Gurobi 5.0.1 (linux64) logging started Fri Jan 4 20:27:56 2013 Optimize a model with 10402 rows, 10201 columns and 65712 nonzeros Presolve removed 2269 rows and 2921 columns Presolve time: 0.14s Presolved: 8133 rows, 7280 columns, 50597 nonzeros Variable types: 100 continuous, 7180 integer (7180 binary) Root relaxation: objective 4.695414e+02, 896 iterations, 0.07 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 469.54135 0 164 - 469.54135 - - 0s 0 0 497.20332 0 179 - 497.20332 - - 0s 0 0 500.33295 0 192 - 500.33295 - - 0s 0 0 500.79265 0 170 - 500.79265 - - 1s 0 0 501.05491 0 169 - 501.05491 - - 1s 0 0 501.62494 0 178 - 501.62494 - - 1s 0 0 501.91898 0 172 - 501.91898 - - 1s 0 0 501.96551 0 169 - 501.96551 - - 1s 0 0 501.96551 0 175 - 501.96551 - - 1s 0 0 501.96551 0 143 - 501.96551 - - 1s 0 0 501.96551 0 141 - 501.96551 - - 2s 0 0 501.96551 0 159 - 501.96551 - - 2s 0 0 501.96551 0 149 - 501.96551 - - 2s 0 0 501.96551 0 150 - 501.96551 - - 2s 0 0 501.96551 0 149 - 501.96551 - - 3s 0 2 502.02368 0 149 - 502.02368 - - 4s 11 13 509.77785 7 142 - 503.44257 - 101 5s 417 344 551.62205 14 176 - 506.79874 - 33.7 10s 603 525 573.14101 57 174 - 506.79874 - 29.5 21s 604 526 731.87435 162 127 - 506.79874 - 29.5 28s 605 527 646.94962 80 160 - 506.79874 - 29.4 38s 606 527 730.04015 137 124 - 509.51842 - 29.4 45s 607 528 624.04555 132 122 - 510.33333 - 29.4 52s 608 529 607.97306 55 183 - 511.97569 - 29.3 60s 609 529 681.19916 120 153 - 513.19712 - 29.3 71s 610 530 709.86912 140 162 - 513.75230 - 29.2 81s 611 531 601.21507 100 158 - 514.47002 - 29.2 91s 612 531 544.52015 12 192 - 514.71455 - 29.1 104s 613 532 624.04555 132 163 - 515.19666 - 29.1 115s 614 533 607.97306 55 192 - 515.37597 - 29.0 128s 615 533 602.23022 93 188 - 515.49415 - 29.0 141s 616 534 573.14101 57 200 - 515.72211 - 28.9 162s 617 535 656.01269 103 199 - 515.81605 - 28.9 177s 618 535 733.59025 159 209 - 516.06623 - 28.8 187s 619 536 714.69296 146 195 - 516.35863 - 28.8 196s 620 537 521.33859 20 204 - 516.40288 - 28.7 208s 621 537 576.39365 66 193 - 516.40361 - 28.7 223s 622 538 731.87435 162 201 - 516.41019 - 28.6 238s 623 539 730.04015 137 197 - 516.41019 - 28.6 254s 624 539 714.69296 146 198 - 516.42478 - 28.6 271s 625 540 733.59025 159 203 - 516.42478 - 28.5 280s 626 541 573.14101 57 201 - 516.42478 - 28.5 286s 628 544 516.45554 11 201 - 516.44207 - 46.3 290s 734 597 565.18562 32 130 - 516.62448 - 49.8 295s 937 732 649.99045 134 66 - 516.62448 - 49.8 300s 1241 902 554.58764 29 149 - 517.32337 - 47.3 305s 1496 1068 722.39052 157 127 - 517.32337 - 47.0 310s 1746 1229 841.75821 282 105 - 517.32337 - 48.4 315s 1856 1291 678.66101 53 156 - 517.34340 - 53.9 320s 1931 1317 568.11368 23 201 - 517.64423 - 59.4 325s 2098 1378 560.48233 22 198 - 517.92080 - 61.4 330s 2306 1535 586.88770 63 137 - 517.92080 - 61.3 335s 2528 1741 627.01177 109 100 - 517.92080 - 61.3 340s 2908 2073 749.56993 260 40 - 517.92080 - 56.4 345s 3095 2173 infeasible 50 - 518.12424 - 57.7 350s 3266 2322 637.65877 93 112 - 518.48494 - 59.0 355s 3589 2555 551.12591 23 191 - 518.60016 - 57.3 360s 3761 2704 567.33390 85 137 - 518.86059 - 57.8 365s 4138 3057 523.82713 17 188 - 518.98163 - 54.7 370s 4306 3186 617.13826 38 132 - 519.14966 - 55.9 375s 4480 3299 528.40799 24 180 - 519.33007 - 56.7 380s 4659 3458 568.51244 50 128 - 519.33443 - 57.4 385s 5004 3801 670.30993 272 63 - 519.33443 - 55.0 390s 5307 4038 636.53960 76 163 - 519.40335 - 54.9 395s 5566 4276 790.04185 181 57 - 519.40335 - 54.1 400s 5909 4560 768.96384 183 69 - 519.50970 - 53.4 405s 6428 4992 550.41963 119 72 - 519.52112 - 50.8 410s 6701 5209 infeasible 33 - 519.53929 - 50.6 415s 6895 5379 603.38705 71 98 - 519.61458 - 51.3 420s 7080 5534 677.23206 63 158 - 519.65318 - 52.0 425s 7434 5790 624.05734 52 150 - 519.71757 - 51.3 430s 7549 5891 707.04496 76 145 - 519.71757 - 52.4 435s 7830 6060 634.28544 57 196 - 519.75818 - 52.4 440s 7973 6165 541.15913 21 200 - 519.80366 - 53.2 445s 8193 6357 629.55858 79 106 - 519.85958 - 53.4 450s 8400 6538 710.21067 93 155 - 519.86991 - 53.8 455s 8715 6817 562.86138 43 177 - 519.91333 - 53.2 460s 8941 7011 623.55531 68 91 - 519.93334 - 53.5 465s 9155 7189 infeasible 58 - 519.95213 - 53.8 470s 9480 7493 741.82453 212 83 - 519.96903 - 53.4 475s 9805 7748 708.38599 102 114 - 520.13411 - 53.0 480s 10185 8090 801.93971 248 60 - 520.15410 - 52.1 485s 10448 8350 888.42037 455 30 - 520.15410 - 51.2 490s 10790 8641 701.78847 132 77 - 520.18168 - 50.7 495s 11235 9042 724.89946 259 68 - 520.22008 - 49.6 500s 11582 9333 infeasible 30 - 520.25405 - 48.9 505s 11807 9502 541.60607 24 184 - 520.29292 - 49.2 510s 12007 9682 infeasible 113 - 520.29818 - 49.5 515s 12309 9936 775.19607 173 76 - 520.32973 - 49.5 520s 12612 10171 530.40476 16 191 - 520.43397 - 49.4 525s 12977 10513 702.68825 173 97 - 520.52242 - 49.2 530s 13349 10715 680.76386 51 189 - 520.55508 - 49.0 535s 13784 11144 843.94067 321 58 - 520.55508 - 48.2 540s 14162 11418 594.00175 36 155 - 520.55899 - 47.8 545s 14608 11832 752.38411 224 56 - 520.61766 - 47.3 550s 14981 12070 573.32363 43 204 - 520.65593 - 47.2 555s 15150 12233 672.37252 135 115 - 520.65593 - 47.5 560s 15437 12488 588.81574 51 129 - 520.73808 - 47.5 565s 15804 12766 infeasible 236 - 520.73808 - 47.2 570s 15999 12909 631.37400 69 144 - 520.76293 - 47.4 575s 16462 13356 814.99839 352 37 - 520.76293 - 46.8 580s 16660 13506 659.92909 92 120 - 520.80310 - 47.1 585s 17103 13867 910.38114 347 42 - 520.80310 - 46.5 590s 17315 14039 531.81335 28 221 - 520.84700 - 46.7 595s 17566 14240 552.16793 27 206 - 520.85899 - 46.8 600s 17850 14426 infeasible 150 - 520.85899 - 46.9 605s 17989 14557 686.10278 87 129 - 520.90381 - 47.2 610s 18335 14869 832.84177 286 72 - 520.90381 - 47.0 615s 18653 15119 665.01787 64 138 - 520.93571 - 46.8 620s 19149 15581 603.25553 65 134 - 520.97404 - 46.3 625s 19297 15678 infeasible 67 - 521.00574 - 46.8 630s 19633 15995 727.01709 260 83 - 521.03080 - 46.6 635s 20099 16382 543.12920 26 212 - 521.06814 - 46.1 640s 20402 16671 701.00300 210 58 - 521.15409 - 46.0 646s 20550 16795 590.01183 49 162 - 521.16292 - 46.1 650s 20830 17071 infeasible 149 - 521.16292 - 46.1 655s 21096 17247 560.50102 25 163 - 521.25085 - 46.3 660s 21545 17692 913.30717 321 57 - 521.25085 - 45.8 665s H21631 14997 779.0000000 521.27811 33.1% 45.7 666s 21739 15067 583.20038 38 160 779.00000 521.34985 33.1% 46.0 670s 21972 15277 640.18341 64 167 779.00000 521.36024 33.1% 45.9 675s H22117 15022 767.0000000 521.36024 32.0% 45.7 678s H22144 14863 762.0000000 521.39699 31.6% 45.7 680s H22171 13095 732.0000000 521.39699 28.8% 45.7 683s H22198 11240 710.0000000 521.39699 26.6% 45.7 689s H22225 10738 704.0000000 521.39699 25.9% 45.6 698s H22252 10064 694.0000000 521.39699 24.9% 45.6 708s H22279 9220 679.0000000 521.41084 23.2% 45.6 723s H22306 7830 660.0000000 521.41084 21.0% 45.7 736s 22336 7854 526.86648 17 201 660.00000 521.41158 21.0% 45.7 755s 22511 7989 616.46530 45 153 660.00000 521.42759 21.0% 46.0 760s 22821 8224 infeasible 114 660.00000 521.50822 21.0% 46.0 765s 23050 8387 infeasible 92 660.00000 521.69596 21.0% 46.1 770s 23231 8512 582.90653 38 179 660.00000 521.72548 21.0% 46.4 775s 23479 8695 575.57905 47 153 660.00000 521.86743 20.9% 46.5 780s 23748 8887 552.51835 26 176 660.00000 521.96202 20.9% 46.5 785s 23913 9000 infeasible 42 660.00000 522.04529 20.9% 46.9 790s 24181 9206 647.25861 58 161 660.00000 522.23692 20.9% 46.9 795s 24435 9417 657.51173 157 76 660.00000 522.27639 20.9% 46.9 800s 24737 9647 541.30024 21 185 660.00000 522.38214 20.9% 46.9 805s 25035 9871 594.38477 62 156 660.00000 522.52666 20.8% 46.9 810s 25242 10017 604.90680 46 181 660.00000 522.55785 20.8% 47.0 815s 25462 10192 595.13451 33 148 660.00000 522.64996 20.8% 47.1 820s 25694 10360 639.36067 53 181 660.00000 522.73755 20.8% 47.3 825s 25931 10537 633.36095 29 203 660.00000 522.86072 20.8% 47.4 830s 26156 10664 infeasible 43 660.00000 522.91379 20.8% 47.6 835s 26393 10853 589.03726 38 155 660.00000 523.01136 20.8% 47.7 840s 26624 11042 536.02265 23 180 660.00000 523.03665 20.8% 47.8 845s 26888 11260 608.71109 59 184 660.00000 523.08739 20.7% 47.8 850s 27072 11375 infeasible 23 660.00000 523.13336 20.7% 48.0 855s 27272 11523 588.50216 28 165 660.00000 523.14851 20.7% 48.2 860s 27519 11693 606.49738 50 170 660.00000 523.18062 20.7% 48.3 865s 27704 11813 infeasible 33 660.00000 523.23308 20.7% 48.5 870s 28016 12092 622.14244 157 116 660.00000 523.24847 20.7% 48.4 875s 28265 12250 634.87791 48 163 660.00000 523.36274 20.7% 48.5 880s H28457 12252 658.0000000 523.37581 20.5% 48.4 895s 28697 12451 589.66697 41 188 658.00000 523.39836 20.5% 48.4 900s 28863 12565 531.51164 24 144 658.00000 523.51217 20.4% 48.6 905s 29101 12726 577.73073 29 221 658.00000 523.55440 20.4% 48.7 910s 29377 12939 619.94820 59 184 658.00000 523.67374 20.4% 48.8 915s 29623 13113 580.90727 32 169 658.00000 523.74437 20.4% 48.9 920s 29843 13276 552.41802 24 200 658.00000 523.84560 20.4% 49.1 925s 29980 13339 625.66590 43 182 658.00000 523.91594 20.4% 49.4 930s 30264 13574 595.77218 46 228 658.00000 523.97151 20.4% 49.4 935s 30517 13774 654.97273 35 178 658.00000 524.03094 20.4% 49.5 940s 30669 13893 642.39223 75 78 658.00000 524.06480 20.4% 49.5 945s 31083 14228 559.01506 36 149 658.00000 524.12681 20.3% 49.3 950s 31316 14385 531.51082 23 198 658.00000 524.20414 20.3% 49.5 955s 31613 14625 622.82385 33 167 658.00000 524.28561 20.3% 49.5 960s 31805 14772 618.77133 78 203 658.00000 524.30070 20.3% 49.7 965s 32061 14944 632.90287 58 161 658.00000 524.37142 20.3% 49.7 970s 32329 15136 561.14075 39 209 658.00000 524.49409 20.3% 49.8 975s 32681 15416 634.81944 36 156 658.00000 524.53470 20.3% 49.7 980s 33036 15646 572.13717 28 167 658.00000 524.56641 20.3% 49.6 985s 33318 15845 621.18453 31 186 658.00000 524.74081 20.3% 49.6 990s 33565 16026 640.33375 55 169 658.00000 524.80296 20.2% 49.7 995s 33792 16164 656.62329 38 176 658.00000 524.83386 20.2% 49.8 1000s 34016 16305 infeasible 47 658.00000 524.88155 20.2% 49.9 1005s 34286 16506 626.01188 54 187 658.00000 524.91665 20.2% 50.0 1010s 34581 16710 527.91610 14 212 658.00000 524.97529 20.2% 50.0 1015s 34823 16897 627.17565 80 132 658.00000 524.99175 20.2% 50.1 1020s 35101 17088 606.31837 46 167 658.00000 525.00570 20.2% 50.1 1025s 35320 17233 586.02488 49 194 658.00000 525.03017 20.2% 50.2 1030s 35526 17366 652.51430 62 178 658.00000 525.05417 20.2% 50.4 1035s 35825 17595 529.89555 17 191 658.00000 525.08812 20.2% 50.4 1040s 36062 17778 540.58334 22 217 658.00000 525.10550 20.2% 50.5 1045s 36333 17963 525.29692 25 167 658.00000 525.21664 20.2% 50.5 1050s 36599 18162 646.15802 42 202 658.00000 525.24277 20.2% 50.6 1055s 36845 18359 629.64587 42 143 658.00000 525.31682 20.2% 50.6 1060s 37126 18573 633.26391 48 182 658.00000 525.37075 20.2% 50.6 1065s 37426 18769 592.53583 31 209 658.00000 525.46541 20.1% 50.6 1070s 37617 18907 568.67963 21 205 658.00000 525.52784 20.1% 50.8 1075s 37903 19133 566.82374 38 134 658.00000 525.57123 20.1% 50.8 1080s 38076 19246 613.38405 50 180 658.00000 525.58972 20.1% 51.0 1085s 38355 19469 587.17384 55 186 658.00000 525.63922 20.1% 51.0 1090s 38642 19682 609.00278 41 166 658.00000 525.71710 20.1% 51.0 1095s 38972 19899 619.68244 38 171 658.00000 525.75833 20.1% 51.0 1100s 39187 20039 628.37490 43 207 658.00000 525.86096 20.1% 51.0 1105s 39458 20256 546.01372 27 139 658.00000 525.89660 20.1% 51.0 1110s 39688 20409 565.17963 46 131 658.00000 525.92699 20.1% 51.1 1115s 39972 20629 555.81287 28 168 658.00000 525.98001 20.1% 51.1 1120s 40199 20777 542.93814 30 176 658.00000 526.00685 20.1% 51.2 1125s 40408 20927 634.15523 26 176 658.00000 526.04565 20.1% 51.3 1130s 40727 21184 571.26106 40 187 658.00000 526.05602 20.1% 51.2 1135s 40805 21233 591.53413 68 149 658.00000 526.06057 20.1% 51.3 1231s 40807 21234 543.75786 44 173 658.00000 526.06057 20.1% 51.3 1238s 40808 21235 605.94932 62 180 658.00000 526.06057 20.1% 51.3 1250s 40809 21236 632.70810 83 174 658.00000 526.06057 20.1% 51.3 1265s 40810 21236 605.94932 62 182 658.00000 526.06057 20.1% 51.3 1276s 40811 21237 636.67345 63 174 658.00000 526.06057 20.1% 51.3 1291s 40812 21238 543.75786 44 164 658.00000 526.06057 20.1% 51.3 1305s 40813 21238 588.33313 60 182 658.00000 526.06057 20.1% 51.3 1317s 40814 21239 648.27046 61 203 658.00000 526.06057 20.1% 51.3 1335s 40815 21240 628.18181 56 184 658.00000 526.06057 20.1% 51.3 1348s 40816 21240 636.67345 63 155 658.00000 526.06057 20.1% 51.3 1361s 40817 21241 553.44547 32 166 658.00000 526.06057 20.1% 51.3 1374s 40818 21242 610.94963 68 201 658.00000 526.06057 20.1% 51.3 1389s 40819 21242 584.58396 45 177 658.00000 526.06057 20.1% 51.3 1405s 40820 21243 586.86693 43 205 658.00000 526.06057 20.1% 51.3 1426s 40821 21244 628.97672 79 193 658.00000 526.06057 20.1% 51.3 1442s 40822 21244 640.93923 66 183 658.00000 526.06057 20.1% 51.3 1458s 40823 21245 632.70810 83 183 658.00000 526.06057 20.1% 51.3 1473s 40824 21246 536.41416 23 201 658.00000 526.06057 20.1% 51.3 1491s 40825 21246 591.53413 68 203 658.00000 526.06057 20.1% 51.3 1509s 40826 21247 648.27046 61 173 658.00000 526.06057 20.1% 51.2 1521s 40827 21248 536.41416 23 205 658.00000 526.06057 20.1% 51.2 1539s 40828 21248 592.71354 63 208 658.00000 526.06057 20.1% 51.2 1554s 40829 21249 648.27046 61 207 658.00000 526.06057 20.1% 51.2 1574s 40830 21250 640.93923 66 204 658.00000 526.06057 20.1% 51.2 1592s 40831 21250 628.97672 79 203 658.00000 526.06057 20.1% 51.2 1601s 40832 21251 570.19207 38 201 658.00000 526.06057 20.1% 51.2 1608s 40833 21252 640.93923 66 200 658.00000 526.06057 20.1% 51.2 1623s 40834 21252 591.53413 68 200 658.00000 526.06057 20.1% 51.2 1631s 40838 21257 526.06057 23 198 658.00000 526.06057 20.1% 51.5 1635s 40849 21264 547.84553 28 194 658.00000 526.06057 20.1% 51.6 1640s 40862 21273 555.67689 35 149 658.00000 526.06057 20.1% 51.6 1646s 40882 21284 infeasible 45 658.00000 526.06057 20.1% 51.6 1650s 40957 21320 545.56822 48 194 658.00000 526.06057 20.1% 51.7 1655s 40958 21321 568.82427 49 182 658.00000 526.06057 20.1% 51.7 1661s 41074 21375 653.87392 106 120 658.00000 526.06057 20.1% 51.8 1665s 41178 21410 531.91916 37 199 658.00000 526.06057 20.1% 51.9 1670s 41285 21454 598.54219 60 130 658.00000 526.06057 20.1% 52.1 1675s 41376 21485 547.77648 47 201 658.00000 526.06057 20.1% 52.3 1680s 41537 21554 638.21152 73 158 658.00000 526.06057 20.1% 52.3 1685s 41665 21597 549.05832 38 136 658.00000 526.06057 20.1% 52.4 1690s 41831 21677 542.77183 30 175 658.00000 526.06057 20.1% 52.4 1695s 41939 21706 612.37704 56 201 658.00000 526.06057 20.1% 52.6 1710s 42052 21761 620.08245 65 188 658.00000 526.06057 20.1% 52.6 1715s 42170 21812 cutoff 71 658.00000 526.06057 20.1% 52.8 1720s 42292 21855 540.53785 48 222 658.00000 526.06057 20.1% 53.0 1725s 42453 21897 608.91232 50 185 658.00000 526.06057 20.1% 53.1 1730s 42648 21982 530.64796 32 135 658.00000 526.06057 20.1% 53.0 1735s 42830 22072 cutoff 99 658.00000 526.06057 20.1% 53.0 1740s 42971 22137 534.58434 33 158 658.00000 526.06057 20.1% 53.1 1745s 43150 22215 536.69422 37 175 658.00000 526.06057 20.1% 53.1 1750s 43327 22304 636.77196 72 140 658.00000 526.06057 20.1% 53.2 1755s 43503 22374 574.19085 53 140 658.00000 526.06057 20.1% 53.3 1760s 43606 22408 548.46032 49 119 658.00000 526.11140 20.0% 53.5 1765s 43804 22516 609.38718 71 179 658.00000 526.11815 20.0% 53.5 1770s 44054 22618 530.45679 31 162 658.00000 526.52520 20.0% 53.5 1775s 44109 22629 536.65851 29 151 658.00000 526.62926 20.0% 53.7 1805s 44198 22643 541.24789 38 227 658.00000 526.67896 20.0% 53.9 1810s 44397 22745 609.05910 82 142 658.00000 526.79593 19.9% 53.9 1815s 44657 22896 651.00454 233 42 658.00000 526.80218 19.9% 53.7 1820s 44842 22996 633.70823 157 100 658.00000 526.89213 19.9% 53.7 1825s 45046 23083 619.15019 50 124 658.00000 526.96858 19.9% 53.7 1830s 45315 23212 infeasible 93 658.00000 527.10573 19.9% 53.6 1835s 45404 23241 cutoff 48 658.00000 527.31216 19.9% 53.8 1840s 45616 23344 infeasible 37 658.00000 527.40426 19.8% 53.8 1845s 45825 23427 570.16502 44 139 658.00000 527.64548 19.8% 53.9 1850s 46048 23528 534.71890 34 156 658.00000 527.67720 19.8% 53.9 1855s 46284 23649 infeasible 75 658.00000 527.70376 19.8% 53.9 1860s 46504 23746 595.35879 82 116 658.00000 527.89785 19.8% 54.0 1865s 46660 23800 548.27466 32 154 658.00000 527.99690 19.8% 54.1 1870s 46774 23836 583.45376 42 194 658.00000 528.00507 19.8% 54.2 1876s 46858 23862 536.30296 45 199 658.00000 528.05832 19.7% 54.3 1880s 47051 23960 535.75185 29 172 658.00000 528.16336 19.7% 54.3 1885s 47215 24019 584.45406 77 129 658.00000 528.27648 19.7% 54.4 1890s 47436 24122 648.95190 88 182 658.00000 528.33210 19.7% 54.4 1895s 47638 24181 639.85621 50 140 658.00000 528.40278 19.7% 54.5 1900s 47866 24280 529.42775 35 152 658.00000 528.43277 19.7% 54.5 1905s 48084 24391 634.51982 63 135 658.00000 528.54199 19.7% 54.5 1910s 48356 24514 581.24825 55 152 658.00000 528.71377 19.6% 54.5 1915s 48558 24591 532.25560 33 184 658.00000 528.84213 19.6% 54.6 1920s 48745 24658 534.24451 35 179 658.00000 528.94850 19.6% 54.7 1925s 49069 24827 549.32250 33 177 658.00000 528.98997 19.6% 54.6 1930s 49328 24962 550.08899 60 162 658.00000 529.00426 19.6% 54.4 1935s 49574 25088 606.70957 53 181 658.00000 529.03193 19.6% 54.4 1940s 49734 25171 649.07641 109 170 658.00000 529.05252 19.6% 54.5 1945s 50018 25311 633.24134 170 92 658.00000 529.09077 19.6% 54.4 1950s 50295 25434 629.75747 88 127 658.00000 529.16043 19.6% 54.4 1955s 50548 25559 infeasible 49 658.00000 529.22211 19.6% 54.4 1960s 50664 25609 593.26881 71 183 658.00000 529.29365 19.6% 54.6 1965s 50980 25762 595.23071 68 154 658.00000 529.39995 19.5% 54.5 1970s 51216 25896 578.06452 74 151 658.00000 529.43373 19.5% 54.3 1975s 51402 25974 634.89568 51 162 658.00000 529.50379 19.5% 54.4 1980s 51650 26035 539.00520 45 164 658.00000 529.50703 19.5% 54.4 1985s 51910 26177 580.15303 68 133 658.00000 529.58387 19.5% 54.4 1990s 52172 26282 588.96643 42 185 658.00000 529.60108 19.5% 54.4 1995s 52521 26485 639.07679 88 116 658.00000 529.63903 19.5% 54.2 2000s 52699 26550 533.40015 32 147 658.00000 529.66953 19.5% 54.3 2005s 52992 26721 588.03673 49 207 658.00000 529.67599 19.5% 54.2 2010s 53194 26799 612.77183 61 167 658.00000 529.70486 19.5% 54.3 2015s 53354 26854 cutoff 59 658.00000 529.72202 19.5% 54.4 2020s 53564 26970 614.44824 166 35 658.00000 529.77810 19.5% 54.4 2025s 53870 27148 648.60821 54 159 658.00000 529.81837 19.5% 54.2 2030s 54123 27258 infeasible 49 658.00000 529.87199 19.5% 54.3 2035s 54347 27362 588.28702 69 191 658.00000 529.89667 19.5% 54.3 2040s 54698 27551 636.06202 105 138 658.00000 529.92367 19.5% 54.2 2045s 54828 27598 626.70187 44 175 658.00000 529.98307 19.5% 54.3 2050s 54960 27607 573.43061 42 134 658.00000 530.02523 19.4% 54.5 2055s 55158 27683 551.31333 48 182 658.00000 530.07337 19.4% 54.5 2060s 55521 27911 623.63524 149 100 658.00000 530.09077 19.4% 54.4 2065s 55867 28131 634.03318 467 63 658.00000 530.09077 19.4% 54.1 2070s 56163 28280 598.65837 144 109 658.00000 530.15554 19.4% 54.0 2075s 56611 28565 643.38235 311 40 658.00000 530.16746 19.4% 53.7 2080s 56879 28693 583.58522 121 96 658.00000 530.25587 19.4% 53.7 2085s 57229 28884 597.28529 58 151 658.00000 530.26036 19.4% 53.5 2090s 57590 29080 544.74118 35 166 658.00000 530.29441 19.4% 53.4 2095s 57909 29233 630.64861 50 154 658.00000 530.40093 19.4% 53.3 2100s 58095 29310 617.93979 51 212 658.00000 530.46956 19.4% 53.4 2105s 58308 29389 587.74557 52 156 658.00000 530.49271 19.4% 53.4 2110s 58685 29583 632.71370 77 82 658.00000 530.51972 19.4% 53.3 2115s 58983 29728 581.29772 40 118 658.00000 530.54598 19.4% 53.2 2120s 59305 29883 574.17955 42 189 658.00000 530.56961 19.4% 53.2 2125s 59445 29922 632.96850 49 155 658.00000 530.59259 19.4% 53.3 2130s 59600 29956 615.41821 86 149 658.00000 530.66504 19.4% 53.4 2135s 59965 30168 639.65811 243 89 658.00000 530.69187 19.3% 53.3 2140s 60303 30330 548.44213 40 138 658.00000 530.70011 19.3% 53.2 2145s 60732 30589 644.93524 66 183 658.00000 530.77992 19.3% 53.0 2150s 61041 30730 574.46243 50 154 658.00000 530.79888 19.3% 53.0 2155s 61206 30814 557.02281 56 118 658.00000 530.80434 19.3% 53.0 2160s 61471 30941 652.31461 146 80 658.00000 530.81294 19.3% 53.0 2165s 61821 31114 551.50886 41 146 658.00000 530.82744 19.3% 52.9 2170s 61997 31191 603.21575 60 167 658.00000 530.95261 19.3% 53.0 2175s 62069 31206 602.77156 68 178 658.00000 530.95261 19.3% 53.0 2183s H62085 30089 657.0000000 530.95261 19.2% 53.0 2183s 62193 30088 549.26319 33 190 657.00000 530.97648 19.2% 53.0 2185s 62353 30147 cutoff 71 657.00000 531.00426 19.2% 53.1 2190s 62613 30261 650.81298 51 161 657.00000 531.03269 19.2% 53.1 2195s 62942 30413 589.58392 57 137 657.00000 531.05981 19.2% 53.0 2200s 63216 30533 545.66405 32 160 657.00000 531.11116 19.2% 53.0 2205s 63438 30637 631.48366 78 188 657.00000 531.16145 19.2% 53.1 2210s 63759 30795 593.95163 41 166 657.00000 531.20631 19.1% 53.0 2215s 64062 30921 610.88317 56 151 657.00000 531.23711 19.1% 53.0 2220s 64344 31050 582.95256 41 174 657.00000 531.24996 19.1% 53.0 2225s 64737 31261 609.81015 140 126 657.00000 531.27019 19.1% 52.9 2230s 65024 31403 632.96776 102 159 657.00000 531.30738 19.1% 52.8 2235s 65102 31431 630.85669 81 135 657.00000 531.32139 19.1% 52.8 2276s 65294 31539 654.57748 116 66 657.00000 531.32673 19.1% 52.8 2280s 65566 31666 561.51737 36 142 657.00000 531.36866 19.1% 52.8 2285s 65781 31746 547.41317 31 122 657.00000 531.41406 19.1% 52.8 2290s 65999 31830 621.82106 87 95 657.00000 531.46216 19.1% 52.8 2295s 66181 31887 583.70085 43 138 657.00000 531.50509 19.1% 52.9 2300s 66463 32034 564.41574 59 157 657.00000 531.52141 19.1% 52.9 2305s 66803 32226 655.43400 75 94 657.00000 531.52894 19.1% 52.8 2310s 66967 32304 589.34170 51 155 657.00000 531.53742 19.1% 52.8 2315s 67212 32420 553.24141 35 152 657.00000 531.56549 19.1% 52.9 2320s 67417 32510 624.54930 56 130 657.00000 531.58454 19.1% 52.9 2325s 67673 32611 539.09077 42 188 657.00000 531.63616 19.1% 53.0 2330s 67958 32762 613.37178 41 196 657.00000 531.67931 19.1% 52.9 2335s 68218 32874 532.69357 36 188 657.00000 531.71636 19.1% 52.9 2340s 68423 32986 639.59104 142 86 657.00000 531.72147 19.1% 53.0 2345s 68633 33101 563.01633 50 160 657.00000 531.77783 19.1% 53.0 2350s 68852 33197 551.92537 40 156 657.00000 531.78513 19.1% 53.0 2355s 69188 33384 643.82456 105 75 657.00000 531.80098 19.1% 53.0 2360s 69457 33513 599.00529 37 164 657.00000 531.83934 19.1% 52.9 2365s 69609 33555 576.92203 50 210 657.00000 531.87364 19.0% 53.0 2370s 69787 33624 539.24617 42 138 657.00000 531.92388 19.0% 53.1 2375s 70075 33782 595.33028 77 115 657.00000 531.93879 19.0% 53.1 2380s 70248 33828 626.29882 41 141 657.00000 531.97236 19.0% 53.2 2385s 70422 33911 607.49264 62 136 657.00000 532.00426 19.0% 53.2 2390s 70654 34013 532.34003 33 193 657.00000 532.02202 19.0% 53.3 2395s 70853 34124 614.82342 103 128 657.00000 532.03096 19.0% 53.3 2400s 71140 34243 647.42416 56 110 657.00000 532.04816 19.0% 53.3 2405s 71344 34319 646.05243 95 86 657.00000 532.07133 19.0% 53.4 2410s 71521 34374 545.37449 37 163 657.00000 532.10040 19.0% 53.3 2415s 71721 34479 617.05971 50 182 657.00000 532.11116 19.0% 53.4 2420s 71960 34590 588.47155 45 162 657.00000 532.13775 19.0% 53.4 2425s 72118 34639 581.51651 53 147 657.00000 532.15781 19.0% 53.5 2430s 72320 34712 infeasible 51 657.00000 532.16947 19.0% 53.6 2435s 72481 34748 552.67619 52 135 657.00000 532.19360 19.0% 53.6 2440s 72726 34864 609.32301 76 170 657.00000 532.23944 19.0% 53.7 2445s 72967 34985 cutoff 113 657.00000 532.24970 19.0% 53.7 2450s 73262 35119 infeasible 43 657.00000 532.31877 19.0% 53.7 2455s 73531 35236 608.86649 60 176 657.00000 532.35678 19.0% 53.6 2460s 73714 35309 545.64712 43 152 657.00000 532.36420 19.0% 53.7 2465s 73900 35386 552.72072 42 162 657.00000 532.40518 19.0% 53.8 2470s 74099 35453 cutoff 93 657.00000 532.42977 19.0% 53.8 2475s 74375 35603 566.91129 66 137 657.00000 532.45557 19.0% 53.8 2480s 74701 35756 610.86393 67 164 657.00000 532.48001 19.0% 53.7 2485s 74896 35842 infeasible 65 657.00000 532.50757 18.9% 53.8 2490s 75156 35965 647.95129 117 109 657.00000 532.53241 18.9% 53.8 2495s 75374 36039 542.59077 38 166 657.00000 532.56306 18.9% 53.8 2500s 75660 36161 553.35985 51 143 657.00000 532.59369 18.9% 53.8 2505s 75879 36269 597.36722 73 153 657.00000 532.60663 18.9% 53.8 2510s 76085 36353 623.20236 122 130 657.00000 532.65017 18.9% 53.9 2515s 76393 36501 625.35793 90 111 657.00000 532.65704 18.9% 53.9 2520s 76685 36626 548.04411 49 173 657.00000 532.69809 18.9% 53.8 2525s 76898 36727 infeasible 45 657.00000 532.71185 18.9% 53.9 2530s 77200 36889 632.01115 172 102 657.00000 532.74413 18.9% 53.8 2535s 77419 36967 629.86588 53 179 657.00000 532.74807 18.9% 53.8 2540s 77647 37058 535.54876 38 143 657.00000 532.78512 18.9% 53.9 2545s 77787 37112 585.11116 50 119 657.00000 532.81370 18.9% 54.0 2550s 78085 37267 632.17991 133 95 657.00000 532.85017 18.9% 53.9 2555s 78258 37309 571.55952 46 174 657.00000 532.86540 18.9% 54.0 2560s 78394 37365 540.56559 51 180 657.00000 532.88426 18.9% 54.1 2565s 78643 37475 cutoff 77 657.00000 532.89649 18.9% 54.1 2570s 78850 37566 595.06983 43 145 657.00000 532.91116 18.9% 54.1 2575s 79077 37683 628.36850 89 162 657.00000 532.93144 18.9% 54.2 2580s 79312 37779 601.82204 69 137 657.00000 532.96558 18.9% 54.2 2585s 79553 37903 565.84657 54 215 657.00000 532.98108 18.9% 54.2 2590s 79779 38013 567.47320 65 144 657.00000 532.99042 18.9% 54.2 2595s 80024 38133 573.12451 59 167 657.00000 533.00670 18.9% 54.2 2600s 80279 38211 infeasible 43 657.00000 533.01730 18.9% 54.3 2605s 80470 38293 551.64957 43 185 657.00000 533.03461 18.9% 54.3 2610s 80735 38418 cutoff 90 657.00000 533.05832 18.9% 54.3 2615s 80889 38497 623.18028 95 105 657.00000 533.07629 18.9% 54.4 2620s 81181 38639 581.28322 65 173 657.00000 533.09359 18.9% 54.4 2625s 81455 38748 599.20115 39 147 657.00000 533.11116 18.9% 54.4 2630s 81578 38794 583.06333 49 157 657.00000 533.11139 18.9% 54.5 2635s 81701 38850 cutoff 70 657.00000 533.12141 18.9% 54.5 2640s 81986 38952 infeasible 80 657.00000 533.15832 18.8% 54.5 2645s 82192 39044 557.26016 46 191 657.00000 533.21263 18.8% 54.5 2650s 82385 39127 553.66667 39 152 657.00000 533.23410 18.8% 54.6 2655s 82587 39223 557.50426 37 168 657.00000 533.25058 18.8% 54.6 2660s 82686 39267 652.01189 53 145 657.00000 533.25058 18.8% 54.7 2665s 82838 39302 616.61563 54 138 657.00000 533.25935 18.8% 54.8 2670s 83129 39480 637.18762 296 65 657.00000 533.26429 18.8% 54.7 2675s 83421 39625 608.50935 51 168 657.00000 533.28908 18.8% 54.7 2680s 83581 39685 539.26072 45 142 657.00000 533.30211 18.8% 54.7 2685s 83807 39790 580.86338 55 159 657.00000 533.33280 18.8% 54.8 2690s 84082 39906 567.28649 46 173 657.00000 533.40822 18.8% 54.8 2695s 84322 40018 627.83020 107 107 657.00000 533.42674 18.8% 54.8 2700s 84525 40107 575.01054 54 154 657.00000 533.44898 18.8% 54.8 2705s 84687 40166 630.49856 55 164 657.00000 533.45322 18.8% 54.9 2710s 85052 40357 623.17150 52 189 657.00000 533.46793 18.8% 54.8 2715s 85243 40416 535.15408 38 222 657.00000 533.49330 18.8% 54.9 2720s 85560 40588 565.15575 45 135 657.00000 533.52380 18.8% 54.8 2725s 85757 40690 593.40226 94 102 657.00000 533.53772 18.8% 54.8 2730s 86057 40851 621.18891 60 201 657.00000 533.55981 18.8% 54.8 2735s 86223 40898 615.33759 40 125 657.00000 533.57133 18.8% 54.9 2740s 86392 40945 567.18373 61 189 657.00000 533.62645 18.8% 55.0 2745s 86580 41035 cutoff 62 657.00000 533.62910 18.8% 55.0 2750s 86817 41141 546.99514 38 163 657.00000 533.64213 18.8% 55.0 2755s 86984 41220 633.33835 92 134 657.00000 533.67427 18.8% 55.1 2760s 87187 41302 623.04462 113 47 657.00000 533.70461 18.8% 55.1 2765s 87591 41522 642.62542 71 181 657.00000 533.74811 18.8% 55.0 2770s 87760 41573 552.97005 39 174 657.00000 533.79227 18.8% 55.1 2775s 88033 41713 614.35603 100 190 657.00000 533.81494 18.7% 55.1 2780s 88209 41783 628.97954 78 187 657.00000 533.83182 18.7% 55.1 2785s 88445 41863 633.51541 57 166 657.00000 533.83953 18.7% 55.1 2790s 88614 41944 595.56515 37 219 657.00000 533.86512 18.7% 55.2 2795s 88733 41972 566.06044 67 169 657.00000 533.87351 18.7% 55.3 2800s 88928 42053 549.31905 53 201 657.00000 533.90714 18.7% 55.3 2805s 89321 42286 595.47089 38 165 657.00000 533.91329 18.7% 55.1 2810s 89577 42401 557.34389 49 194 657.00000 533.93617 18.7% 55.1 2815s 89801 42512 647.50921 85 207 657.00000 533.95778 18.7% 55.2 2820s 89886 42531 587.16313 47 207 657.00000 533.97663 18.7% 55.2 2856s 90000 42580 632.20509 60 145 657.00000 534.00426 18.7% 55.3 2860s 90224 42703 643.35351 72 156 657.00000 534.00426 18.7% 55.3 2865s 90413 42763 540.94328 33 132 657.00000 534.00458 18.7% 55.3 2870s 90571 42824 621.84516 88 147 657.00000 534.01392 18.7% 55.4 2875s 90783 42920 542.41629 53 205 657.00000 534.03594 18.7% 55.4 2880s 91046 43059 565.11116 38 106 657.00000 534.05474 18.7% 55.4 2885s 91283 43122 567.83953 45 154 657.00000 534.05948 18.7% 55.4 2890s 91498 43207 cutoff 86 657.00000 534.07579 18.7% 55.4 2895s 91716 43286 581.78613 43 184 657.00000 534.11636 18.7% 55.4 2900s 91717 43286 582.91738 44 186 657.00000 534.11636 18.7% 55.4 2913s 91760 43305 cutoff 70 657.00000 534.11636 18.7% 55.4 2915s 91873 43347 551.81883 36 186 657.00000 534.14279 18.7% 55.4 2920s 92103 43413 cutoff 84 657.00000 534.16974 18.7% 55.5 2925s 92247 43455 592.30967 62 182 657.00000 534.20461 18.7% 55.5 2930s 92432 43530 559.40322 38 189 657.00000 534.20661 18.7% 55.6 2935s 92641 43617 603.98795 42 162 657.00000 534.23246 18.7% 55.6 2940s 92792 43665 555.43677 60 183 657.00000 534.23972 18.7% 55.6 2945s 93230 43880 545.12510 48 186 657.00000 534.24280 18.7% 55.5 2950s 93416 43934 infeasible 66 657.00000 534.25047 18.7% 55.5 2955s 93605 44039 infeasible 82 657.00000 534.27945 18.7% 55.6 2960s 93747 44088 592.03477 51 219 657.00000 534.30746 18.7% 55.6 2965s 94140 44285 infeasible 61 657.00000 534.33958 18.7% 55.6 2970s 94379 44396 651.54834 73 174 657.00000 534.37034 18.7% 55.6 2975s 94561 44482 649.23341 118 130 657.00000 534.38044 18.7% 55.6 2980s 94895 44649 556.33088 32 170 657.00000 534.40237 18.7% 55.6 2985s 95052 44723 cutoff 93 657.00000 534.40514 18.7% 55.6 2990s 95297 44844 608.85054 117 102 657.00000 534.45283 18.7% 55.6 2995s 95541 44969 582.02859 61 184 657.00000 534.46441 18.7% 55.6 3000s 95783 45085 653.94848 60 147 657.00000 534.48693 18.6% 55.6 3005s 96050 45189 578.91114 44 141 657.00000 534.50600 18.6% 55.7 3010s 96224 45259 627.73381 42 161 657.00000 534.51448 18.6% 55.7 3015s 96418 45312 562.50426 52 158 657.00000 534.54372 18.6% 55.8 3020s 96672 45450 609.69709 117 98 657.00000 534.54536 18.6% 55.8 3025s 97011 45600 557.23413 41 152 657.00000 534.59249 18.6% 55.7 3030s 97265 45699 infeasible 38 657.00000 534.61455 18.6% 55.7 3035s 97552 45825 654.92289 51 137 657.00000 534.62798 18.6% 55.7 3040s 97776 45908 590.30186 68 160 657.00000 534.63492 18.6% 55.7 3045s 98089 46027 573.45548 38 138 657.00000 534.66207 18.6% 55.7 3050s 98317 46112 587.22814 49 199 657.00000 534.71148 18.6% 55.7 3055s 98494 46188 568.33225 39 187 657.00000 534.74359 18.6% 55.7 3060s 98665 46264 628.90700 61 164 657.00000 534.75219 18.6% 55.8 3065s 98842 46324 615.59950 58 143 657.00000 534.75476 18.6% 55.8 3070s 99134 46447 654.64737 66 94 657.00000 534.77676 18.6% 55.8 3075s 99444 46606 577.20417 70 140 657.00000 534.78488 18.6% 55.8 3080s 99646 46702 607.20575 63 164 657.00000 534.78756 18.6% 55.8 3085s 99916 46824 584.07246 40 153 657.00000 534.79923 18.6% 55.8 3090s 100135 46904 643.22530 52 124 657.00000 534.79923 18.6% 55.9 3095s 100293 46955 587.80771 59 157 657.00000 534.82059 18.6% 55.9 3100s 100586 47076 558.47694 51 144 657.00000 534.84562 18.6% 55.9 3105s 100968 47268 616.11555 54 132 657.00000 534.86116 18.6% 55.8 3110s 101196 47353 539.21518 47 215 657.00000 534.89275 18.6% 55.8 3115s 101536 47552 652.09762 48 201 657.00000 534.90420 18.6% 55.8 3120s 101850 47812 626.72807 143 64 657.00000 534.91932 18.6% 55.7 3125s 102067 47976 564.11116 42 112 657.00000 534.93693 18.6% 55.7 3130s 102271 48142 578.75273 55 111 657.00000 534.94077 18.6% 55.7 3135s 102642 48467 622.04095 100 139 657.00000 534.94336 18.6% 55.7 3140s 102804 48565 553.68222 44 176 657.00000 534.98105 18.6% 55.7 3145s 103014 48716 551.00544 49 172 657.00000 534.98704 18.6% 55.7 3150s 103208 48845 614.10479 64 170 657.00000 535.00116 18.6% 55.8 3155s 103360 48947 617.00426 81 117 657.00000 535.00426 18.6% 55.8 3160s 103614 49146 562.77787 51 182 657.00000 535.01554 18.6% 55.8 3165s 103866 49325 577.36239 61 148 657.00000 535.01860 18.6% 55.8 3170s 104134 49547 577.08577 66 149 657.00000 535.03634 18.6% 55.8 3175s 104489 49861 572.71357 43 118 657.00000 535.04447 18.6% 55.8 3180s 104587 49931 589.80497 40 121 657.00000 535.04481 18.6% 55.9 3185s 104686 50009 644.18153 51 144 657.00000 535.05423 18.6% 56.0 3190s 104932 50202 584.40151 43 199 657.00000 535.05832 18.6% 55.9 3195s 105104 50340 556.50680 48 194 657.00000 535.05832 18.6% 56.0 3200s 105295 50498 642.67399 83 159 657.00000 535.06146 18.6% 56.0 3205s 105633 50765 646.44548 77 162 657.00000 535.07219 18.6% 55.9 3210s 105802 50904 622.52255 69 123 657.00000 535.09077 18.6% 56.0 3215s 106013 51065 609.72631 71 136 657.00000 535.09077 18.6% 56.0 3220s 106473 51446 562.30129 46 171 657.00000 535.10402 18.6% 55.9 3225s 106651 51587 621.46095 50 149 657.00000 535.11116 18.6% 55.9 3230s 106883 51753 infeasible 48 657.00000 535.13080 18.5% 55.9 3235s 107098 51914 624.36172 46 148 657.00000 535.15778 18.5% 55.9 3240s 107341 52083 cutoff 64 657.00000 535.16901 18.5% 55.9 3245s 107459 52141 infeasible 56 657.00000 535.18093 18.5% 56.0 3250s 107656 52270 633.99406 63 170 657.00000 535.19230 18.5% 56.0 3255s 107792 52366 infeasible 40 657.00000 535.20321 18.5% 56.1 3260s 108004 52534 648.49076 135 94 657.00000 535.23585 18.5% 56.1 3265s 108146 52619 552.30397 43 163 657.00000 535.24280 18.5% 56.2 3270s 108308 52739 cutoff 37 657.00000 535.25261 18.5% 56.2 3275s 108473 52867 649.17291 84 128 657.00000 535.26791 18.5% 56.2 3280s 108727 53061 642.66338 67 140 657.00000 535.27807 18.5% 56.2 3285s 108917 53182 609.51044 45 196 657.00000 535.33162 18.5% 56.3 3290s 109045 53268 591.54322 59 154 657.00000 535.33883 18.5% 56.3 3295s 109360 53567 576.76516 48 165 657.00000 535.34170 18.5% 56.3 3300s 109525 53678 557.10539 36 164 657.00000 535.34778 18.5% 56.3 3305s 109694 53787 627.96013 44 181 657.00000 535.35568 18.5% 56.4 3310s 109887 53939 563.37779 40 197 657.00000 535.37413 18.5% 56.4 3315s 110201 54201 559.42685 66 201 657.00000 535.38543 18.5% 56.4 3320s 110386 54335 550.01217 38 179 657.00000 535.39874 18.5% 56.4 3325s 110494 54410 613.31152 43 137 657.00000 535.40701 18.5% 56.5 3330s 110661 54522 619.83500 51 203 657.00000 535.42840 18.5% 56.6 3335s 110884 54693 594.89238 42 162 657.00000 535.44790 18.5% 56.6 3340s 111072 54819 626.31476 46 129 657.00000 535.45914 18.5% 56.6 3345s 111388 55099 647.42171 43 195 657.00000 535.46914 18.5% 56.5 3350s 111630 55288 633.89043 56 161 657.00000 535.48307 18.5% 56.5 3355s 111841 55452 630.02953 53 165 657.00000 535.49035 18.5% 56.5 3360s 112250 55791 638.06421 106 111 657.00000 535.50136 18.5% 56.5 3365s 112364 55849 633.08137 39 132 657.00000 535.50426 18.5% 56.5 3370s 112592 56030 611.87349 64 190 657.00000 535.51634 18.5% 56.5 3375s 112755 56161 594.45954 48 168 657.00000 535.52549 18.5% 56.5 3380s 112958 56314 610.68248 60 191 657.00000 535.53529 18.5% 56.5 3385s 113283 56582 551.55855 38 131 657.00000 535.54689 18.5% 56.5 3390s 113602 56839 607.77005 36 188 657.00000 535.56243 18.5% 56.5 3395s 113830 57020 582.67972 44 202 657.00000 535.58034 18.5% 56.5 3400s 113929 57072 cutoff 58 657.00000 535.60477 18.5% 56.6 3405s 114163 57226 550.98500 43 173 657.00000 535.61138 18.5% 56.6 3410s 114394 57415 592.60139 70 152 657.00000 535.62812 18.5% 56.6 3415s 114613 57555 565.76871 68 205 657.00000 535.65193 18.5% 56.6 3420s 114731 57610 567.59059 34 131 657.00000 535.65832 18.5% 56.7 3425s 114970 57809 626.37490 78 124 657.00000 535.66559 18.5% 56.7 3430s 115212 57995 623.50873 107 107 657.00000 535.67337 18.5% 56.7 3435s 115534 58251 infeasible 40 657.00000 535.68890 18.5% 56.6 3440s 115777 58436 564.09077 45 187 657.00000 535.71140 18.5% 56.7 3445s 115996 58588 infeasible 39 657.00000 535.72008 18.5% 56.7 3450s 116202 58752 613.99035 53 167 657.00000 535.73470 18.5% 56.7 3455s 116429 58928 591.63011 68 143 657.00000 535.76868 18.5% 56.7 3460s 116601 59040 653.08491 53 179 657.00000 535.79229 18.4% 56.8 3465s 116793 59166 608.15157 45 160 657.00000 535.81603 18.4% 56.8 3470s 117011 59330 539.94317 41 173 657.00000 535.83831 18.4% 56.8 3475s 117226 59501 583.81526 67 198 657.00000 535.87145 18.4% 56.8 3480s 117537 59738 652.29915 79 150 657.00000 535.89090 18.4% 56.8 3485s 117781 59923 606.60642 49 167 657.00000 535.91339 18.4% 56.8 3490s 117998 60080 606.89489 43 133 657.00000 535.92403 18.4% 56.8 3495s 118174 60210 infeasible 81 657.00000 535.92890 18.4% 56.9 3500s 118350 60342 595.29933 53 186 657.00000 535.94016 18.4% 56.9 3505s 118572 60516 626.65968 73 140 657.00000 535.95677 18.4% 56.9 3510s 118922 60802 568.33417 40 185 657.00000 535.98608 18.4% 56.8 3515s 119160 60976 555.54116 43 214 657.00000 536.00000 18.4% 56.9 3520s 119370 61144 587.49116 40 149 657.00000 536.00426 18.4% 56.9 3525s 119504 61230 537.22466 36 202 657.00000 536.03548 18.4% 56.9 3530s 119785 61467 602.48547 77 149 657.00000 536.04085 18.4% 56.9 3535s 119949 61579 infeasible 38 657.00000 536.04880 18.4% 57.0 3540s 120095 61677 544.73010 47 174 657.00000 536.05436 18.4% 57.0 3545s 120312 61851 538.03812 31 139 657.00000 536.05832 18.4% 57.0 3550s 120552 62037 556.42450 43 156 657.00000 536.06935 18.4% 57.0 3555s 120715 62166 620.33997 69 141 657.00000 536.07832 18.4% 57.1 3560s 121047 62417 538.48748 37 176 657.00000 536.09035 18.4% 57.0 3565s 121250 62581 576.61551 38 192 657.00000 536.09077 18.4% 57.1 3570s 121509 62807 561.50842 69 155 657.00000 536.09325 18.4% 57.1 3575s 121731 62950 540.25997 32 183 657.00000 536.10669 18.4% 57.1 3580s 121857 63028 547.92956 39 196 657.00000 536.11509 18.4% 57.1 3585s 122107 63248 612.43902 84 131 657.00000 536.12234 18.4% 57.1 3590s 122453 63516 541.45245 49 188 657.00000 536.13685 18.4% 57.1 3595s Cutting planes: Learned: 46 Gomory: 154 Cover: 293 Implied bound: 19 Clique: 24 MIR: 803 Flow cover: 80 GUB cover: 61 Zero half: 267 Mod-K: 1 Explored 122565 nodes (7003666 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.570000000000e+02, best bound 5.370000000000e+02, gap 18.2648%