Gurobi 5.0.1 (linux64) logging started Thu Jan 3 08:27:16 2013 Optimize a model with 10402 rows, 10201 columns and 63294 nonzeros Presolve removed 3362 rows and 3968 columns Presolve time: 0.14s Presolved: 7040 rows, 6233 columns, 40308 nonzeros Variable types: 100 continuous, 6133 integer (6133 binary) Root relaxation: objective 5.617857e+02, 834 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 561.78570 0 191 - 561.78570 - - 0s 0 0 570.88820 0 191 - 570.88820 - - 0s 0 0 572.01448 0 170 - 572.01448 - - 0s 0 0 572.90118 0 197 - 572.90118 - - 0s 0 0 573.55578 0 212 - 573.55578 - - 1s 0 0 573.79149 0 211 - 573.79149 - - 1s 0 0 574.44915 0 202 - 574.44915 - - 1s 0 0 574.46374 0 204 - 574.46374 - - 1s 0 0 574.81915 0 162 - 574.81915 - - 1s 0 0 574.85365 0 160 - 574.85365 - - 1s 0 0 574.88594 0 157 - 574.88594 - - 1s 0 0 574.88594 0 157 - 574.88594 - - 1s 0 0 574.88594 0 157 - 574.88594 - - 2s 0 2 575.12613 0 150 - 575.12613 - - 3s 101 99 693.73066 75 108 - 576.86577 - 22.4 5s 603 535 583.27067 9 187 - 581.38594 - 19.6 16s 604 536 647.21513 40 161 - 581.38594 - 19.6 22s 605 537 598.44416 10 178 - 581.38594 - 19.6 27s 606 537 584.84461 7 155 - 581.38594 - 19.5 33s 607 538 647.21513 40 175 - 582.07382 - 19.5 40s 608 539 653.78045 45 181 - 582.98266 - 19.5 49s 609 539 670.17344 72 196 - 583.44301 - 19.4 59s 610 540 661.06451 31 191 - 583.56532 - 19.4 66s 611 541 697.93715 88 186 - 583.58332 - 19.4 74s 612 541 742.17574 150 194 - 583.58658 - 19.3 78s 613 542 697.93715 88 194 - 583.58658 - 19.3 82s 615 545 583.97713 12 163 - 583.58658 - 25.8 85s 748 621 733.67747 76 77 - 583.70686 - 33.1 90s 1039 775 804.83672 79 107 - 584.13360 - 34.1 95s 1307 918 628.94670 44 156 - 584.20406 - 35.6 100s 1680 1154 747.32709 209 62 - 584.20406 - 33.0 105s 2086 1368 701.64370 68 78 - 584.26063 - 32.4 110s 2653 1802 664.66695 52 97 - 584.52181 - 30.3 115s 3050 2139 614.33295 34 143 - 584.59425 - 30.5 120s 3393 2452 734.07025 85 64 - 584.64717 - 31.8 125s 3776 2786 665.89771 66 133 - 585.08773 - 32.2 130s 3988 2996 760.78369 154 72 - 585.08773 - 33.4 135s 4312 3263 638.09943 43 83 - 585.26772 - 34.5 140s 4680 3570 586.16787 17 153 - 585.45869 - 34.5 145s 4991 3867 666.28006 94 83 - 585.53148 - 35.0 150s 5321 4132 626.60850 34 171 - 585.64898 - 35.3 155s 5809 4566 657.46579 30 157 - 585.64898 - 34.6 160s 6173 4885 694.45403 92 66 - 585.81348 - 34.5 165s 6525 5188 595.00914 26 157 - 585.84796 - 34.6 170s 6740 5401 700.63560 101 116 - 585.84796 - 35.5 175s 7195 5772 676.53129 60 95 - 585.90816 - 34.8 180s 7565 6110 infeasible 121 - 585.98105 - 34.9 185s 8050 6523 751.84157 158 79 - 586.07217 - 34.6 190s 8585 6957 649.94195 49 172 - 586.14641 - 34.3 195s 8804 7146 713.87399 91 128 - 586.15866 - 35.0 200s 9242 7549 882.90650 188 40 - 586.19362 - 34.7 205s 9627 7884 764.01347 125 71 - 586.21523 - 34.8 210s 9950 8141 680.25498 71 112 - 586.25038 - 35.3 215s 10226 8374 740.05001 92 87 - 586.27032 - 35.3 220s 10735 8832 infeasible 238 - 586.29799 - 35.1 225s 11189 9232 590.48454 21 152 - 586.37886 - 34.8 230s 11538 9532 712.80323 71 138 - 586.46974 - 35.1 235s 12008 9909 657.42816 67 137 - 586.47909 - 35.0 240s 12522 10364 744.78112 120 106 - 586.48737 - 34.8 245s 12873 10646 772.06221 88 113 - 586.49331 - 35.2 250s 13364 11075 683.53762 50 157 - 586.53255 - 35.0 255s 13820 11427 635.37579 35 148 - 586.57823 - 35.0 260s 14430 11955 610.67204 38 181 - 586.57832 - 34.6 265s 14882 12348 736.15011 104 101 - 586.62790 - 34.6 270s 15520 12878 824.87725 180 74 - 586.65642 - 34.1 275s 15870 13162 686.52597 68 142 - 586.65898 - 34.4 280s 16185 13389 infeasible 57 - 586.65972 - 34.6 285s 16603 13749 756.79972 153 85 - 586.66514 - 34.6 290s 17001 14048 695.17845 76 155 - 586.66787 - 34.6 295s 17562 14528 795.28856 100 93 - 586.67590 - 34.3 300s 17956 14856 721.25501 100 106 - 586.67932 - 34.5 305s 18555 15381 653.47410 42 135 - 586.69036 - 34.2 310s 19075 15827 617.69726 25 160 - 586.71281 - 34.2 315s 19595 16276 717.71785 87 85 - 586.86386 - 34.1 320s 20186 16770 697.85599 84 126 - 586.87487 - 33.9 325s 20569 17030 761.83075 112 124 - 586.87487 - 33.9 330s 21006 17405 infeasible 86 - 586.95732 - 34.0 335s 21498 17812 853.65552 136 73 - 587.01499 - 34.0 340s 21922 18183 884.84053 233 70 - 587.01499 - 34.0 345s 22386 18572 615.86712 25 176 - 587.10843 - 34.0 350s 22807 18926 646.58361 40 160 - 587.12536 - 34.2 355s 23256 19317 686.83134 83 122 - 587.21703 - 34.2 360s 23730 19722 657.10408 50 166 - 587.22646 - 34.3 365s 24213 20058 598.06603 32 153 - 587.27962 - 34.3 370s 24682 20420 646.37199 66 130 - 587.31636 - 34.3 375s 25103 20771 717.21184 94 99 - 587.32631 - 34.4 380s 25504 21116 649.81960 42 149 - 587.35610 - 34.5 385s 25946 21505 637.07361 42 146 - 587.40086 - 34.6 390s 26578 22071 660.08751 66 149 - 587.47424 - 34.3 395s 27145 22531 678.32237 83 153 - 587.48815 - 34.3 400s 27752 23019 770.47777 85 98 - 587.55656 - 34.1 405s 28148 23326 662.40358 59 139 - 587.58751 - 34.2 410s 28641 23734 708.85332 94 117 - 587.64439 - 34.2 415s 29142 24162 761.55347 63 130 - 587.66156 - 34.1 420s 29644 24584 676.87845 80 129 - 587.69255 - 34.1 425s 30031 24915 742.28730 62 163 - 587.76301 - 34.2 430s 30427 25215 698.95538 40 142 - 587.81617 - 34.3 435s 30687 25441 626.57623 38 185 - 587.85839 - 34.3 440s 31228 25932 619.69664 35 189 - 587.89051 - 34.3 445s 31713 26348 697.27141 79 103 - 587.91738 - 34.3 450s 32293 26812 658.11271 42 169 - 587.98875 - 34.3 455s 32737 27191 855.15640 168 87 - 588.05726 - 34.3 460s *33031 23994 131 797.0000000 588.08300 26.2% 34.3 462s 33238 24173 639.73537 31 169 797.00000 588.24130 26.2% 34.3 465s 33630 24467 590.16787 23 148 797.00000 588.33885 26.2% 34.2 470s 33911 24711 644.05115 35 119 797.00000 588.44036 26.2% 34.2 475s 34118 24875 714.72190 78 126 797.00000 588.52727 26.2% 34.2 482s 34145 24902 766.25328 105 138 797.00000 588.52727 26.2% 34.2 486s H34172 24852 796.0000000 588.55264 26.1% 34.2 496s 34199 24881 712.01075 60 147 796.00000 588.55264 26.1% 34.2 506s H34226 24655 792.0000000 588.55264 25.7% 34.2 514s 34232 24663 746.28590 79 114 792.00000 588.55264 25.7% 34.2 515s H34253 21256 752.0000000 588.55264 21.7% 34.2 525s 34280 21278 643.00606 38 163 752.00000 588.56551 21.7% 34.2 534s 34307 21305 658.74710 53 138 752.00000 588.56551 21.7% 34.2 544s H34334 20825 747.0000000 588.56551 21.2% 34.2 556s 34536 20995 630.27136 33 149 747.00000 588.62579 21.2% 34.2 560s 35002 21376 613.94115 31 166 747.00000 588.66744 21.2% 34.2 565s 35284 21618 683.91763 49 168 747.00000 588.67932 21.2% 34.3 570s 35620 21873 668.94939 33 168 747.00000 588.75605 21.2% 34.3 575s 36150 22291 607.97315 26 179 747.00000 588.92336 21.2% 34.2 580s 36560 22637 699.36386 87 137 747.00000 589.01667 21.1% 34.2 585s 36920 22919 670.97694 79 129 747.00000 589.13737 21.1% 34.2 590s 37207 23155 639.77684 32 177 747.00000 589.17438 21.1% 34.3 595s 37605 23478 679.74229 50 169 747.00000 589.21821 21.1% 34.3 600s 38072 23841 626.30808 25 165 747.00000 589.36005 21.1% 34.2 605s 38596 24252 597.50488 31 167 747.00000 589.46420 21.1% 34.2 610s 38969 24559 647.63546 42 193 747.00000 589.48265 21.1% 34.2 615s 39341 24876 694.72230 81 162 747.00000 589.63220 21.1% 34.2 620s 39852 25291 672.23989 41 161 747.00000 589.67730 21.1% 34.2 625s H40213 22398 724.0000000 589.71495 18.5% 34.2 641s 40352 22483 590.90000 30 171 724.00000 589.79343 18.5% 34.3 645s 40740 22804 692.19423 38 154 724.00000 589.86769 18.5% 34.3 650s H40804 21908 718.0000000 589.90146 17.8% 34.2 721s 40807 21910 647.15239 58 193 718.00000 589.90146 17.8% 34.2 728s 40808 21911 707.90885 81 169 718.00000 589.90146 17.8% 34.2 736s 40809 21912 698.85615 96 202 718.00000 589.90146 17.8% 34.2 749s 40810 21912 647.15239 58 205 718.00000 589.90146 17.8% 34.2 757s 40811 21913 651.80365 38 198 718.00000 589.90146 17.8% 34.2 768s 40812 21914 664.39707 47 209 718.00000 589.90146 17.8% 34.2 779s 40813 21914 593.56582 26 195 718.00000 589.90146 17.8% 34.2 791s 40814 21915 604.46694 27 200 718.00000 589.90146 17.8% 34.2 801s 40815 21916 620.37360 27 204 718.00000 589.90146 17.8% 34.2 812s 40816 21916 662.06270 52 214 718.00000 589.90146 17.8% 34.2 820s 40817 21917 634.97187 43 211 718.00000 589.90146 17.8% 34.2 831s 40818 21918 666.62062 79 199 718.00000 589.90146 17.8% 34.2 839s 40819 21918 651.80365 38 203 718.00000 589.90146 17.8% 34.2 849s 40820 21919 691.01538 87 199 718.00000 589.90146 17.8% 34.2 860s 40821 21920 675.31474 82 202 718.00000 589.90146 17.8% 34.2 870s 40822 21920 639.82877 28 209 718.00000 589.90146 17.8% 34.2 879s 40823 21921 675.31474 82 210 718.00000 589.90146 17.8% 34.2 889s 40824 21922 593.56582 26 205 718.00000 589.90146 17.8% 34.2 900s 40825 21922 691.01538 87 204 718.00000 589.90146 17.8% 34.2 911s 40826 21923 620.37360 27 205 718.00000 589.90146 17.8% 34.2 922s 40827 21924 707.90885 81 205 718.00000 589.90146 17.8% 34.2 933s 40828 21924 603.91173 25 198 718.00000 589.90146 17.8% 34.2 939s 40830 21928 589.90146 22 196 718.00000 589.90146 17.8% 34.3 940s 40845 21938 605.33336 29 147 718.00000 589.90146 17.8% 34.3 945s 40886 21963 644.47765 50 152 718.00000 589.90146 17.8% 34.4 950s H40894 20869 703.0000000 589.90146 16.1% 34.4 954s 40912 20881 672.72489 63 120 703.00000 589.90146 16.1% 34.4 955s 41046 20954 676.45759 58 160 703.00000 589.90146 16.1% 34.5 960s 41175 21013 589.90146 29 149 703.00000 589.90146 16.1% 34.6 965s 41248 21054 664.27842 76 185 703.00000 589.90146 16.1% 34.6 971s 41397 21114 638.78667 61 197 703.00000 589.90146 16.1% 34.6 975s 41644 21175 641.30863 42 170 703.00000 589.90146 16.1% 34.7 980s 41939 21271 640.37714 73 182 703.00000 589.90146 16.1% 34.6 985s 42219 21379 592.72902 33 162 703.00000 589.90146 16.1% 34.6 990s 42552 21532 650.70534 42 161 703.00000 589.90146 16.1% 34.6 995s 42772 21623 631.92532 54 172 703.00000 589.90146 16.1% 34.6 1006s 42938 21689 646.42047 67 162 703.00000 590.01425 16.1% 34.7 1010s 43162 21792 673.22240 71 169 703.00000 590.03153 16.1% 34.7 1015s 43471 21912 626.22226 47 185 703.00000 590.57678 16.0% 34.7 1020s 43757 22040 628.26020 49 197 703.00000 590.83912 16.0% 34.8 1025s 44030 22146 631.71016 43 159 703.00000 591.01425 15.9% 34.9 1030s 44365 22277 669.93947 41 144 703.00000 591.37004 15.9% 34.9 1035s 44645 22380 607.51742 39 172 703.00000 591.87781 15.8% 34.9 1040s 44912 22493 664.41236 64 113 703.00000 592.10312 15.8% 35.0 1045s 45260 22612 605.63213 34 189 703.00000 592.39892 15.7% 35.0 1050s 45581 22720 617.87514 44 165 703.00000 592.72100 15.7% 35.0 1055s 45784 22807 685.46986 92 73 703.00000 592.84483 15.7% 35.2 1060s 46051 22896 622.38053 44 166 703.00000 592.95967 15.7% 35.2 1065s 46358 23038 696.77131 106 135 703.00000 593.04484 15.6% 35.2 1070s 46638 23153 667.11069 46 168 703.00000 593.12133 15.6% 35.3 1075s 46872 23241 698.86968 82 146 703.00000 593.37684 15.6% 35.4 1080s 47104 23313 683.24474 61 160 703.00000 593.55608 15.6% 35.5 1085s 47338 23383 625.12082 44 174 703.00000 593.66425 15.6% 35.6 1090s 47638 23482 659.14220 45 156 703.00000 594.03268 15.5% 35.6 1095s 47912 23569 615.65208 37 154 703.00000 594.42635 15.4% 35.7 1100s 48137 23675 612.65328 56 164 703.00000 594.48116 15.4% 35.8 1105s 48386 23758 643.67819 61 194 703.00000 594.85132 15.4% 35.8 1110s 48645 23862 681.14047 65 186 703.00000 594.98834 15.4% 35.9 1115s 48799 23904 657.85817 55 159 703.00000 595.01425 15.4% 36.1 1120s 49055 23989 675.46549 57 146 703.00000 595.31445 15.3% 36.2 1125s 49338 24088 631.01665 56 169 703.00000 595.39844 15.3% 36.2 1130s 49696 24261 666.37898 57 146 703.00000 595.47424 15.3% 36.2 1135s 49926 24305 infeasible 30 703.00000 595.63535 15.3% 36.3 1140s 50202 24397 662.84473 68 167 703.00000 595.77317 15.3% 36.3 1145s 50525 24533 610.94134 40 175 703.00000 595.99425 15.2% 36.3 1150s 50821 24631 628.68053 47 178 703.00000 596.02310 15.2% 36.4 1155s 51002 24688 605.94684 39 177 703.00000 596.10012 15.2% 36.4 1174s 51005 24690 628.68445 40 138 703.00000 596.10012 15.2% 36.4 1175s 51230 24770 666.65809 89 152 703.00000 596.17315 15.2% 36.5 1180s 51520 24880 597.36840 33 182 703.00000 596.32345 15.2% 36.5 1185s 51822 24982 618.16826 49 209 703.00000 596.52726 15.1% 36.5 1190s 52144 25086 692.73659 62 165 703.00000 596.74952 15.1% 36.5 1195s 52419 25179 604.26010 34 195 703.00000 596.87470 15.1% 36.6 1200s 52742 25290 636.28534 56 168 703.00000 597.02356 15.1% 36.6 1205s 53051 25363 infeasible 36 703.00000 597.09023 15.1% 36.6 1210s 53267 25448 cutoff 74 703.00000 597.10515 15.1% 36.7 1215s 53291 25457 602.46298 36 174 703.00000 597.10637 15.1% 36.7 1220s 53305 25466 613.54450 49 175 703.00000 597.10637 15.1% 36.7 1225s 53317 25474 616.96704 60 182 703.00000 597.10637 15.1% 36.7 1230s 53325 25478 671.89182 65 185 703.00000 597.10637 15.1% 36.8 1235s 53334 25484 666.26833 69 162 703.00000 597.10637 15.1% 36.8 1240s 53342 25489 670.44902 76 159 703.00000 597.10637 15.1% 36.8 1245s 53351 25493 699.93693 82 155 703.00000 597.10637 15.1% 36.8 1250s 53365 25490 599.76334 43 176 703.00000 597.11447 15.1% 36.8 1255s 53372 25495 620.98450 50 178 703.00000 597.11447 15.1% 36.8 1260s 53381 25499 629.62984 58 171 703.00000 597.11447 15.1% 36.8 1265s 53388 25504 631.87267 65 184 703.00000 597.11447 15.1% 36.8 1270s 53398 25502 605.72585 36 187 703.00000 597.11447 15.1% 36.8 1275s 53405 25507 612.29420 43 170 703.00000 597.11447 15.1% 36.8 1280s 53411 25511 629.28352 49 207 703.00000 597.11447 15.1% 36.8 1285s 53417 25515 641.25888 55 204 703.00000 597.11447 15.1% 36.8 1290s 53423 25519 641.88825 61 190 703.00000 597.11447 15.1% 36.8 1295s 53427 25522 644.75795 65 204 703.00000 597.11447 15.1% 36.8 1303s 53503 25554 649.41605 52 190 703.00000 597.12117 15.1% 36.8 1305s 53761 25629 622.35032 67 203 703.00000 597.20125 15.0% 36.8 1310s 54099 25781 cutoff 72 703.00000 597.26622 15.0% 36.8 1315s 54400 25910 642.42110 45 138 703.00000 597.35745 15.0% 36.8 1320s 54776 26026 670.58304 92 153 703.00000 597.49901 15.0% 36.8 1325s 55139 26131 672.00809 52 161 703.00000 597.59368 15.0% 36.8 1330s 55445 26193 623.56936 41 188 703.00000 597.72488 15.0% 36.9 1335s 55805 26318 661.86244 53 163 703.00000 597.82357 15.0% 36.9 1340s 56146 26434 684.56315 105 140 703.00000 597.95562 14.9% 36.9 1345s 56495 26555 600.53992 46 163 703.00000 598.06054 14.9% 36.9 1350s 56847 26679 659.52894 39 173 703.00000 598.12721 14.9% 36.9 1355s 57187 26744 696.46260 82 132 703.00000 598.34501 14.9% 36.9 1360s 57537 26901 673.44539 58 152 703.00000 598.40741 14.9% 36.9 1365s 57928 27015 610.30524 50 174 703.00000 598.46795 14.9% 36.9 1370s 58255 27134 686.98916 86 151 703.00000 598.53849 14.9% 36.9 1375s 58657 27266 infeasible 38 703.00000 598.63484 14.8% 36.9 1380s 59011 27376 621.80024 51 170 703.00000 598.85338 14.8% 36.9 1385s 59358 27511 607.87314 45 147 703.00000 598.96754 14.8% 36.9 1390s 59534 27599 666.37600 41 149 703.00000 598.96896 14.8% 37.0 1395s 59763 27676 599.42271 36 179 703.00000 599.01425 14.8% 37.1 1400s 60097 27823 628.90404 54 158 703.00000 599.06054 14.8% 37.1 1405s 60412 27927 605.07860 52 157 703.00000 599.09397 14.8% 37.1 1410s 60653 28019 690.49285 42 149 703.00000 599.11719 14.8% 37.2 1415s 61043 28141 616.02413 67 170 703.00000 599.17534 14.8% 37.2 1420s 61284 28239 644.84141 48 183 703.00000 599.22208 14.8% 37.2 1425s 61442 28261 621.33834 60 177 703.00000 599.29992 14.8% 37.3 1430s 61737 28326 infeasible 39 703.00000 599.37299 14.7% 37.3 1435s 61956 28418 606.80619 44 161 703.00000 599.38425 14.7% 37.4 1440s 62254 28509 infeasible 41 703.00000 599.44855 14.7% 37.4 1445s 62557 28636 618.24148 49 191 703.00000 599.48979 14.7% 37.4 1450s 62874 28743 cutoff 114 703.00000 599.53327 14.7% 37.4 1455s 63195 28830 614.86891 47 164 703.00000 599.60119 14.7% 37.4 1460s 63494 28929 665.44342 64 146 703.00000 599.72627 14.7% 37.5 1465s 63779 29030 602.14356 33 178 703.00000 599.80592 14.7% 37.5 1470s 64134 29157 665.68243 56 147 703.00000 599.87290 14.7% 37.5 1475s 64406 29280 665.09201 60 157 703.00000 599.93340 14.7% 37.5 1480s 64805 29398 641.25125 42 193 703.00000 599.99907 14.7% 37.5 1485s 65103 29505 694.64880 66 160 703.00000 600.06259 14.6% 37.6 1490s 65458 29618 cutoff 61 703.00000 600.10706 14.6% 37.6 1495s 65750 29710 643.33021 63 163 703.00000 600.15911 14.6% 37.6 1500s 66113 29852 694.96068 132 104 703.00000 600.21301 14.6% 37.6 1505s 66529 30078 645.17472 84 164 703.00000 600.22206 14.6% 37.5 1510s 66825 30175 679.23029 64 155 703.00000 600.28032 14.6% 37.5 1515s 67145 30236 645.43184 50 171 703.00000 600.32480 14.6% 37.6 1520s 67496 30395 608.47865 40 177 703.00000 600.37413 14.6% 37.6 1525s 67871 30573 668.11248 72 156 703.00000 600.38118 14.6% 37.6 1530s 68156 30661 624.63245 47 178 703.00000 600.41841 14.6% 37.6 1535s 68513 30742 607.52961 40 186 703.00000 600.45832 14.6% 37.6 1540s 68804 30852 694.46834 70 164 703.00000 600.48809 14.6% 37.6 1545s 69109 30940 655.63608 60 145 703.00000 600.51988 14.6% 37.7 1550s 69396 31092 665.27647 67 160 703.00000 600.52356 14.6% 37.7 1555s 69765 31229 615.09656 63 167 703.00000 600.54510 14.6% 37.7 1560s 70055 31354 642.29849 56 161 703.00000 600.56030 14.6% 37.7 1565s 70215 31415 672.16868 73 177 703.00000 600.58115 14.6% 37.8 1570s 70523 31549 611.92934 68 173 703.00000 600.61382 14.6% 37.8 1575s 70814 31654 647.47879 65 158 703.00000 600.62810 14.6% 37.9 1580s 71062 31718 634.07371 40 181 703.00000 600.65033 14.6% 37.9 1585s 71334 31811 689.59383 68 153 703.00000 600.68113 14.6% 37.9 1590s 71522 31882 608.55617 40 182 703.00000 600.69189 14.6% 38.0 1595s 71790 31996 607.95039 35 151 703.00000 600.69491 14.6% 38.0 1600s 72075 32116 653.97078 57 166 703.00000 600.75768 14.5% 38.0 1605s 72344 32162 610.52520 36 170 703.00000 600.80330 14.5% 38.1 1610s 72673 32306 650.25747 46 176 703.00000 600.83813 14.5% 38.0 1615s 72961 32433 624.07667 47 155 703.00000 600.87056 14.5% 38.1 1620s 73230 32524 636.22168 71 163 703.00000 600.90597 14.5% 38.1 1625s 73506 32625 679.74614 102 149 703.00000 600.92419 14.5% 38.1 1630s 73914 32814 673.65522 110 110 703.00000 600.95542 14.5% 38.1 1635s 74245 32960 619.99345 52 172 703.00000 600.99044 14.5% 38.1 1640s 74521 33058 634.30772 55 169 703.00000 601.02356 14.5% 38.1 1645s 74809 33184 cutoff 81 703.00000 601.02356 14.5% 38.1 1650s 75090 33273 630.84780 63 192 703.00000 601.03461 14.5% 38.2 1655s 75484 33466 603.05725 45 169 703.00000 601.05835 14.5% 38.2 1660s 75889 33637 cutoff 102 703.00000 601.08519 14.5% 38.1 1665s 76409 33869 627.18894 88 146 703.00000 601.11447 14.5% 38.1 1670s 76727 33967 603.06866 46 131 703.00000 601.13846 14.5% 38.1 1675s 76990 34030 654.53815 59 156 703.00000 601.17079 14.5% 38.1 1680s 77234 34120 617.22805 35 192 703.00000 601.17823 14.5% 38.2 1685s 77490 34213 633.01552 68 155 703.00000 601.20128 14.5% 38.2 1690s 77796 34306 634.35393 57 166 703.00000 601.22223 14.5% 38.2 1695s 78019 34410 685.01198 83 147 703.00000 601.22384 14.5% 38.3 1700s 78254 34474 691.92101 92 195 703.00000 601.24738 14.5% 38.3 1705s 78512 34558 626.16464 41 160 703.00000 601.27392 14.5% 38.4 1710s 78773 34679 661.74855 85 149 703.00000 601.29050 14.5% 38.4 1715s 79025 34765 676.57039 75 149 703.00000 601.31049 14.5% 38.4 1720s 79357 34909 654.47703 78 94 703.00000 601.34304 14.5% 38.4 1725s 79655 35022 673.03948 80 155 703.00000 601.37928 14.5% 38.4 1730s 80001 35179 610.79332 46 169 703.00000 601.37939 14.5% 38.4 1735s 80351 35362 648.32132 76 161 703.00000 601.37939 14.5% 38.4 1740s 80571 35454 649.99350 78 146 703.00000 601.37939 14.5% 38.4 1745s 80885 35621 697.06499 95 158 703.00000 601.37939 14.5% 38.4 1750s 81135 35729 617.40613 67 156 703.00000 601.38549 14.5% 38.5 1755s 81477 35865 612.78696 39 178 703.00000 601.41200 14.5% 38.4 1760s 81720 35962 685.76808 57 149 703.00000 601.41890 14.4% 38.4 1765s 81954 36009 689.08686 74 148 703.00000 601.43783 14.4% 38.5 1770s 82252 36091 640.88986 41 177 703.00000 601.48302 14.4% 38.5 1775s 82582 36191 cutoff 72 703.00000 601.50763 14.4% 38.5 1780s 82864 36297 647.14852 58 153 703.00000 601.51285 14.4% 38.5 1785s 83137 36399 676.32506 88 160 703.00000 601.55218 14.4% 38.6 1790s 83517 36515 697.34505 79 140 703.00000 601.58966 14.4% 38.6 1795s 83796 36597 699.60906 85 153 703.00000 601.60162 14.4% 38.6 1800s 83903 36645 614.61615 48 140 703.00000 601.61416 14.4% 38.7 1805s 84197 36729 698.33657 70 187 703.00000 601.63146 14.4% 38.7 1810s 84461 36836 612.30849 51 148 703.00000 601.66300 14.4% 38.7 1815s 84676 36928 661.67648 70 184 703.00000 601.67333 14.4% 38.8 1820s 84885 37035 643.18980 41 163 703.00000 601.67870 14.4% 38.8 1825s 85133 37115 687.17192 58 167 703.00000 601.68953 14.4% 38.9 1830s 85273 37166 691.50088 75 158 703.00000 601.69269 14.4% 39.0 1835s 85540 37271 644.62008 53 146 703.00000 601.69542 14.4% 39.0 1840s 85570 37272 674.45571 48 147 703.00000 601.69878 14.4% 39.0 1867s 85678 37296 636.34694 65 191 703.00000 601.70436 14.4% 39.0 1870s 85923 37409 651.46759 64 189 703.00000 601.70777 14.4% 39.1 1875s 86077 37465 cutoff 72 703.00000 601.71273 14.4% 39.1 1880s 86361 37575 648.92813 57 157 703.00000 601.72789 14.4% 39.1 1885s 86695 37691 643.87428 64 143 703.00000 601.73028 14.4% 39.1 1890s 86992 37787 605.25641 51 147 703.00000 601.73028 14.4% 39.1 1895s 87373 37956 607.28774 59 165 703.00000 601.74182 14.4% 39.1 1900s 87666 38067 cutoff 75 703.00000 601.75068 14.4% 39.1 1905s 87855 38158 672.07394 100 79 703.00000 601.75941 14.4% 39.2 1910s 88181 38257 692.46960 118 142 703.00000 601.77161 14.4% 39.2 1915s 88495 38366 701.07217 101 175 703.00000 601.79146 14.4% 39.2 1920s 88739 38455 infeasible 52 703.00000 601.80658 14.4% 39.2 1925s 89032 38567 678.54568 67 156 703.00000 601.82402 14.4% 39.2 1930s 89345 38719 688.44570 104 157 703.00000 601.82544 14.4% 39.2 1935s 89639 38815 657.75287 54 163 703.00000 601.84480 14.4% 39.2 1940s 89868 38882 679.02144 60 176 703.00000 601.86425 14.4% 39.3 1945s 90180 38996 628.43930 38 169 703.00000 601.89462 14.4% 39.2 1950s 90439 39072 607.35478 57 190 703.00000 601.89949 14.4% 39.3 1955s 90739 39210 612.11052 34 181 703.00000 601.92464 14.4% 39.3 1960s 91037 39326 665.77660 72 176 703.00000 601.94169 14.4% 39.3 1965s 91376 39438 655.19553 53 153 703.00000 601.96960 14.4% 39.3 1970s 91686 39560 670.22605 56 153 703.00000 601.98022 14.4% 39.3 1975s 91859 39632 635.69337 37 190 703.00000 601.98639 14.4% 39.3 1980s 92186 39750 657.99163 86 112 703.00000 601.99807 14.4% 39.3 1985s 92477 39814 666.73175 46 127 703.00000 602.01239 14.4% 39.3 1990s 92721 39875 650.75314 58 141 703.00000 602.01425 14.4% 39.4 1995s 93022 40005 692.80082 119 130 703.00000 602.02356 14.4% 39.4 2000s 93288 40096 642.88729 46 174 703.00000 602.02356 14.4% 39.4 2005s 93607 40189 698.00200 96 110 703.00000 602.02717 14.4% 39.4 2010s 93850 40254 663.14852 63 157 703.00000 602.04583 14.4% 39.4 2015s 94090 40376 678.17055 98 130 703.00000 602.05236 14.4% 39.5 2020s 94381 40409 660.25734 64 149 703.00000 602.06410 14.4% 39.5 2025s 94628 40519 614.07297 55 177 703.00000 602.07518 14.4% 39.5 2030s 94932 40621 infeasible 60 703.00000 602.08280 14.4% 39.5 2035s 95258 40761 cutoff 52 703.00000 602.10448 14.4% 39.5 2040s 95546 40874 689.29730 52 170 703.00000 602.11447 14.4% 39.5 2045s 95864 40967 700.37619 68 137 703.00000 602.11644 14.4% 39.6 2050s 96140 41041 infeasible 50 703.00000 602.13037 14.3% 39.6 2055s 96388 41089 664.10523 44 181 703.00000 602.14299 14.3% 39.6 2060s 96611 41169 608.24439 47 181 703.00000 602.15268 14.3% 39.6 2065s 96933 41275 610.79625 55 144 703.00000 602.16091 14.3% 39.6 2070s 97156 41343 628.65396 56 175 703.00000 602.17379 14.3% 39.7 2075s 97543 41530 672.76593 79 131 703.00000 602.18540 14.3% 39.7 2080s 97818 41638 612.20501 40 153 703.00000 602.19470 14.3% 39.7 2085s 98087 41740 673.95801 94 137 703.00000 602.20799 14.3% 39.7 2090s 98449 41872 662.80308 61 122 703.00000 602.21755 14.3% 39.7 2095s 98740 41996 650.77221 61 155 703.00000 602.23766 14.3% 39.7 2100s 99002 42134 cutoff 92 703.00000 602.24321 14.3% 39.7 2105s 99339 42252 614.35687 48 163 703.00000 602.27207 14.3% 39.7 2110s 99598 42313 cutoff 66 703.00000 602.29080 14.3% 39.8 2115s 99896 42434 cutoff 66 703.00000 602.30674 14.3% 39.8 2120s 100239 42567 698.86716 106 116 703.00000 602.32437 14.3% 39.8 2125s 100648 42734 680.89910 69 167 703.00000 602.35190 14.3% 39.8 2130s 101031 42879 614.25945 59 156 703.00000 602.36141 14.3% 39.7 2135s 101407 43040 631.79872 36 160 703.00000 602.38357 14.3% 39.7 2140s 101691 43165 689.63663 108 150 703.00000 602.38950 14.3% 39.8 2145s 101983 43274 686.69242 79 180 703.00000 602.39935 14.3% 39.8 2150s 102159 43339 608.66322 58 174 703.00000 602.40122 14.3% 39.8 2155s 102512 43475 674.59534 77 147 703.00000 602.41273 14.3% 39.8 2160s 102769 43551 616.67667 66 147 703.00000 602.41734 14.3% 39.8 2165s 103062 43672 654.06662 50 162 703.00000 602.42430 14.3% 39.8 2170s 103401 43819 629.35488 56 161 703.00000 602.45305 14.3% 39.8 2175s 103652 44002 670.41817 63 173 703.00000 602.46071 14.3% 39.9 2180s 103985 44230 652.96802 63 133 703.00000 602.47578 14.3% 39.9 2185s 104287 44440 649.10956 60 160 703.00000 602.49176 14.3% 39.9 2190s 104602 44686 697.02254 108 106 703.00000 602.49917 14.3% 39.9 2195s 105011 44964 687.02453 63 139 703.00000 602.51988 14.3% 39.9 2200s 105436 45259 645.73028 78 154 703.00000 602.54151 14.3% 39.9 2205s 105669 45436 694.45921 71 151 703.00000 602.54918 14.3% 39.9 2210s 106122 45764 681.67179 51 146 703.00000 602.56325 14.3% 39.8 2215s 106347 45945 633.32578 59 163 703.00000 602.56613 14.3% 39.9 2220s 106605 46120 661.95980 71 109 703.00000 602.57001 14.3% 39.9 2225s 106894 46305 660.17716 49 140 703.00000 602.58355 14.3% 39.9 2230s 107266 46581 685.70413 67 149 703.00000 602.59163 14.3% 39.9 2235s 107612 46824 602.75643 49 184 703.00000 602.60737 14.3% 39.9 2240s 107827 46990 608.65052 37 180 703.00000 602.60994 14.3% 39.9 2245s 108038 47145 646.07297 69 188 703.00000 602.61179 14.3% 40.0 2250s 108458 47492 cutoff 94 703.00000 602.61297 14.3% 39.9 2255s 108714 47678 693.03330 57 145 703.00000 602.61506 14.3% 40.0 2260s 109024 47884 651.81187 50 152 703.00000 602.63101 14.3% 40.0 2265s 109249 48043 605.21525 64 155 703.00000 602.64405 14.3% 40.0 2270s 109466 48188 612.37616 55 161 703.00000 602.65514 14.3% 40.1 2275s 109789 48435 699.34050 115 106 703.00000 602.66316 14.3% 40.1 2280s 110035 48592 638.52260 51 145 703.00000 602.67766 14.3% 40.1 2285s 110431 48869 609.52674 60 184 703.00000 602.69537 14.3% 40.1 2290s 110704 49088 620.99926 45 165 703.00000 602.70002 14.3% 40.1 2295s 111011 49294 607.68884 71 135 703.00000 602.71273 14.3% 40.1 2300s 111263 49468 692.14392 60 161 703.00000 602.71273 14.3% 40.1 2305s 111691 49814 cutoff 63 703.00000 602.71273 14.3% 40.1 2310s 111995 50040 651.17433 74 152 703.00000 602.71663 14.3% 40.1 2315s 112253 50239 609.43533 43 206 703.00000 602.72275 14.3% 40.1 2320s 112424 50350 654.60736 59 174 703.00000 602.72912 14.3% 40.2 2325s 112661 50523 666.03707 88 131 703.00000 602.73244 14.3% 40.2 2330s 112917 50688 infeasible 55 703.00000 602.74609 14.3% 40.2 2335s 113273 50935 633.93304 61 160 703.00000 602.76069 14.3% 40.2 2340s 113674 51229 cutoff 79 703.00000 602.77619 14.3% 40.2 2345s 114060 51491 623.12167 44 160 703.00000 602.78694 14.3% 40.2 2350s 114352 51753 701.24187 114 115 703.00000 602.78848 14.3% 40.2 2355s 114677 51970 697.56246 63 118 703.00000 602.81108 14.3% 40.2 2360s 115027 52227 686.67719 76 166 703.00000 602.82320 14.2% 40.2 2365s 115323 52445 636.38501 68 212 703.00000 602.82613 14.2% 40.2 2370s 115565 52602 701.59386 57 143 703.00000 602.83878 14.2% 40.2 2375s 115915 52832 695.50812 70 152 703.00000 602.85316 14.2% 40.2 2380s 116172 53003 612.93485 60 198 703.00000 602.86259 14.2% 40.2 2385s 116489 53238 610.25296 44 146 703.00000 602.88409 14.2% 40.2 2390s 116719 53401 695.14204 71 155 703.00000 602.89584 14.2% 40.3 2395s 116982 53546 610.74216 72 157 703.00000 602.91429 14.2% 40.3 2400s 117262 53752 619.64094 41 147 703.00000 602.92352 14.2% 40.3 2405s 117658 54044 630.23186 46 162 703.00000 602.93253 14.2% 40.3 2410s 117996 54259 606.93636 34 191 703.00000 602.94161 14.2% 40.3 2415s 118329 54449 infeasible 51 703.00000 602.96121 14.2% 40.3 2420s 118689 54691 675.15879 67 147 703.00000 602.97260 14.2% 40.3 2425s 119089 54968 619.30241 67 193 703.00000 602.97699 14.2% 40.3 2430s 119322 55138 661.21692 40 152 703.00000 602.98228 14.2% 40.3 2435s 119588 55344 657.76589 39 178 703.00000 602.99031 14.2% 40.3 2440s 119961 55594 680.10500 114 165 703.00000 603.00667 14.2% 40.3 2445s 120279 55832 619.10081 57 166 703.00000 603.01629 14.2% 40.3 2450s 120528 56000 670.52535 73 134 703.00000 603.02288 14.2% 40.3 2455s 120785 56190 645.85593 29 157 703.00000 603.02356 14.2% 40.4 2460s 121188 56477 682.66413 80 165 703.00000 603.02864 14.2% 40.3 2465s 121513 56728 670.47566 57 163 703.00000 603.04126 14.2% 40.4 2470s 121797 56899 cutoff 99 703.00000 603.05681 14.2% 40.4 2475s 122069 57066 cutoff 103 703.00000 603.06808 14.2% 40.4 2480s 122306 57257 646.89114 84 158 703.00000 603.06949 14.2% 40.4 2485s 122501 57418 infeasible 75 703.00000 603.07426 14.2% 40.4 2490s 122803 57625 689.86814 82 94 703.00000 603.08763 14.2% 40.4 2495s 123111 57839 632.80622 33 187 703.00000 603.09245 14.2% 40.4 2500s 123535 58133 695.52260 73 135 703.00000 603.10724 14.2% 40.4 2505s 123797 58331 658.38480 88 149 703.00000 603.11447 14.2% 40.4 2510s 124108 58560 611.82356 42 192 703.00000 603.11816 14.2% 40.4 2515s 124352 58750 633.37939 77 126 703.00000 603.12137 14.2% 40.5 2520s 124559 58892 698.81991 69 176 703.00000 603.12491 14.2% 40.5 2525s 124875 59114 606.61105 39 192 703.00000 603.13796 14.2% 40.5 2530s 125256 59404 686.49154 83 146 703.00000 603.15134 14.2% 40.5 2535s 125472 59536 cutoff 61 703.00000 603.16532 14.2% 40.5 2540s 125687 59676 647.47879 57 148 703.00000 603.18515 14.2% 40.6 2545s 126050 59937 693.20551 97 142 703.00000 603.18816 14.2% 40.5 2550s 126318 60133 cutoff 123 703.00000 603.19559 14.2% 40.5 2555s 126588 60330 681.13050 51 159 703.00000 603.20284 14.2% 40.6 2560s 126906 60567 660.02716 72 169 703.00000 603.21823 14.2% 40.6 2565s 127177 60777 683.45162 52 165 703.00000 603.22425 14.2% 40.6 2570s 127430 60969 615.74656 54 167 703.00000 603.23544 14.2% 40.6 2575s 127701 61161 616.85717 48 149 703.00000 603.24150 14.2% 40.6 2580s 127972 61343 662.74348 68 146 703.00000 603.25042 14.2% 40.7 2585s 128331 61615 676.96800 75 148 703.00000 603.26097 14.2% 40.6 2590s 128683 61889 674.72810 87 152 703.00000 603.28214 14.2% 40.6 2595s 128965 62069 623.96819 42 181 703.00000 603.29592 14.2% 40.6 2600s 129354 62356 682.92649 89 161 703.00000 603.30788 14.2% 40.6 2605s 129609 62499 657.05902 59 161 703.00000 603.32859 14.2% 40.7 2610s 129896 62657 617.88789 57 182 703.00000 603.33985 14.2% 40.7 2615s 130241 62898 cutoff 53 703.00000 603.34723 14.2% 40.7 2620s 130544 63139 683.27236 107 123 703.00000 603.35215 14.2% 40.7 2625s 130864 63358 676.00322 98 154 703.00000 603.36647 14.2% 40.7 2630s 131291 63678 603.52356 38 189 703.00000 603.37139 14.2% 40.7 2635s 131617 63921 700.30875 94 147 703.00000 603.37916 14.2% 40.7 2640s 131998 64231 cutoff 111 703.00000 603.37939 14.2% 40.7 2645s 132349 64488 674.82933 55 157 703.00000 603.37939 14.2% 40.7 2650s 132605 64670 622.61231 55 179 703.00000 603.38214 14.2% 40.7 2655s 132890 64878 654.25528 52 152 703.00000 603.39050 14.2% 40.7 2660s 132933 64907 606.46965 40 189 703.00000 603.39238 14.2% 40.7 2679s 132935 64909 608.68078 42 180 703.00000 603.39238 14.2% 40.7 2680s 133278 65174 619.20065 49 136 703.00000 603.40259 14.2% 40.6 2685s 133582 65405 cutoff 77 703.00000 603.40817 14.2% 40.6 2690s 133689 65488 686.52259 51 157 703.00000 603.40905 14.2% 40.7 2727s 133817 65561 cutoff 91 703.00000 603.41273 14.2% 40.7 2730s 134097 65764 640.44779 50 132 703.00000 603.42782 14.2% 40.7 2735s 134387 65989 673.72882 65 147 703.00000 603.43712 14.2% 40.7 2740s 134710 66235 622.25508 62 171 703.00000 603.44118 14.2% 40.7 2745s 135019 66495 616.81496 66 158 703.00000 603.44694 14.2% 40.7 2750s 135418 66783 677.86891 88 151 703.00000 603.45328 14.2% 40.7 2755s 135728 67002 673.31457 54 124 703.00000 603.45911 14.2% 40.7 2760s 135982 67202 701.02139 57 136 703.00000 603.46120 14.2% 40.7 2765s 136328 67441 662.61831 73 158 703.00000 603.47054 14.2% 40.7 2770s 136708 67722 689.26653 98 120 703.00000 603.48126 14.2% 40.7 2775s 137092 67988 621.99363 38 192 703.00000 603.49099 14.2% 40.7 2780s 137442 68210 657.83812 46 156 703.00000 603.51058 14.2% 40.7 2785s 137767 68432 605.49863 45 169 703.00000 603.52185 14.2% 40.7 2790s 138030 68646 676.22131 52 189 703.00000 603.52356 14.2% 40.7 2795s 138377 68868 cutoff 71 703.00000 603.53868 14.1% 40.7 2800s 138684 69085 614.82733 51 138 703.00000 603.55023 14.1% 40.7 2805s 138929 69241 619.73169 51 155 703.00000 603.55711 14.1% 40.7 2810s 139236 69467 644.30206 90 169 703.00000 603.56772 14.1% 40.7 2815s 139598 69740 infeasible 140 703.00000 603.57818 14.1% 40.7 2820s 140032 70059 655.83273 86 156 703.00000 603.58941 14.1% 40.7 2825s 140406 70313 655.79722 65 157 703.00000 603.60402 14.1% 40.7 2830s 140632 70483 633.24946 37 175 703.00000 603.60994 14.1% 40.7 2835s 140944 70736 641.53232 39 158 703.00000 603.61703 14.1% 40.7 2840s 141336 71053 643.30951 81 174 703.00000 603.62237 14.1% 40.7 2845s 141606 71234 609.02158 46 163 703.00000 603.62988 14.1% 40.7 2850s 141894 71446 667.37689 114 112 703.00000 603.63424 14.1% 40.7 2855s 142320 71767 610.63467 46 139 703.00000 603.64229 14.1% 40.7 2860s 142749 72100 683.80005 78 124 703.00000 603.64825 14.1% 40.7 2865s 143001 72279 700.43417 87 127 703.00000 603.65019 14.1% 40.7 2870s 143356 72558 649.01924 56 163 703.00000 603.66028 14.1% 40.7 2875s 143671 72789 615.00232 35 200 703.00000 603.66619 14.1% 40.7 2880s 144008 73029 630.81509 55 147 703.00000 603.67146 14.1% 40.7 2885s 144330 73256 675.14150 70 146 703.00000 603.67637 14.1% 40.7 2890s 144552 73396 683.58728 64 171 703.00000 603.68110 14.1% 40.7 2895s 144812 73576 643.72775 45 165 703.00000 603.69004 14.1% 40.7 2900s 145048 73709 652.46637 69 175 703.00000 603.69802 14.1% 40.7 2905s 145306 73906 679.94891 82 126 703.00000 603.70413 14.1% 40.8 2910s 145546 74088 626.13957 65 190 703.00000 603.71273 14.1% 40.8 2915s 145740 74222 643.74111 80 152 703.00000 603.71668 14.1% 40.8 2920s 145991 74403 644.68468 67 155 703.00000 603.73028 14.1% 40.8 2925s 146138 74519 604.87696 42 152 703.00000 603.73028 14.1% 40.9 2930s 146384 74689 cutoff 93 703.00000 603.73162 14.1% 40.9 2935s 146676 74906 cutoff 83 703.00000 603.73865 14.1% 40.9 2940s 146854 75046 665.17939 67 151 703.00000 603.74561 14.1% 40.9 2945s 147084 75226 698.96485 64 97 703.00000 603.74938 14.1% 41.0 2950s 147435 75493 676.24691 64 166 703.00000 603.75960 14.1% 41.0 2955s 147651 75633 infeasible 73 703.00000 603.76600 14.1% 41.0 2960s 147917 75854 646.00022 71 164 703.00000 603.76892 14.1% 41.0 2965s 148169 76057 678.47879 96 147 703.00000 603.77274 14.1% 41.0 2970s 148467 76255 604.79322 45 155 703.00000 603.78199 14.1% 41.0 2975s 148754 76473 684.30087 55 152 703.00000 603.79262 14.1% 41.0 2980s 149104 76749 689.98060 62 171 703.00000 603.79398 14.1% 41.0 2985s 149335 76915 612.67016 70 181 703.00000 603.80019 14.1% 41.0 2990s 149500 77044 655.91983 56 173 703.00000 603.80212 14.1% 41.1 2995s 149705 77200 681.47879 78 133 703.00000 603.80911 14.1% 41.1 3000s 150019 77414 628.32183 52 175 703.00000 603.81866 14.1% 41.1 3005s 150308 77637 686.47822 64 127 703.00000 603.82488 14.1% 41.1 3010s 150606 77835 659.99398 69 164 703.00000 603.83064 14.1% 41.1 3015s 150901 78066 626.30446 57 171 703.00000 603.83649 14.1% 41.1 3020s 151166 78224 cutoff 61 703.00000 603.84050 14.1% 41.1 3025s 151473 78436 676.50812 65 160 703.00000 603.84752 14.1% 41.1 3030s 151764 78657 651.89978 86 161 703.00000 603.86026 14.1% 41.1 3035s 151970 78817 658.79676 69 130 703.00000 603.87215 14.1% 41.2 3040s 152245 79047 609.97765 53 165 703.00000 603.87452 14.1% 41.2 3045s 152489 79245 687.80049 97 121 703.00000 603.87685 14.1% 41.2 3050s 152810 79483 700.29248 86 99 703.00000 603.87781 14.1% 41.2 3055s 153036 79607 cutoff 72 703.00000 603.88419 14.1% 41.2 3060s 153163 79702 663.58408 84 134 703.00000 603.88859 14.1% 41.3 3065s 153538 79958 664.66325 87 158 703.00000 603.89076 14.1% 41.2 3070s 153741 80078 608.19825 43 147 703.00000 603.89442 14.1% 41.3 3075s 153992 80247 660.87677 50 162 703.00000 603.89958 14.1% 41.3 3080s 154289 80419 635.91178 52 155 703.00000 603.90597 14.1% 41.3 3085s 154555 80603 654.13509 87 175 703.00000 603.91191 14.1% 41.3 3090s 154802 80801 infeasible 85 703.00000 603.92139 14.1% 41.3 3095s 155043 80980 649.44627 76 161 703.00000 603.92888 14.1% 41.3 3100s 155224 81115 641.56140 51 161 703.00000 603.93576 14.1% 41.3 3105s 155441 81247 cutoff 67 703.00000 603.94664 14.1% 41.4 3110s 155661 81405 637.42799 59 137 703.00000 603.95834 14.1% 41.4 3115s 155946 81618 622.23873 47 202 703.00000 603.96535 14.1% 41.4 3120s 156235 81831 661.35297 67 155 703.00000 603.97003 14.1% 41.4 3125s 156375 81933 653.15766 63 175 703.00000 603.97065 14.1% 41.5 3130s 156655 82116 607.06350 56 152 703.00000 603.97811 14.1% 41.5 3135s 156905 82323 691.06581 69 140 703.00000 603.98026 14.1% 41.5 3140s 157137 82490 642.65734 66 169 703.00000 603.98606 14.1% 41.5 3145s 157423 82682 638.80695 63 172 703.00000 603.99102 14.1% 41.5 3150s 157681 82879 648.73029 63 156 703.00000 603.99706 14.1% 41.5 3155s 157970 83100 653.14852 65 172 703.00000 604.00167 14.1% 41.5 3160s 158171 83245 679.55302 75 151 703.00000 604.00328 14.1% 41.5 3165s 158464 83466 620.55474 45 167 703.00000 604.00607 14.1% 41.5 3170s 158776 83661 700.63332 94 145 703.00000 604.01078 14.1% 41.5 3175s 159105 83899 645.54567 67 166 703.00000 604.02356 14.1% 41.5 3180s 159405 84125 701.99402 74 143 703.00000 604.02356 14.1% 41.5 3185s 159660 84274 620.69737 54 190 703.00000 604.02952 14.1% 41.5 3190s 159907 84424 633.88818 66 154 703.00000 604.03572 14.1% 41.6 3195s 160158 84619 663.31247 85 161 703.00000 604.04006 14.1% 41.6 3200s 160373 84757 694.67939 97 137 703.00000 604.05023 14.1% 41.6 3205s 160631 84967 cutoff 84 703.00000 604.05244 14.1% 41.6 3210s 160937 85179 663.01012 62 149 703.00000 604.05772 14.1% 41.6 3215s 161203 85353 654.66404 59 177 703.00000 604.06021 14.1% 41.6 3220s 161415 85507 cutoff 69 703.00000 604.06477 14.1% 41.7 3225s 161708 85726 618.19800 60 166 703.00000 604.07338 14.1% 41.7 3230s 161996 85950 607.87228 46 168 703.00000 604.07923 14.1% 41.7 3235s 162220 86112 696.11083 68 142 703.00000 604.08201 14.1% 41.7 3240s 162499 86305 623.58843 52 147 703.00000 604.08596 14.1% 41.7 3245s 162706 86446 616.43321 56 150 703.00000 604.09772 14.1% 41.7 3250s 162947 86621 640.90314 59 169 703.00000 604.10473 14.1% 41.7 3255s 163180 86782 671.88594 101 144 703.00000 604.10561 14.1% 41.8 3260s 163353 86897 648.79005 77 155 703.00000 604.11179 14.1% 41.8 3265s 163633 87059 633.50946 59 157 703.00000 604.11447 14.1% 41.8 3270s 163898 87241 669.37985 78 144 703.00000 604.12039 14.1% 41.8 3275s 164278 87535 641.05042 52 159 703.00000 604.12626 14.1% 41.8 3280s 164488 87684 616.72648 47 145 703.00000 604.13901 14.1% 41.8 3285s 164714 87864 622.27292 48 164 703.00000 604.14122 14.1% 41.8 3290s 164979 88067 609.62381 53 193 703.00000 604.15032 14.1% 41.8 3295s 165171 88197 623.12080 42 186 703.00000 604.16071 14.1% 41.9 3300s 165453 88424 673.50359 91 163 703.00000 604.16529 14.1% 41.9 3305s 165758 88620 672.87500 65 123 703.00000 604.16927 14.1% 41.9 3310s 165952 88756 650.15766 67 158 703.00000 604.17325 14.1% 41.9 3315s 166286 88992 626.32244 44 194 703.00000 604.18412 14.1% 41.9 3320s 166577 89188 672.00635 87 144 703.00000 604.19421 14.1% 41.9 3325s 166779 89343 659.74751 92 146 703.00000 604.19668 14.1% 41.9 3330s 167049 89510 cutoff 97 703.00000 604.19908 14.1% 41.9 3335s 167187 89617 672.12734 80 171 703.00000 604.20187 14.1% 41.9 3363s 167260 89675 698.04566 89 132 703.00000 604.20208 14.1% 41.9 3365s 167500 89828 610.33935 53 165 703.00000 604.21134 14.1% 42.0 3370s 167709 89988 686.52279 72 130 703.00000 604.21221 14.1% 42.0 3375s 168004 90227 685.21925 66 114 703.00000 604.21524 14.1% 42.0 3380s 168263 90401 666.73796 72 148 703.00000 604.22227 14.1% 42.0 3385s 168587 90652 671.04550 96 120 703.00000 604.22760 14.1% 42.0 3390s 168862 90869 693.60951 216 104 703.00000 604.22760 14.1% 42.0 3395s 169139 91036 621.09151 41 175 703.00000 604.23581 14.0% 42.0 3400s 169431 91269 cutoff 82 703.00000 604.24256 14.0% 42.0 3405s 169704 91483 638.86544 64 165 703.00000 604.24483 14.0% 42.0 3410s 169939 91656 684.78865 72 158 703.00000 604.25865 14.0% 42.0 3415s 170214 91831 614.26962 35 172 703.00000 604.26695 14.0% 42.0 3420s 170528 92050 682.60949 99 147 703.00000 604.27578 14.0% 42.0 3425s 170739 92180 673.15693 66 177 703.00000 604.27704 14.0% 42.1 3430s 171027 92415 663.27214 83 136 703.00000 604.28395 14.0% 42.1 3435s 171311 92625 617.05036 51 166 703.00000 604.29361 14.0% 42.1 3440s 171477 92777 659.77851 99 140 703.00000 604.29382 14.0% 42.1 3445s 171745 92977 614.21814 65 170 703.00000 604.29700 14.0% 42.1 3450s 172001 93170 617.05022 56 149 703.00000 604.30236 14.0% 42.1 3455s 172161 93288 660.56190 70 140 703.00000 604.30699 14.0% 42.2 3460s 172456 93500 669.10482 105 159 703.00000 604.31308 14.0% 42.2 3465s 172772 93738 infeasible 84 703.00000 604.31610 14.0% 42.2 3470s 173056 93926 604.59509 33 191 703.00000 604.32498 14.0% 42.2 3475s 173318 94111 691.13998 63 137 703.00000 604.32878 14.0% 42.2 3480s 173490 94222 612.37485 48 158 703.00000 604.33198 14.0% 42.2 3485s 173665 94361 605.92638 35 194 703.00000 604.33412 14.0% 42.2 3490s 173939 94579 699.18948 119 133 703.00000 604.33681 14.0% 42.2 3495s 174206 94759 610.66977 65 165 703.00000 604.33930 14.0% 42.2 3500s 174465 94959 620.61273 55 170 703.00000 604.34299 14.0% 42.2 3505s 174792 95168 618.04193 50 159 703.00000 604.35212 14.0% 42.2 3510s 175083 95382 678.24501 69 163 703.00000 604.35554 14.0% 42.2 3515s 175332 95554 650.54560 52 171 703.00000 604.36078 14.0% 42.3 3520s 175601 95750 614.61457 47 180 703.00000 604.36362 14.0% 42.3 3525s 175878 95956 653.01402 83 155 703.00000 604.36928 14.0% 42.3 3530s 176251 96224 606.07045 40 124 703.00000 604.37939 14.0% 42.2 3535s 176450 96383 687.68665 94 143 703.00000 604.37939 14.0% 42.3 3540s 176733 96591 647.00647 56 134 703.00000 604.37939 14.0% 42.3 3545s 176959 96771 683.60786 80 143 703.00000 604.38643 14.0% 42.3 3550s 177184 96934 666.43731 56 178 703.00000 604.38912 14.0% 42.3 3555s 177342 97063 697.30219 91 150 703.00000 604.39099 14.0% 42.3 3560s 177679 97278 624.00319 46 171 703.00000 604.39935 14.0% 42.3 3565s 177986 97542 673.73569 73 134 703.00000 604.40320 14.0% 42.3 3570s 178192 97686 616.49158 47 146 703.00000 604.40608 14.0% 42.4 3575s 178400 97807 648.51303 72 135 703.00000 604.40912 14.0% 42.4 3580s 178677 98044 669.56234 117 133 703.00000 604.41099 14.0% 42.4 3585s 179019 98304 649.73028 82 150 703.00000 604.41220 14.0% 42.4 3590s 179355 98574 661.83641 39 181 703.00000 604.41932 14.0% 42.4 3595s Cutting planes: Learned: 53 Gomory: 125 Cover: 293 Implied bound: 33 Clique: 6 MIR: 287 Flow cover: 31 GUB cover: 25 Zero half: 67 Mod-K: 1 Explored 179651 nodes (7612561 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 7.030000000000e+02, best bound 6.050000000000e+02, gap 13.9403%