 67 154 - 528.10788 - 57.0 3590s 171772 149409 613.17125 79 142 - 528.10788 - 57.1 3595s Cutting planes: Learned: 39 Gomory: 69 Cover: 64 Implied bound: 8 Clique: 8 MIR: 754 GUB cover: 28 Zero half: 247 Explored 171814 nodes (9824438 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.290000000000e+02, gap -