Gurobi 5.0.1 (linux64) logging started Wed Jan 2 11:26:53 2013 Optimize a model with 10402 rows, 10201 columns and 63734 nonzeros Presolve removed 3181 rows and 3994 columns Presolve time: 0.14s Presolved: 7221 rows, 6207 columns, 43300 nonzeros Variable types: 100 continuous, 6107 integer (6107 binary) Root relaxation: objective 5.177344e+02, 652 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 517.73441 0 195 - 517.73441 - - 0s 0 0 525.28541 0 207 - 525.28541 - - 0s 0 0 526.35528 0 216 - 526.35528 - - 0s 0 0 526.87877 0 223 - 526.87877 - - 1s 0 0 527.46554 0 218 - 527.46554 - - 1s 0 0 527.71115 0 214 - 527.71115 - - 1s 0 0 528.09917 0 217 - 528.09917 - - 1s 0 0 528.32581 0 222 - 528.32581 - - 1s 0 0 528.39196 0 221 - 528.39196 - - 1s 0 0 528.39196 0 221 - 528.39196 - - 1s 0 0 528.39196 0 196 - 528.39196 - - 2s 0 2 528.39196 0 196 - 528.39196 - - 3s 67 50 585.88761 16 208 - 529.39196 - 45.7 5s 509 436 667.38090 76 152 - 530.16553 - 43.6 10s 603 521 606.05948 16 190 - 530.16553 - 43.5 20s 604 522 538.92776 9 209 - 530.16553 - 43.5 30s 605 523 579.76925 17 191 - 530.16553 - 43.4 39s 606 523 586.81773 8 213 - 532.17369 - 43.3 50s 607 524 587.07320 21 202 - 536.67612 - 43.3 62s 608 525 604.79514 58 210 - 537.33863 - 43.2 69s 609 525 638.17020 28 229 - 537.71861 - 43.1 70s 611 527 579.76925 17 212 - 537.93283 - 43.0 75s 612 527 640.14676 24 219 - 537.95836 - 42.9 89s 613 528 587.07320 21 226 - 537.95865 - 42.8 90s 617 532 604.79514 58 196 - 537.97896 - 47.5 97s 619 533 586.81773 8 191 - 537.97896 - 47.3 108s 620 534 577.97981 18 219 - 537.97896 - 47.2 120s 621 535 550.56588 10 167 - 537.97896 - 47.2 126s 623 536 604.79514 58 213 - 538.04112 - 47.0 138s 624 537 638.17020 28 216 - 538.05338 - 46.9 151s 628 539 668.68121 80 230 - 539.35751 - 46.6 155s 633 543 589.66423 30 229 - 540.59524 - 46.3 160s 637 545 587.07320 21 251 - 540.66752 - 46.0 167s 640 549 541.66573 25 239 - 540.74837 - 51.4 170s 773 628 664.14418 90 113 - 540.74837 - 52.7 175s 986 744 622.67283 45 186 - 540.76804 - 53.2 180s 1259 850 542.63038 31 241 - 541.63713 - 51.0 185s 1410 927 584.49174 52 165 - 541.68979 - 53.3 190s 1643 1052 628.09579 86 133 - 541.71045 - 51.8 195s 1985 1235 613.69820 52 150 - 541.71333 - 48.9 200s 2274 1362 558.22874 43 219 - 541.73951 - 48.6 205s 2584 1609 824.30190 152 89 - 541.77696 - 48.1 210s 2934 1881 585.31401 44 197 - 542.16752 - 47.3 215s 3123 2021 infeasible 63 - 542.28292 - 48.9 220s 3418 2266 568.76909 51 224 - 542.41934 - 48.5 225s 3595 2389 669.26505 89 163 - 542.50212 - 49.9 230s 3808 2542 672.79095 50 204 - 542.85345 - 50.9 235s 4113 2778 549.74805 36 217 - 542.93220 - 50.1 240s 4442 3061 586.42385 41 208 - 543.22574 - 49.5 245s 4719 3285 566.32977 40 237 - 543.38298 - 50.0 250s 4910 3428 558.69452 33 225 - 543.56823 - 50.7 255s 5077 3550 infeasible 73 - 543.58207 - 51.6 260s 5259 3649 606.21615 44 183 - 543.63038 - 52.4 265s 5432 3800 601.97332 55 176 - 543.85018 - 53.3 270s 5699 4018 587.91032 42 219 - 544.07353 - 53.7 275s 5978 4237 654.12640 67 185 - 544.25927 - 53.7 280s 6208 4422 609.12037 99 164 - 544.41319 - 54.1 285s 6429 4592 581.72860 55 192 - 544.62981 - 54.3 290s 6626 4745 617.38291 51 212 - 544.92117 - 54.7 295s 6865 4934 705.64451 88 209 - 545.07828 - 54.8 300s 7113 5137 636.46624 73 128 - 545.15646 - 54.9 305s 7568 5545 731.44572 181 93 - 545.21623 - 53.3 310s 7940 5873 infeasible 83 - 545.25257 - 52.5 315s 8229 6088 559.36512 33 233 - 545.34144 - 52.4 320s 8401 6221 571.04548 39 218 - 545.41752 - 52.9 325s 8616 6380 560.51973 34 239 - 545.45438 - 53.2 330s 8917 6669 713.63813 183 108 - 545.46651 - 52.9 335s 9319 7001 554.13229 44 217 - 545.47698 - 51.7 340s 9599 7245 665.34164 119 115 - 545.53487 - 51.7 345s 9906 7506 554.58964 42 219 - 545.67360 - 51.7 350s 10163 7710 667.83185 85 185 - 545.83001 - 51.9 355s 10366 7894 705.10095 121 115 - 545.88776 - 51.7 360s 10644 8106 569.23213 42 144 - 546.32038 - 51.8 365s 10989 8394 559.65553 43 200 - 546.33772 - 51.5 370s 11252 8573 infeasible 105 - 546.33772 - 51.7 375s 11447 8721 557.04154 34 219 - 546.38696 - 52.1 380s 11753 8957 584.88782 48 176 - 546.43342 - 52.1 385s 12061 9202 600.28369 67 176 - 546.48319 - 52.0 390s 12377 9445 600.18170 41 215 - 546.54709 - 51.9 395s 12644 9647 551.24597 34 214 - 546.77824 - 52.0 400s 12911 9853 566.96063 37 232 - 546.91437 - 52.1 405s 13240 10090 585.05213 40 197 - 547.03693 - 52.0 410s 13552 10324 597.39343 52 219 - 547.17507 - 51.9 415s 13794 10504 706.34565 98 146 - 547.18760 - 52.0 420s 14136 10775 593.19974 53 196 - 547.24524 - 51.7 425s 14511 11120 681.69835 73 168 - 547.31424 - 51.3 430s 14663 11239 629.61443 70 184 - 547.32325 - 51.8 435s 14871 11379 594.46913 35 218 - 547.76675 - 52.1 440s 15132 11592 622.29877 49 166 - 547.81160 - 52.1 445s 15437 11820 570.64324 39 231 - 548.13197 - 52.1 450s 15714 12048 639.69398 57 141 - 548.18653 - 52.2 455s 15969 12244 641.18036 51 200 - 548.43319 - 52.3 460s 16144 12370 590.71572 41 213 - 548.47953 - 52.7 465s 16314 12508 604.74733 49 113 - 548.50848 - 52.9 470s 16490 12627 576.37446 39 229 - 548.60670 - 53.2 475s 16830 12925 669.89585 80 159 - 548.68037 - 53.1 480s 17046 13090 697.40262 84 200 - 548.75611 - 53.3 485s 17267 13262 751.56409 110 125 - 548.82081 - 53.4 490s 17518 13465 616.51057 71 190 - 548.92271 - 53.6 495s 17853 13761 657.49507 86 151 - 548.96976 - 53.4 500s 18144 13948 685.28466 72 168 - 548.99441 - 53.4 505s 18394 14118 infeasible 61 - 549.17575 - 53.5 510s 18578 14233 571.38141 44 216 - 549.29943 - 53.8 515s 18796 14393 656.88458 55 172 - 549.37851 - 53.9 520s 18999 14564 670.98754 84 101 - 549.39541 - 54.1 525s 19372 14881 623.85053 66 198 - 549.40947 - 53.9 530s 19733 15182 670.12235 76 128 - 549.44551 - 53.7 535s 20105 15509 617.32298 64 156 - 549.51361 - 53.4 540s 20402 15753 638.81176 64 146 - 549.54126 - 53.4 546s 20574 15864 573.90771 42 196 - 549.58292 - 53.5 550s 20747 16005 657.96063 53 199 - 549.66294 - 53.7 555s 20957 16146 655.83026 42 213 - 549.67701 - 53.8 560s 21364 16522 686.84700 158 59 - 549.68145 - 53.4 565s 21606 16689 infeasible 92 - 549.76537 - 53.5 570s 21816 16837 572.70647 40 191 - 549.87210 - 53.7 575s 22066 17067 758.99675 174 106 - 549.93264 - 53.6 580s 22504 17442 infeasible 63 - 549.94333 - 53.1 585s 22805 17695 591.53463 39 198 - 550.11533 - 53.1 590s 23198 18052 632.95130 65 173 - 550.13355 - 52.9 595s 23387 18174 579.71776 49 226 - 550.17863 - 53.1 600s 23608 18364 639.11331 69 131 - 550.24381 - 53.2 605s 23745 18471 559.35178 35 215 - 550.26114 - 53.5 610s 23948 18616 584.44234 36 211 - 550.32342 - 53.6 615s 24341 18945 556.53556 35 249 - 550.48118 - 53.3 620s 24641 19159 600.16662 52 188 - 550.58794 - 53.3 625s 24932 19410 704.16415 133 76 - 550.70256 - 53.2 630s 25305 19705 594.10055 56 179 - 550.78117 - 53.0 635s 25677 20026 infeasible 61 - 550.78562 - 52.8 640s 25930 20236 719.68707 139 68 - 550.80010 - 52.8 645s 26356 20576 infeasible 97 - 550.84764 - 52.5 650s 26579 20750 685.86138 92 89 - 550.96952 - 52.6 655s 27012 21140 730.44281 197 74 - 550.99496 - 52.3 660s 27204 21267 572.82008 35 244 - 551.04508 - 52.5 665s 27566 21603 699.48396 104 126 - 551.05109 - 52.3 670s 27790 21765 607.80908 52 202 - 551.22618 - 52.4 675s 28146 22064 infeasible 95 - 551.23082 - 52.2 680s 28422 22259 635.37603 55 178 - 551.44441 - 52.3 685s 28757 22534 infeasible 44 - 551.57608 - 52.2 690s 28999 22680 564.33076 49 198 - 551.67389 - 52.3 695s 29217 22835 infeasible 53 - 551.73441 - 52.4 700s 29474 22996 572.32986 42 216 - 551.85807 - 52.5 705s 29838 23324 658.47558 89 77 - 551.88271 - 52.3 710s 30116 23528 560.47707 36 235 - 551.97345 - 52.3 715s 30473 23856 646.15320 162 59 - 551.99753 - 52.2 720s 30661 23994 711.23424 93 91 - 552.08625 - 52.2 725s 30963 24170 566.09673 37 241 - 552.15724 - 52.2 730s 31307 24464 infeasible 47 - 552.19184 - 52.2 735s 31499 24606 602.33295 43 222 - 552.21239 - 52.3 740s 31672 24731 566.05739 37 238 - 552.27048 - 52.5 745s 31849 24847 633.48512 48 219 - 552.29328 - 52.7 750s 32012 24964 613.03098 60 198 - 552.35950 - 52.8 755s 32312 25198 infeasible 65 - 552.42486 - 52.9 760s 32494 25333 infeasible 48 - 552.51582 - 53.0 765s 32738 25487 646.30827 84 139 - 552.55957 - 53.1 770s 33002 25683 605.03759 51 177 - 552.67641 - 53.2 775s 33413 26010 587.44362 42 174 - 552.69208 - 52.9 780s 33657 26196 614.62146 77 183 - 552.74030 - 53.0 785s 33868 26322 601.71732 62 174 - 552.85313 - 53.1 790s 34314 26702 556.26802 33 235 - 552.86085 - 52.9 795s 34543 26890 649.38770 50 186 - 552.90035 - 53.0 800s 34784 27054 infeasible 64 - 553.03086 - 53.1 805s 34985 27157 595.81846 41 227 - 553.04409 - 53.2 810s 35330 27418 752.99320 169 113 - 553.05106 - 53.1 815s 35474 27515 622.84768 40 194 - 553.10386 - 53.4 820s 35749 27749 654.48253 48 199 - 553.17262 - 53.3 825s 36047 27956 638.41000 70 173 - 553.17827 - 53.3 830s 36473 28337 infeasible 206 - 553.17827 - 53.2 835s 36783 28589 600.50758 46 209 - 553.19215 - 53.2 840s 37007 28740 593.11266 50 209 - 553.20647 - 53.2 845s 37198 28863 583.20717 35 204 - 553.27732 - 53.3 850s 37437 29063 679.43373 72 188 - 553.29210 - 53.4 855s 37607 29171 662.71105 74 165 - 553.47298 - 53.6 860s 37786 29282 594.66671 63 125 - 553.51581 - 53.8 865s 37985 29405 600.48206 55 189 - 553.59808 - 53.9 870s 38226 29561 615.38427 64 183 - 553.59856 - 53.9 875s 38524 29787 infeasible 48 - 553.62772 - 53.9 880s 38838 30058 634.55507 51 181 - 553.66573 - 53.9 885s 39062 30209 657.28684 63 162 - 553.68701 - 54.0 890s 39432 30491 657.23653 54 165 - 553.73622 - 53.9 895s 39854 30823 580.82133 66 204 - 553.80713 - 53.7 900s 40043 30942 605.60720 47 200 - 553.83012 - 53.9 905s 40342 31195 621.48898 45 193 - 553.83861 - 53.9 910s 40625 31428 732.47584 141 89 - 553.85539 - 53.9 915s 40805 31572 636.24863 93 196 - 553.86511 - 53.9 981s 40807 31573 750.98389 68 192 - 553.86511 - 53.9 990s 40809 31575 644.32353 80 234 - 553.86511 - 53.9 996s 40810 31575 730.79745 185 236 - 553.86511 - 53.9 1001s 40811 31576 750.98389 68 225 - 553.86511 - 53.9 1005s 40813 31577 574.57182 35 255 - 553.86511 - 53.9 1013s 40814 31578 588.73184 36 268 - 553.86511 - 53.9 1017s 40815 31579 733.50801 167 262 - 553.86511 - 53.9 1022s 40816 31579 640.36912 58 266 - 553.86511 - 53.9 1026s 40817 31580 652.40285 55 264 - 553.86511 - 53.9 1030s 40818 31581 656.51371 68 262 - 553.86511 - 53.9 1035s 40820 31582 637.65879 60 274 - 553.86511 - 53.9 1042s 40821 31583 588.73184 36 265 - 553.86511 - 53.9 1046s 40823 31584 615.81922 68 283 - 553.86511 - 53.9 1053s 40824 31585 636.24863 93 283 - 553.86511 - 53.9 1056s 40825 31585 656.51371 68 281 - 553.86511 - 53.9 1060s 40827 31587 571.18297 36 283 - 553.86511 - 53.9 1067s 40828 31587 588.73184 36 283 - 553.86511 - 53.9 1070s 40830 31589 750.98389 68 283 - 553.86511 - 53.9 1075s 40831 31589 615.81922 68 283 - 553.86511 - 53.9 1088s 40849 31603 571.85055 42 243 - 553.86511 - 54.0 1090s 40978 31679 664.73794 106 196 - 553.86511 - 54.1 1095s 41096 31705 585.53831 56 246 - 553.86511 - 54.3 1100s 41220 31769 581.98630 46 227 - 553.86511 - 54.5 1105s 41358 31857 674.49619 115 183 - 553.86511 - 54.6 1110s 41502 31917 568.15587 42 190 - 553.86511 - 54.8 1115s 41623 31977 657.73476 83 239 - 553.86511 - 54.9 1120s 41723 32030 infeasible 77 - 553.86511 - 55.1 1125s 41836 32079 705.68726 92 176 - 553.86511 - 55.3 1130s 41963 32146 649.26136 85 148 - 553.86511 - 55.5 1135s 42152 32252 650.05304 79 225 - 553.86511 - 55.6 1140s 42278 32310 675.56579 85 189 - 553.86511 - 55.7 1145s 42397 32345 infeasible 70 - 553.86511 - 55.9 1150s 42543 32405 560.97642 38 224 - 553.86511 - 56.0 1155s 42673 32465 556.72523 41 255 - 553.86511 - 56.2 1160s 42803 32548 681.73010 110 158 - 553.86511 - 56.3 1165s 42999 32635 infeasible 52 - 553.86511 - 56.4 1170s 43097 32678 558.51451 44 215 - 553.86511 - 56.6 1175s 43263 32740 636.04320 78 152 - 553.86511 - 56.7 1180s 43391 32788 602.85768 43 258 - 553.86511 - 56.9 1185s 43492 32826 596.32081 49 240 - 553.86511 - 57.1 1190s 43650 32914 583.74582 56 218 - 553.86511 - 57.2 1195s 43763 32959 601.35799 62 208 - 553.86511 - 57.4 1200s 43908 33004 727.90236 100 197 - 553.86511 - 57.5 1205s 44027 33007 591.10296 54 157 - 553.86511 - 57.8 1210s 44187 33083 563.11803 48 247 - 553.86511 - 57.9 1215s 44262 33118 563.50070 55 264 - 553.86511 - 58.1 1220s 44358 33164 639.81644 95 221 - 553.86511 - 58.3 1225s 44486 33219 575.83323 55 245 - 553.86511 - 58.5 1230s 44730 33382 675.61339 192 101 - 553.86511 - 58.4 1235s 44935 33458 592.17836 60 243 - 553.86511 - 58.5 1240s 45004 33498 673.47949 96 134 - 553.86511 - 58.7 1245s 45148 33552 infeasible 73 - 553.86511 - 58.8 1250s 45272 33611 602.07874 58 189 - 553.86511 - 58.9 1255s 45388 33641 553.87452 48 267 - 553.86511 - 59.1 1260s 45495 33703 591.34711 61 213 - 553.86511 - 59.2 1265s 45650 33747 561.54804 55 225 - 553.86511 - 59.3 1270s 45756 33808 625.60687 62 205 - 553.86511 - 59.5 1275s 45893 33865 596.20835 66 224 - 553.86511 - 59.6 1280s 46044 33918 564.92457 48 217 - 553.86511 - 59.7 1285s 46166 33965 565.68726 40 213 - 553.86511 - 59.9 1290s 46291 34019 555.09344 43 231 - 553.86511 - 60.0 1295s 46403 34076 608.03456 62 196 - 553.86511 - 60.1 1300s 46547 34127 598.80598 59 209 - 553.86511 - 60.2 1305s 46610 34154 561.43932 53 252 - 553.86511 - 60.4 1310s 46706 34212 690.75372 97 133 - 553.86511 - 60.6 1315s 46957 34357 616.06972 65 221 - 553.86511 - 60.6 1320s 47201 34494 621.06567 64 226 - 553.86511 - 60.5 1325s 47387 34555 739.02375 78 208 - 553.86511 - 60.6 1330s 47513 34593 585.51610 46 254 - 553.86511 - 60.7 1335s 47601 34627 590.62368 46 241 - 553.86511 - 60.9 1340s 47732 34688 642.07194 76 165 - 553.86511 - 61.0 1345s 48027 34837 556.23872 50 230 - 553.86511 - 61.0 1350s 48128 34882 599.77814 61 247 - 553.86511 - 61.1 1355s 48258 34914 573.30042 57 234 - 553.86511 - 61.3 1360s 48359 34960 574.51914 52 261 - 553.86511 - 61.4 1365s 48472 35013 608.22743 49 233 - 553.86511 - 61.6 1370s 48642 35071 573.10410 57 237 - 553.86511 - 61.7 1375s 48761 35129 infeasible 69 - 553.86511 - 61.8 1380s 48890 35181 600.41092 73 223 - 553.86511 - 61.9 1385s 49009 35236 637.43033 71 176 - 553.86511 - 62.1 1390s 49129 35257 infeasible 76 - 553.86511 - 62.2 1395s 49230 35295 605.82893 60 236 - 553.86511 - 62.4 1400s 49499 35429 infeasible 58 - 553.86511 - 62.4 1405s 49607 35467 575.15940 53 233 - 553.86511 - 62.5 1410s 49741 35499 559.15673 45 223 - 553.86511 - 62.6 1415s 49892 35568 infeasible 109 - 553.86511 - 62.7 1420s 50000 35597 575.16362 39 251 - 553.86511 - 62.9 1425s 50110 35637 infeasible 77 - 553.86511 - 63.0 1430s 50212 35662 591.37878 57 230 - 553.88998 - 63.1 1435s 50336 35707 572.81562 46 225 - 553.91605 - 63.3 1440s 50442 35755 infeasible 72 - 553.92365 - 63.4 1445s 50569 35787 663.95860 69 188 - 553.95628 - 63.5 1450s 50691 35833 578.20066 53 196 - 554.00349 - 63.7 1455s 50847 35905 635.32624 85 204 - 554.05096 - 63.7 1460s 50951 35917 638.28792 58 243 - 554.12996 - 63.9 1465s 51005 35931 615.11016 62 211 - 554.13628 - 64.0 1470s 51094 35959 601.07418 75 204 - 554.14691 - 64.1 1475s 51397 36114 606.59414 71 201 - 554.18006 - 64.0 1480s 51525 36172 643.38085 79 177 - 554.18173 - 64.1 1485s 51625 36199 554.59596 49 241 - 554.18900 - 64.3 1490s 51742 36249 604.24878 68 243 - 554.19273 - 64.4 1495s 51852 36293 625.75767 79 226 - 554.25965 - 64.5 1500s 51962 36327 620.18587 58 233 - 554.27298 - 64.6 1505s 52143 36420 678.95995 135 118 - 554.28443 - 64.7 1510s 52305 36473 582.07177 58 215 - 554.33689 - 64.8 1515s 52578 36603 infeasible 198 - 554.33689 - 64.7 1520s 52700 36641 642.81037 70 234 - 554.35352 - 64.8 1525s 52841 36668 601.39721 55 220 - 554.42993 - 64.9 1530s 52948 36739 628.63457 72 209 - 554.42993 - 65.0 1535s 53056 36777 614.36776 66 256 - 554.43677 - 65.1 1540s 53167 36837 685.95733 92 185 - 554.43912 - 65.2 1545s 53278 36874 666.95988 62 237 - 554.46052 - 65.4 1550s 53363 36909 702.39046 80 205 - 554.50135 - 65.5 1555s 53473 36914 591.50296 49 256 - 554.57496 - 65.6 1560s 53686 37054 700.63484 151 90 - 554.57496 - 65.6 1565s 53851 37113 624.27218 49 224 - 554.60421 - 65.7 1570s 53919 37145 649.33608 68 162 - 554.63022 - 65.9 1575s 54229 37305 601.01879 61 207 - 554.63083 - 65.7 1580s 54343 37369 657.10263 78 209 - 554.65885 - 65.8 1585s 54475 37428 622.30832 59 242 - 554.66375 - 65.9 1590s 54742 37550 592.19111 45 237 - 554.66954 - 65.9 1595s 54836 37585 559.13453 49 216 - 554.71204 - 66.0 1600s 54963 37638 600.24985 54 246 - 554.72187 - 66.1 1605s 55066 37680 infeasible 97 - 554.73305 - 66.2 1610s 55173 37744 655.19486 73 222 - 554.73785 - 66.3 1615s 55273 37760 563.66933 49 261 - 554.90840 - 66.4 1620s 55419 37858 661.08427 120 80 - 554.90840 - 66.5 1625s 55733 38042 897.73720 292 86 - 554.90840 - 66.3 1630s 55804 38047 633.99344 71 235 - 554.93253 - 66.5 1635s 56026 38195 685.29509 195 77 - 554.93253 - 66.4 1640s 56245 38260 593.24432 53 213 - 554.97120 - 66.4 1645s 56357 38309 570.34220 50 222 - 554.99347 - 66.5 1650s 56473 38366 644.72806 66 193 - 555.02428 - 66.6 1655s 56596 38408 611.96746 60 178 - 555.02512 - 66.7 1660s 56710 38444 556.92539 48 250 - 555.07622 - 66.8 1665s 56908 38574 726.15363 182 83 - 555.07622 - 66.8 1670s 57040 38593 811.60925 97 209 - 555.07739 - 66.9 1675s 57136 38627 575.24761 48 242 - 555.11979 - 67.0 1680s 57182 38656 646.92005 72 214 - 555.11979 - 67.2 1685s 57253 38685 638.66679 72 189 - 555.14038 - 67.4 1690s 57423 38756 644.24491 67 225 - 555.14489 - 67.4 1695s 57517 38774 617.23505 63 229 - 555.17478 - 67.5 1700s 57603 38810 721.98566 76 184 - 555.18158 - 67.7 1705s 57710 38828 617.39128 75 208 - 555.22631 - 67.8 1710s 57816 38838 604.14050 60 222 - 555.32008 - 67.9 1715s 57849 38854 681.48823 67 172 - 555.32008 - 68.1 1720s 57953 38905 676.63584 86 170 - 555.32869 - 68.2 1725s 58090 38956 571.20489 50 196 - 555.40170 - 68.3 1730s 58176 38994 563.87001 58 220 - 555.40730 - 68.4 1735s 58289 39029 679.67331 75 172 - 555.41625 - 68.5 1740s 58415 39081 585.41063 49 239 - 555.48673 - 68.6 1745s 58519 39112 673.21086 71 221 - 555.52868 - 68.7 1750s 58640 39166 646.50957 75 222 - 555.54689 - 68.8 1755s 58718 39180 669.10080 68 225 - 555.55104 - 68.9 1760s 58869 39262 582.74136 51 248 - 555.55968 - 69.0 1765s 58961 39295 628.05696 61 222 - 555.58320 - 69.1 1770s 59073 39335 679.39895 92 211 - 555.58886 - 69.2 1775s 59203 39390 684.00133 69 189 - 555.59894 - 69.3 1780s 59290 39408 618.89289 47 223 - 555.64360 - 69.4 1785s 59386 39450 infeasible 71 - 555.64360 - 69.6 1790s 59506 39499 564.24065 52 199 - 555.69103 - 69.6 1795s 59651 39580 585.66579 64 223 - 555.73431 - 69.7 1800s 59762 39629 570.90727 41 272 - 555.76037 - 69.8 1805s 59868 39669 659.72625 64 180 - 555.85385 - 69.9 1810s 59993 39728 634.70296 73 197 - 555.87456 - 70.0 1815s 60226 39879 735.88126 200 97 - 555.87456 - 70.0 1820s 60438 39964 569.48817 52 230 - 555.89524 - 69.9 1825s 60508 39990 627.66250 73 163 - 555.92142 - 70.1 1830s 60625 40045 619.38005 55 238 - 555.93368 - 70.2 1835s 60710 40078 infeasible 86 - 555.95312 - 70.3 1840s 60984 40219 598.04003 50 236 - 555.95717 - 70.2 1845s 61076 40241 598.55791 54 233 - 555.97567 - 70.3 1850s 61200 40286 685.31464 71 203 - 555.99223 - 70.4 1855s 61265 40307 616.82833 75 206 - 555.99563 - 70.4 1860s 61488 40404 637.05792 47 265 - 556.02826 - 70.4 1865s 61618 40466 620.32430 50 229 - 556.04820 - 70.5 1870s 61727 40519 615.49847 61 221 - 556.05010 - 70.5 1875s 61823 40541 639.43720 63 167 - 556.05989 - 70.6 1880s 61961 40602 631.65765 82 213 - 556.10939 - 70.7 1885s 62045 40639 687.61046 62 214 - 556.14298 - 70.8 1890s 62223 40748 671.51957 152 135 - 556.16222 - 70.8 1895s 62399 40800 613.62954 48 236 - 556.19121 - 70.8 1900s 62512 40827 604.01704 74 212 - 556.22652 - 70.9 1905s 62748 40950 604.52887 53 245 - 556.26037 - 70.8 1910s 62855 40981 infeasible 58 - 556.29806 - 70.9 1915s 62935 40991 585.73468 46 254 - 556.30455 - 71.1 1920s 63014 41014 infeasible 72 - 556.34326 - 71.2 1925s 63115 41042 674.91235 68 249 - 556.39833 - 71.3 1930s 63203 41075 641.74427 67 210 - 556.45638 - 71.4 1935s 63383 41137 infeasible 67 - 556.46419 - 71.5 1940s 63499 41179 638.76067 63 209 - 556.56439 - 71.5 1945s 63613 41226 622.89988 58 224 - 556.61889 - 71.6 1950s 63713 41261 716.02150 78 156 - 556.61889 - 71.7 1955s 63817 41288 infeasible 110 - 556.61889 - 71.9 1960s 63916 41318 infeasible 84 - 556.64288 - 72.0 1965s 64028 41347 667.55359 70 215 - 556.66428 - 72.1 1970s 64270 41419 infeasible 53 - 556.68562 - 72.0 1975s 64394 41472 661.47282 56 232 - 556.70684 - 72.1 1980s 64486 41491 589.28583 49 234 - 556.72521 - 72.2 1985s 64576 41533 590.05626 48 211 - 556.72952 - 72.3 1990s 64683 41574 595.99828 56 238 - 556.76214 - 72.4 1995s 64753 41588 infeasible 55 - 556.79375 - 72.6 2000s 64820 41607 621.24040 51 244 - 556.81763 - 72.7 2005s 64892 41614 662.19252 55 248 - 556.82302 - 72.9 2010s 64983 41651 629.07867 62 213 - 556.82740 - 73.0 2015s 65071 41693 683.69052 78 211 - 556.83224 - 73.1 2020s 65257 41769 672.84300 61 194 - 556.83306 - 73.1 2025s 65369 41802 639.68171 63 202 - 556.95358 - 73.2 2030s 65469 41821 infeasible 61 - 556.95944 - 73.3 2035s 65561 41820 infeasible 66 - 556.97759 - 73.5 2040s 65644 41821 infeasible 79 - 556.97759 - 73.6 2045s 65788 41847 659.33748 72 241 - 557.04671 - 73.6 2050s 65899 41909 678.10288 84 194 - 557.04795 - 73.7 2055s 66109 42001 619.32371 59 257 - 557.05892 - 73.7 2060s 66215 42040 574.00311 45 231 - 557.07463 - 73.7 2065s 66325 42085 602.53720 56 233 - 557.07735 - 73.8 2070s 66398 42106 infeasible 54 - 557.08740 - 74.0 2075s 66511 42142 685.77299 69 233 - 557.14309 - 74.0 2080s 66601 42168 629.82857 66 226 - 557.18132 - 74.2 2085s 66735 42208 566.38693 50 214 - 557.20039 - 74.2 2090s 66850 42245 593.99941 55 225 - 557.30917 - 74.3 2095s 67007 42342 infeasible 127 - 557.30917 - 74.3 2100s 67139 42382 563.14311 50 209 - 557.34911 - 74.4 2105s 67246 42433 666.45442 69 183 - 557.43774 - 74.5 2110s 67352 42472 666.14394 56 229 - 557.44992 - 74.6 2115s 67447 42496 639.17674 47 229 - 557.54413 - 74.7 2120s 67604 42556 662.72950 97 195 - 557.54888 - 74.7 2125s 67742 42578 671.23161 79 222 - 557.55138 - 74.7 2130s 67842 42584 infeasible 60 - 557.57056 - 74.8 2135s 67970 42635 infeasible 68 - 557.59460 - 74.9 2140s 68096 42665 577.36722 51 250 - 557.60757 - 74.9 2145s 68169 42700 590.89090 66 210 - 557.63162 - 75.0 2150s 68251 42720 642.64950 67 219 - 557.65749 - 75.2 2155s 68367 42759 634.55472 57 199 - 557.68242 - 75.2 2160s 68496 42815 585.53460 49 242 - 557.69334 - 75.3 2165s 68587 42845 infeasible 59 - 557.71185 - 75.4 2170s 68668 42852 579.86050 49 253 - 557.73952 - 75.5 2175s 68760 42883 623.95359 59 238 - 557.75422 - 75.6 2180s 68814 42903 infeasible 85 - 557.75422 - 75.8 2185s 68914 42941 591.78426 50 219 - 557.76226 - 75.8 2190s 69026 42966 568.26003 54 236 - 557.80229 - 75.9 2195s 69136 42999 562.40733 48 235 - 557.81869 - 76.0 2200s 69253 43066 644.13120 86 181 - 557.87111 - 76.1 2205s 69369 43118 676.51064 76 182 - 557.88192 - 76.1 2210s 69463 43150 629.00870 65 224 - 557.91203 - 76.2 2215s 69693 43262 infeasible 61 - 557.92998 - 76.1 2220s 69790 43278 619.01232 65 234 - 557.94054 - 76.2 2225s 70015 43424 778.22247 192 98 - 557.94054 - 76.2 2230s 70154 43453 653.01932 78 217 - 557.97555 - 76.2 2235s 70218 43462 650.22671 59 204 - 557.99418 - 76.3 2240s 70342 43514 615.10209 62 193 - 558.00707 - 76.4 2245s 70417 43538 642.29066 63 220 - 558.04479 - 76.5 2250s 70577 43621 630.70186 103 92 - 558.04503 - 76.6 2255s 70757 43713 604.90253 62 224 - 558.09009 - 76.5 2260s 70848 43746 infeasible 74 - 558.10124 - 76.6 2265s 70956 43759 665.52381 68 224 - 558.13954 - 76.7 2270s 71178 43885 633.35253 70 151 - 558.14161 - 76.7 2275s 71407 44037 691.37386 185 50 - 558.14161 - 76.5 2280s 71627 44128 659.13413 69 221 - 558.14520 - 76.4 2285s 71748 44195 700.69654 88 120 - 558.16808 - 76.5 2290s 72017 44321 648.25329 62 220 - 558.18229 - 76.4 2295s 72204 44432 587.31285 63 220 - 558.19608 - 76.4 2300s 72548 44661 725.62148 253 47 - 558.19608 - 76.2 2305s 72716 44716 620.62911 69 219 - 558.20095 - 76.2 2310s 72919 44847 717.76502 164 88 - 558.20095 - 76.1 2315s 73129 44944 653.21944 62 219 - 558.21318 - 76.1 2320s 73234 44979 590.78038 59 229 - 558.22198 - 76.2 2325s 73327 44998 585.86064 46 253 - 558.22709 - 76.3 2330s 73420 45034 593.21363 57 220 - 558.24191 - 76.4 2335s 73505 45053 560.39004 46 242 - 558.33150 - 76.5 2340s 73595 45099 610.68119 74 234 - 558.33515 - 76.6 2345s 73858 45274 678.61758 229 92 - 558.33515 - 76.5 2350s 74040 45372 641.97173 63 226 - 558.35855 - 76.5 2355s 74158 45398 597.95997 59 192 - 558.36126 - 76.5 2360s 74270 45437 614.01765 62 222 - 558.36399 - 76.6 2365s 74357 45475 infeasible 91 - 558.38919 - 76.7 2370s 74483 45511 585.16625 55 231 - 558.41621 - 76.8 2375s 74578 45541 654.25407 53 225 - 558.43504 - 76.9 2380s 74658 45567 712.20154 77 188 - 558.43700 - 77.0 2385s 74775 45607 602.12228 57 190 - 558.44841 - 77.0 2390s 74889 45648 571.09858 53 225 - 558.46848 - 77.1 2395s 75003 45720 764.73532 115 117 - 558.46848 - 77.2 2400s 75179 45809 689.84757 138 99 - 558.47392 - 77.2 2405s 75415 45908 592.99069 56 201 - 558.49179 - 77.1 2410s 75530 45965 675.08661 105 119 - 558.49954 - 77.2 2415s 75664 45996 592.31888 59 222 - 558.50732 - 77.3 2420s 75837 46104 729.51675 146 82 - 558.50732 - 77.2 2425s 76007 46168 infeasible 80 - 558.56474 - 77.3 2430s 76124 46220 673.33714 69 228 - 558.58586 - 77.3 2435s 76231 46258 566.20316 53 201 - 558.60170 - 77.4 2440s 76348 46322 616.18161 71 182 - 558.60943 - 77.5 2445s 76599 46462 606.89143 51 231 - 558.61182 - 77.4 2450s 76712 46505 573.05780 52 215 - 558.63329 - 77.5 2455s 76824 46556 617.50514 71 200 - 558.64388 - 77.5 2460s 76938 46610 663.92106 94 212 - 558.65004 - 77.6 2465s 77055 46648 infeasible 83 - 558.66225 - 77.7 2470s 77140 46662 632.12660 58 233 - 558.69207 - 77.8 2475s 77236 46686 infeasible 65 - 558.70145 - 77.8 2480s 77356 46732 578.58796 44 261 - 558.70415 - 77.9 2485s 77439 46766 610.46133 62 231 - 558.70848 - 78.0 2490s 77550 46792 infeasible 52 - 558.71602 - 78.1 2495s 77664 46846 741.44923 94 174 - 558.73812 - 78.1 2500s 77750 46866 625.58145 56 223 - 558.75046 - 78.2 2505s 77830 46890 infeasible 76 - 558.76439 - 78.4 2510s 77928 46927 609.23007 59 220 - 558.80606 - 78.4 2515s 78028 46974 680.16472 82 191 - 558.81932 - 78.5 2520s 78159 47035 689.32053 106 114 - 558.83494 - 78.5 2525s 78559 47256 625.91021 65 207 - 558.84226 - 78.3 2530s 78630 47271 618.37025 53 251 - 558.87690 - 78.4 2535s 78717 47305 676.81276 91 170 - 558.89314 - 78.5 2540s 78951 47424 584.83896 50 265 - 558.90112 - 78.4 2545s 79050 47466 641.88451 76 191 - 558.90359 - 78.5 2550s 79299 47600 697.22320 182 103 - 558.90837 - 78.4 2555s 79417 47616 668.68050 64 168 - 558.97307 - 78.5 2560s 79543 47672 604.60867 61 202 - 558.97550 - 78.5 2565s 79812 47790 765.48610 181 113 - 558.97550 - 78.5 2570s 80043 47834 661.93965 61 239 - 558.98018 - 78.4 2575s 80151 47834 infeasible 90 - 558.99281 - 78.5 2580s 80253 47868 673.54136 73 220 - 559.01878 - 78.6 2585s 80355 47884 infeasible 56 - 559.04011 - 78.7 2590s 80440 47914 infeasible 63 - 559.05965 - 78.7 2595s 80546 47945 669.58012 63 232 - 559.12117 - 78.8 2600s 80626 47964 658.93321 52 223 - 559.13112 - 78.9 2605s 80709 47992 infeasible 83 - 559.15995 - 79.0 2610s 80834 48038 infeasible 71 - 559.19846 - 79.0 2615s 80940 48055 682.53217 64 219 - 559.20268 - 79.1 2620s 81063 48077 563.79895 53 245 - 559.25221 - 79.2 2625s 81153 48131 707.35390 102 110 - 559.25221 - 79.2 2630s 81380 48252 641.20461 68 221 - 559.25221 - 79.2 2635s 81451 48269 690.30538 60 224 - 559.25239 - 79.3 2640s 81501 48269 623.48781 59 217 - 559.26599 - 79.4 2645s 81608 48317 669.63895 58 209 - 559.27051 - 79.4 2651s 81694 48343 672.64733 64 220 - 559.27234 - 79.5 2655s 81824 48408 634.34914 105 124 - 559.27813 - 79.5 2660s 82111 48535 580.62784 53 220 - 559.29051 - 79.4 2665s 82214 48566 560.84732 45 265 - 559.30311 - 79.5 2670s 82310 48602 648.26274 64 174 - 559.31516 - 79.5 2675s 82407 48627 624.03564 62 219 - 559.32610 - 79.6 2680s 82528 48673 638.68653 65 245 - 559.37934 - 79.7 2685s 82599 48695 583.34686 60 248 - 559.38979 - 79.8 2690s 82802 48808 714.57862 163 70 - 559.39154 - 79.7 2695s 83018 48860 575.77354 58 227 - 559.40325 - 79.7 2700s 83073 48881 infeasible 84 - 559.40325 - 79.8 2705s 83206 48905 588.02812 56 255 - 559.42727 - 79.8 2710s 83334 48945 725.86358 81 194 - 559.44478 - 79.9 2715s 83459 48982 722.57249 81 165 - 559.44953 - 79.9 2720s 83689 49090 560.49966 48 262 - 559.47371 - 79.9 2725s 83771 49131 619.09358 69 227 - 559.48004 - 80.0 2730s 83885 49179 infeasible 77 - 559.49115 - 80.0 2735s 84037 49241 621.29109 67 251 - 559.54223 - 80.0 2740s 84135 49272 infeasible 87 - 559.54637 - 80.1 2745s 84242 49306 640.29164 59 249 - 559.57310 - 80.2 2750s 84336 49335 581.23983 58 240 - 559.58355 - 80.3 2755s 84456 49395 685.66572 69 219 - 559.61634 - 80.3 2760s 84563 49422 608.99796 71 237 - 559.66431 - 80.4 2765s 84679 49463 599.80170 59 225 - 559.68702 - 80.4 2770s 84823 49517 infeasible 57 - 559.68736 - 80.5 2775s 84926 49546 614.01888 64 247 - 559.70655 - 80.5 2780s 84987 49549 559.74395 47 262 - 559.71733 - 80.7 2785s 85086 49586 infeasible 75 - 559.72446 - 80.7 2790s 85202 49618 596.98712 50 237 - 559.73923 - 80.8 2795s 85304 49666 768.06756 80 209 - 559.75463 - 80.8 2800s 85415 49704 659.40396 78 187 - 559.76990 - 80.9 2805s 85651 49815 634.11964 62 181 - 559.77319 - 80.8 2810s 85771 49867 664.16534 76 127 - 559.78597 - 80.9 2815s 85983 49969 661.56106 73 234 - 559.82049 - 80.8 2820s 86108 50004 679.12023 76 196 - 559.86127 - 80.9 2825s 86270 50100 653.49109 117 113 - 559.86408 - 80.9 2830s 86538 50233 625.62951 67 245 - 559.86762 - 80.8 2835s 86622 50269 655.93336 67 191 - 559.86855 - 80.8 2840s 86752 50310 702.38704 83 209 - 559.87701 - 80.9 2845s 86893 50367 604.58841 61 222 - 559.90935 - 80.9 2850s 87020 50398 567.81462 51 259 - 559.92347 - 80.9 2855s 87108 50429 655.07174 42 223 - 559.94145 - 81.0 2860s 87178 50453 700.18137 70 206 - 559.98835 - 81.1 2865s 87313 50499 570.91295 51 234 - 559.99640 - 81.1 2870s 87444 50558 676.57124 64 228 - 560.00923 - 81.2 2875s 87608 50653 689.95942 146 92 - 560.01215 - 81.2 2880s 87858 50768 633.88447 63 217 - 560.03309 - 81.1 2885s 87961 50808 615.19382 62 227 - 560.05362 - 81.1 2890s 88148 50885 infeasible 114 - 560.05859 - 81.1 2895s 88272 50912 605.80433 61 203 - 560.06681 - 81.2 2900s 88414 50973 638.68753 63 208 - 560.07579 - 81.2 2905s 88639 51091 694.08389 70 201 - 560.08155 - 81.1 2910s 88759 51155 650.37163 94 115 - 560.09109 - 81.2 2915s 88857 51189 568.18238 57 259 - 560.10182 - 81.2 2920s 88934 51236 676.63957 86 187 - 560.10182 - 81.3 2925s 89222 51418 infeasible 205 - 560.10182 - 81.2 2930s 89379 51429 653.94069 67 230 - 560.10583 - 81.2 2935s 89487 51464 585.12675 52 231 - 560.13963 - 81.3 2940s 89614 51530 infeasible 60 - 560.16971 - 81.3 2945s 89760 51604 582.27522 60 217 - 560.18229 - 81.3 2950s 89842 51626 652.30520 61 222 - 560.20708 - 81.4 2955s 89939 51661 611.39377 66 227 - 560.22349 - 81.5 2960s 90046 51710 646.44839 61 224 - 560.23615 - 81.6 2965s 90254 51828 634.42257 61 226 - 560.24011 - 81.5 2970s 90367 51870 infeasible 79 - 560.24850 - 81.6 2975s 90512 51919 743.84502 92 151 - 560.25801 - 81.6 2980s 90638 51960 infeasible 63 - 560.26312 - 81.6 2985s 90743 52004 611.98430 66 193 - 560.28180 - 81.7 2990s 91030 52160 566.62680 53 207 - 560.30035 - 81.6 2995s 91141 52184 infeasible 79 - 560.30035 - 81.6 3000s 91277 52243 infeasible 54 - 560.30551 - 81.7 3005s 91391 52280 653.71702 82 218 - 560.31181 - 81.7 3010s 91508 52310 infeasible 62 - 560.31815 - 81.8 3016s 91584 52343 629.97350 78 169 - 560.32538 - 81.9 3020s 91770 52399 infeasible 59 - 560.32737 - 81.8 3025s 91823 52402 infeasible 64 - 560.34447 - 81.9 3030s 91913 52436 666.04655 75 181 - 560.35193 - 82.0 3035s 92093 52492 561.77702 43 273 - 560.37532 - 82.0 3040s 92162 52514 584.50954 56 251 - 560.37610 - 82.1 3045s 92250 52559 678.25868 98 105 - 560.39274 - 82.1 3050s 92438 52662 668.67262 74 227 - 560.39696 - 82.1 3055s 92536 52694 668.22188 79 201 - 560.40263 - 82.2 3060s 92714 52780 625.11349 61 181 - 560.42243 - 82.2 3065s 92806 52813 infeasible 71 - 560.43508 - 82.2 3070s 92919 52853 668.61013 69 234 - 560.47283 - 82.3 3075s 93068 52881 606.76390 57 205 - 560.49176 - 82.3 3081s 93150 52912 infeasible 65 - 560.50871 - 82.3 3085s 93273 52948 664.62845 86 164 - 560.52791 - 82.4 3090s 93412 52986 671.90173 70 221 - 560.54553 - 82.4 3095s 93521 53011 infeasible 58 - 560.55233 - 82.5 3100s 93616 53038 658.45859 74 224 - 560.55709 - 82.5 3105s 93680 53045 667.45800 71 212 - 560.56214 - 82.6 3110s 93775 53076 569.34508 51 234 - 560.57833 - 82.7 3115s 93899 53108 569.84669 49 263 - 560.57982 - 82.7 3120s 93955 53127 infeasible 80 - 560.57982 - 82.8 3125s 94074 53183 673.77854 65 213 - 560.58600 - 82.9 3130s 94196 53228 635.42025 74 224 - 560.60206 - 82.9 3135s 94318 53270 724.66272 70 235 - 560.60531 - 82.9 3140s 94405 53288 673.29939 83 175 - 560.61038 - 83.0 3145s 94609 53324 589.76296 61 215 - 560.62040 - 83.0 3150s 94714 53356 infeasible 60 - 560.64011 - 83.0 3155s 94824 53398 596.16709 62 226 - 560.64613 - 83.1 3160s 94940 53452 709.23685 117 170 - 560.64613 - 83.1 3165s 95218 53616 569.80503 48 229 - 560.65395 - 83.0 3170s 95320 53662 infeasible 88 - 560.65497 - 83.1 3175s 95426 53694 655.42432 65 201 - 560.65673 - 83.1 3180s 95537 53735 627.80851 63 207 - 560.67026 - 83.2 3185s 95643 53763 655.40436 69 247 - 560.68401 - 83.2 3190s 95712 53761 601.89034 66 246 - 560.71204 - 83.3 3195s 95813 53787 649.11862 64 175 - 560.71891 - 83.4 3200s 95880 53793 601.93422 58 214 - 560.73151 - 83.5 3205s 96032 53892 708.93887 130 104 - 560.73151 - 83.5 3210s 96319 54048 703.63790 100 116 - 560.73556 - 83.4 3215s 96721 54257 857.87683 315 60 - 560.73556 - 83.1 3220s 96879 54303 671.08432 84 199 - 560.73895 - 83.1 3225s 96987 54317 659.69601 69 176 - 560.78708 - 83.2 3230s 97196 54418 624.59567 76 206 - 560.80518 - 83.2 3235s 97306 54443 598.15029 61 191 - 560.80906 - 83.2 3240s 97465 54499 infeasible 60 - 560.82064 - 83.2 3245s 97564 54534 648.21928 69 233 - 560.82458 - 83.3 3250s 97712 54581 616.18149 58 178 - 560.84669 - 83.3 3255s 97799 54610 infeasible 60 - 560.88348 - 83.4 3260s 97896 54645 infeasible 70 - 560.89014 - 83.5 3265s 97998 54687 607.51145 59 235 - 560.90054 - 83.5 3270s 98085 54705 593.70536 44 249 - 560.91966 - 83.6 3275s 98207 54749 640.59428 76 182 - 560.96126 - 83.6 3280s 98403 54848 589.30669 66 223 - 560.97152 - 83.6 3285s 98513 54858 567.39498 51 198 - 561.00163 - 83.6 3290s 98632 54892 586.29837 57 231 - 561.00937 - 83.7 3295s 98737 54938 664.63665 68 208 - 561.03042 - 83.7 3300s 98841 54949 infeasible 58 - 561.04374 - 83.8 3305s 98936 54975 605.98274 53 234 - 561.04560 - 83.9 3310s 99134 55073 657.11026 138 105 - 561.05650 - 83.8 3315s 99264 55116 582.26426 60 234 - 561.09060 - 83.9 3320s 99369 55152 infeasible 74 - 561.09102 - 83.9 3325s 99454 55179 591.28172 59 228 - 561.09436 - 84.0 3330s 99603 55244 652.04064 63 197 - 561.10413 - 84.0 3335s 99906 55399 609.96777 61 230 - 561.10694 - 83.9 3340s 100045 55467 715.97760 101 147 - 561.10709 - 83.9 3345s 100270 55518 683.16294 74 199 - 561.12161 - 83.8 3350s 100399 55544 734.49623 89 142 - 561.12356 - 83.9 3355s 100553 55588 623.95388 62 202 - 561.16161 - 83.9 3360s 100617 55598 infeasible 63 - 561.16428 - 84.0 3365s 100779 55669 625.47488 55 219 - 561.17504 - 84.0 3370s 101014 55788 611.67665 63 236 - 561.19044 - 83.9 3375s 101163 55860 666.45859 109 63 - 561.19243 - 83.9 3380s 101484 56018 637.12575 59 238 - 561.20552 - 83.8 3385s 101593 56023 648.53288 63 235 - 561.21676 - 83.9 3390s 101683 56042 678.61134 74 193 - 561.22780 - 83.9 3395s 101755 56064 639.31168 75 191 - 561.22957 - 84.0 3400s 101859 56107 673.70496 71 184 - 561.23295 - 84.1 3405s 102013 56166 598.55722 59 234 - 561.24085 - 84.0 3410s 102188 56233 630.12852 61 211 - 561.25330 - 84.0 3415s 102339 56255 650.63578 60 231 - 561.26245 - 84.0 3420s 102408 56262 infeasible 67 - 561.26988 - 84.1 3425s 102506 56291 602.07895 70 230 - 561.27677 - 84.2 3430s 102620 56317 753.61831 115 139 - 561.27677 - 84.2 3435s 102837 56425 621.47565 130 101 - 561.28259 - 84.1 3440s 103159 56561 611.18951 68 208 - 561.28407 - 84.0 3445s 103350 56671 568.54658 44 252 - 561.29293 - 84.0 3450s 103426 56703 667.91430 58 230 - 561.31885 - 84.1 3455s 103515 56741 715.69781 71 218 - 561.33140 - 84.1 3460s 103693 56797 595.61832 62 243 - 561.38584 - 84.1 3465s 103957 56943 648.67316 66 222 - 561.38585 - 84.0 3470s 104076 56993 631.75667 58 196 - 561.40225 - 84.0 3475s 104198 57025 640.89212 56 223 - 561.40402 - 84.0 3480s 104391 57106 603.26788 62 222 - 561.41882 - 84.0 3485s 104503 57160 infeasible 82 - 561.42724 - 84.1 3490s 104582 57161 642.96054 48 222 - 561.43475 - 84.1 3495s 104709 57199 563.63383 56 236 - 561.45650 - 84.2 3500s 104850 57253 625.57671 60 228 - 561.47023 - 84.2 3505s 104971 57285 566.92647 56 239 - 561.49650 - 84.2 3510s 105071 57296 725.24421 62 234 - 561.50113 - 84.3 3515s 105163 57321 608.29551 65 223 - 561.52309 - 84.3 3520s 105303 57371 608.41922 53 248 - 561.52804 - 84.3 3525s 105394 57407 infeasible 86 - 561.52939 - 84.4 3530s 105529 57430 632.14980 65 217 - 561.54310 - 84.4 3535s 105897 57659 847.00640 249 95 - 561.54310 - 84.2 3540s 106034 57689 infeasible 66 - 561.55965 - 84.3 3545s 106123 57700 infeasible 67 - 561.57979 - 84.3 3550s 106250 57711 622.27061 54 215 - 561.59660 - 84.4 3555s 106437 57810 695.11014 114 66 - 561.59798 - 84.3 3560s 106814 58043 652.76064 67 157 - 561.61070 - 84.2 3565s 106954 58082 606.07450 58 225 - 561.64111 - 84.2 3570s 107165 58205 655.75057 61 208 - 561.65426 - 84.2 3575s 107225 58215 694.97649 71 154 - 561.65901 - 84.3 3580s 107428 58334 infeasible 157 - 561.66445 - 84.2 3585s 107690 58447 662.70862 132 71 - 561.70069 - 84.1 3590s 107909 58532 615.78708 61 233 - 561.70519 - 84.1 3595s Cutting planes: Learned: 24 Gomory: 54 Cover: 164 Implied bound: 15 Clique: 15 MIR: 365 Flow cover: 32 GUB cover: 38 Zero half: 142 Explored 108039 nodes (9092565 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.620000000000e+02, gap -