Gurobi 5.0.1 (linux64) logging started Tue Jan 1 12:13:01 2013 Optimize a model with 6722 rows, 6561 columns and 42677 nonzeros Presolve removed 1237 rows and 1636 columns Presolve time: 0.10s Presolved: 5485 rows, 4925 columns, 35769 nonzeros Variable types: 80 continuous, 4845 integer (4845 binary) Root relaxation: objective 3.899239e+02, 579 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 389.92389 0 147 - 389.92389 - - 0s 0 0 419.43901 0 147 - 419.43901 - - 0s 0 0 425.23340 0 111 - 425.23340 - - 0s 0 0 426.85517 0 127 - 426.85517 - - 0s 0 0 426.94312 0 112 - 426.94312 - - 0s 0 0 427.20160 0 115 - 427.20160 - - 0s 0 0 427.43536 0 125 - 427.43536 - - 0s 0 0 427.82314 0 128 - 427.82314 - - 0s 0 0 427.83266 0 134 - 427.83266 - - 1s 0 0 428.16599 0 103 - 428.16599 - - 1s 0 0 428.16599 0 104 - 428.16599 - - 1s 0 0 428.16599 0 104 - 428.16599 - - 1s 0 0 428.16599 0 102 - 428.16599 - - 1s 0 0 428.16599 0 105 - 428.16599 - - 1s 0 0 428.16599 0 105 - 428.16599 - - 1s 0 2 429.62145 0 105 - 429.62145 - - 3s 148 121 639.03589 99 69 - 430.02646 - 33.9 5s 603 522 539.85645 83 153 - 443.02646 - 31.7 15s 605 524 520.53475 37 106 - 443.02646 - 31.6 24s 606 524 584.15984 81 124 - 443.02646 - 31.5 28s 607 525 520.53475 37 143 - 443.02646 - 31.5 32s 608 526 635.12959 96 85 - 443.02646 - 31.4 35s 609 526 488.07652 14 135 - 443.02646 - 31.4 41s 610 527 635.12959 96 132 - 443.02646 - 31.3 47s 611 528 488.68098 22 168 - 443.02646 - 31.3 51s 613 529 492.12573 27 170 - 443.02646 - 31.2 60s 617 532 543.51868 104 137 - 443.02646 - 31.0 67s 618 532 539.85645 83 169 - 443.02646 - 30.9 71s 620 534 510.04933 30 169 - 443.02646 - 30.8 75s 790 646 557.34363 100 50 - 443.02646 - 37.4 80s 1274 949 529.43188 143 51 - 443.02646 - 36.2 85s 1718 1231 570.23556 110 66 - 443.02646 - 37.5 90s 2288 1597 659.32978 187 31 - 443.02646 - 35.1 95s 2778 2024 660.43359 135 45 - 443.02646 - 35.5 100s 3302 2522 683.42423 262 33 - 443.02646 - 34.4 105s 3825 2986 590.37311 180 28 - 443.02646 - 33.9 110s 4160 3261 559.70882 78 91 - 443.02646 - 35.7 115s 4675 3730 495.57286 35 143 - 443.02646 - 35.4 120s 5129 4129 583.20592 168 48 - 443.02646 - 35.7 125s 5712 4606 569.75070 77 76 - 443.02646 - 35.4 130s 6325 5105 573.56377 101 74 - 445.01559 - 35.0 135s 6827 5513 641.38273 144 71 - 445.68274 - 35.3 140s 7195 5814 498.70560 31 155 - 446.11316 - 36.3 145s 7614 6181 587.41169 79 88 - 447.25900 - 36.7 150s 7957 6476 561.82902 68 64 - 447.70855 - 37.4 155s 8498 6928 569.62308 30 152 - 449.26944 - 37.1 160s 8996 7385 infeasible 117 - 449.36000 - 36.8 165s 9371 7646 524.11746 51 62 - 449.61059 - 37.7 170s 9823 8022 607.88796 188 36 - 449.70254 - 37.8 175s 10201 8372 736.67343 204 35 - 449.73019 - 37.8 180s 10712 8829 743.05414 282 36 - 450.08044 - 37.5 185s 11101 9161 535.01021 65 87 - 450.57777 - 37.9 190s 11524 9544 525.71089 33 142 - 450.99211 - 38.3 195s 12034 10014 739.23780 258 30 - 451.02430 - 38.2 200s 12514 10407 infeasible 32 - 451.69602 - 38.3 205s 13239 11058 486.55923 36 131 - 452.01442 - 37.8 210s 13832 11563 703.82373 255 32 - 452.09730 - 37.6 215s 14184 11817 563.06985 86 93 - 452.24134 - 37.9 220s 14723 12256 553.14256 70 70 - 452.43672 - 37.7 225s 15391 12837 686.93277 267 28 - 452.70218 - 37.2 230s 15918 13274 631.64400 158 31 - 453.30365 - 37.3 235s 16627 13915 infeasible 306 - 453.40697 - 36.9 240s 17182 14384 infeasible 135 - 453.94997 - 37.0 245s 17962 15100 751.74669 261 33 - 454.04443 - 36.4 250s 18616 15688 679.55107 101 60 - 454.23058 - 36.3 255s 19231 16218 533.65831 32 126 - 454.31797 - 36.1 260s 19694 16640 669.48464 169 37 - 454.45292 - 36.1 265s 20312 17153 674.35108 130 68 - 454.54275 - 36.0 270s 20840 17638 551.46117 90 86 - 454.60938 - 35.8 275s 21255 17975 554.24142 67 126 - 454.67165 - 36.1 280s 21742 18373 563.64632 50 105 - 454.73992 - 36.1 285s 22360 18870 493.37515 36 115 - 455.24342 - 35.9 290s 22931 19386 754.52766 212 39 - 455.30177 - 35.9 295s 23400 19747 622.75163 95 74 - 455.58938 - 36.1 300s 24084 20339 infeasible 79 - 455.63895 - 35.8 305s 24617 20809 503.56302 33 156 - 455.73587 - 35.9 310s 25172 21324 554.00923 62 115 - 455.73696 - 35.9 315s 25785 21804 524.98234 55 103 - 455.80462 - 35.8 320s 26155 22094 505.07085 57 119 - 455.94435 - 36.1 325s 26803 22657 infeasible 300 - 455.99119 - 36.0 330s 27347 23133 756.73337 200 27 - 456.11446 - 36.0 335s 28079 23818 755.17697 240 18 - 456.24806 - 35.7 340s 28760 24395 510.02440 59 103 - 456.60202 - 35.6 345s 29311 24888 550.92212 80 84 - 456.66325 - 35.7 350s 29922 25419 768.06246 186 38 - 456.71383 - 35.8 355s 30555 25930 579.56707 68 95 - 456.76329 - 35.7 360s 31033 26340 499.83141 38 139 - 456.86420 - 35.7 365s 31551 26777 571.20852 62 96 - 456.94526 - 35.8 370s 32324 27452 494.89715 37 146 - 457.04850 - 35.6 375s 33154 28238 745.58706 194 37 - 457.05443 - 35.3 380s 33957 28946 675.22057 138 54 - 457.12174 - 35.1 385s 34651 29529 666.26923 223 18 - 457.36037 - 35.0 390s 35502 30244 665.86331 134 32 - 457.44993 - 34.8 395s 36084 30716 485.38922 26 128 - 457.61225 - 34.8 400s 36487 31060 475.90445 22 170 - 457.63399 - 35.0 405s 37039 31549 539.61621 64 115 - 457.67417 - 34.9 410s 37598 32001 518.60983 68 68 - 457.71027 - 34.9 415s 38209 32518 521.21102 50 110 - 457.81054 - 34.9 420s 38844 33036 649.83174 95 52 - 457.83931 - 34.9 425s 39576 33718 715.63132 245 27 - 457.86392 - 34.7 430s 40038 34097 541.13101 73 98 - 457.92881 - 34.8 435s 40466 34465 640.70481 95 91 - 457.96524 - 35.0 440s 40804 34753 infeasible 187 - 458.01841 - 35.1 489s 40817 34756 503.00937 37 139 - 458.04384 - 35.1 490s 41086 34963 505.81976 41 118 - 458.16703 - 35.4 495s 41460 35263 600.29132 93 105 - 458.17710 - 35.5 500s 42120 35855 infeasible 75 - 458.20275 - 35.4 505s 42541 36172 603.71500 90 55 - 458.36844 - 35.6 510s 42952 36527 632.08210 160 50 - 458.41784 - 35.7 515s 43641 37103 743.35001 180 65 - 458.43238 - 35.7 520s 44224 37587 494.18122 33 127 - 458.73781 - 35.7 525s 45028 38306 615.67262 87 113 - 458.74690 - 35.5 530s 45957 39120 501.11117 37 142 - 458.79466 - 35.2 535s 46596 39668 769.37259 231 37 - 458.83774 - 35.2 540s 47268 40238 717.03416 167 37 - 458.96818 - 35.2 545s 47763 40592 infeasible 102 - 459.08842 - 35.3 550s 48316 41054 632.52121 73 91 - 459.27319 - 35.4 555s 48944 41596 614.87597 84 62 - 459.35236 - 35.3 560s 49616 42156 680.01764 169 37 - 459.46310 - 35.2 565s 50268 42674 infeasible 100 - 459.52158 - 35.2 570s 51005 43314 530.16038 39 92 - 459.57138 - 35.1 575s 51574 43803 642.12318 69 61 - 459.78418 - 35.1 580s 52204 44349 725.98542 131 27 - 459.89531 - 35.1 585s 53372 45400 485.16743 28 142 - 459.91422 - 34.8 590s 54175 46118 606.91659 124 41 - 459.98618 - 34.7 595s 54999 46846 695.14300 234 21 - 460.27869 - 34.5 600s 55832 47592 708.33270 142 59 - 460.37046 - 34.4 605s 56369 48038 524.91470 63 97 - 460.44548 - 34.5 610s 57181 48786 738.14255 223 19 - 460.46343 - 34.4 615s 57928 49435 526.34728 30 132 - 460.54844 - 34.3 620s 58394 49850 574.77595 143 28 - 460.64650 - 34.3 625s 59400 50712 639.16368 217 40 - 460.69786 - 34.1 630s 60131 51348 625.82711 173 47 - 460.76271 - 34.0 635s 60712 51821 495.20499 36 117 - 460.89843 - 34.0 640s 61120 52083 521.67141 52 85 - 460.90628 - 34.1 645s 61701 52594 573.30191 57 111 - 460.97175 - 34.1 650s 62658 53471 752.14178 246 20 - 461.02160 - 33.9 655s 63433 54154 554.61454 59 84 - 461.17126 - 33.7 660s 64050 54713 603.50595 131 44 - 461.23449 - 33.7 665s 64834 55381 infeasible 55 - 461.30406 - 33.7 670s 65115 55594 519.89748 67 119 - 461.36359 - 33.8 675s 65524 55979 infeasible 41 - 461.36856 - 33.9 680s 66173 56535 infeasible 63 - 461.43225 - 33.8 685s 66961 57271 823.19219 223 33 - 461.43857 - 33.8 690s 67649 57858 816.97625 203 52 - 461.47379 - 33.8 695s 68033 58117 557.62466 76 114 - 461.53893 - 33.9 700s 68473 58479 632.20315 144 40 - 461.58290 - 34.0 705s 69251 59137 568.66185 76 128 - 461.70805 - 33.9 710s 69845 59652 572.98877 83 114 - 461.73728 - 33.9 715s 70558 60285 523.97215 60 69 - 461.83589 - 33.9 720s 71268 60905 525.13827 58 128 - 461.94451 - 33.8 725s 71784 61379 650.19502 91 96 - 461.95435 - 33.9 730s 72371 61841 529.23395 65 97 - 462.15083 - 33.9 735s 73039 62411 infeasible 81 - 462.20499 - 33.8 740s 73388 62610 infeasible 50 - 462.30601 - 34.0 745s 74015 63131 489.49882 43 125 - 462.33932 - 33.9 750s 74884 63908 677.46026 178 55 - 462.42118 - 33.8 755s 75634 64568 524.89741 69 96 - 462.56837 - 33.8 760s 76523 65395 597.11504 80 66 - 462.70710 - 33.7 765s 77198 65975 557.13827 66 85 - 462.81999 - 33.7 770s 77697 66406 682.05006 162 33 - 462.89118 - 33.7 775s 78174 66844 728.03806 214 39 - 462.93278 - 33.8 780s 79011 67562 582.87564 69 105 - 463.03049 - 33.7 785s 79540 68028 599.61143 103 64 - 463.07077 - 33.7 790s 80467 68805 530.24814 63 90 - 463.12567 - 33.6 795s 81068 69305 517.74602 46 133 - 463.23105 - 33.6 800s 81608 69793 716.92373 175 39 - 463.24972 - 33.6 805s 82007 70082 494.58235 31 117 - 463.38569 - 33.7 810s 82631 70589 551.98602 52 128 - 463.41426 - 33.7 815s 82945 70829 616.61607 78 127 - 463.48662 - 33.8 820s 83597 71370 497.30974 41 136 - 463.54849 - 33.7 825s 84202 71867 573.95680 81 93 - 463.64177 - 33.7 830s 85056 72594 604.86687 71 130 - 463.70158 - 33.6 835s 85959 73372 549.24222 36 163 - 463.80818 - 33.5 840s 86618 73953 700.42229 125 70 - 463.81365 - 33.5 845s 87048 74261 infeasible 70 - 463.91037 - 33.6 850s 87659 74801 626.60077 116 75 - 463.96462 - 33.5 855s 88367 75419 600.00000 110 49 - 463.98238 - 33.5 860s 89015 75917 infeasible 87 - 464.07126 - 33.5 865s 89746 76582 758.02526 293 23 - 464.16543 - 33.4 870s 90411 77126 516.19481 49 135 - 464.28840 - 33.4 875s 90986 77607 761.97856 231 29 - 464.35055 - 33.4 880s 91809 78381 728.27675 282 21 - 464.35758 - 33.3 885s 92491 78927 574.08988 81 58 - 464.38475 - 33.3 890s 93247 79587 infeasible 61 - 464.39895 - 33.3 895s 93996 80222 525.36255 49 119 - 464.47757 - 33.2 900s 94465 80583 505.81873 39 131 - 464.53463 - 33.3 905s 94944 80978 618.12792 107 84 - 464.57964 - 33.3 910s 95681 81534 517.76057 31 125 - 464.62996 - 33.3 915s 96355 82103 603.02954 58 93 - 464.66295 - 33.3 920s 97194 82853 666.02839 202 43 - 464.73301 - 33.3 925s 98315 83831 515.30454 63 107 - 464.76592 - 33.1 930s 99322 84724 594.78129 59 92 - 464.79510 - 33.0 935s 99967 85298 755.34854 217 38 - 464.82834 - 33.0 940s 100688 85925 508.01176 44 95 - 464.88012 - 33.0 945s 101440 86570 598.54729 76 124 - 464.91064 - 33.0 950s 102044 87074 616.09739 80 91 - 464.94015 - 33.0 955s 102615 87526 533.81710 71 101 - 464.98735 - 33.0 960s 102969 87804 547.58879 89 82 - 465.01242 - 33.1 965s 103656 88425 542.70450 57 88 - 465.03565 - 33.1 970s 104537 89179 522.45346 53 114 - 465.09985 - 33.0 975s 105103 89665 496.59412 30 124 - 465.16490 - 33.0 980s 105478 89992 633.61965 101 34 - 465.21037 - 33.1 985s 106290 90691 533.77517 54 56 - 465.23997 - 33.1 990s 106785 91087 infeasible 104 - 465.26730 - 33.1 995s 107531 91766 infeasible 222 - 465.28683 - 33.1 1000s 108479 92608 547.76515 66 135 - 465.36313 - 33.0 1005s 108946 92952 508.25120 31 122 - 465.38995 - 33.0 1010s 109698 93627 587.10373 99 49 - 465.42770 - 33.0 1015s 110622 94454 687.66667 188 26 - 465.43578 - 32.9 1020s 111220 94917 674.26294 157 42 - 465.49945 - 32.9 1025s 111789 95362 534.36862 27 140 - 465.54775 - 32.9 1030s 112336 95837 infeasible 115 - 465.54793 - 32.9 1035s 112908 96325 724.38462 236 18 - 465.58236 - 32.9 1040s 113595 96927 infeasible 90 - 465.64000 - 32.9 1045s 114217 97469 579.14593 89 89 - 465.72649 - 32.9 1050s 114983 98134 500.84254 46 125 - 465.77097 - 32.9 1055s 115504 98565 975.38656 291 17 - 465.80933 - 32.9 1060s 115885 98838 566.67694 51 95 - 465.91866 - 33.0 1065s 116509 99336 infeasible 48 - 466.20093 - 33.0 1070s 117226 99978 588.91596 107 25 - 466.26038 - 33.0 1075s 118103 100799 681.49376 181 34 - 466.29872 - 32.9 1080s 119025 101609 533.18639 44 97 - 466.37699 - 32.8 1085s 119907 102412 529.67426 44 109 - 466.41514 - 32.8 1090s 120710 103111 518.63541 38 107 - 466.45108 - 32.7 1095s 121147 103466 590.83046 86 64 - 466.54953 - 32.8 1100s 121885 104092 816.40250 210 45 - 466.55132 - 32.8 1105s 122503 104615 499.83783 41 139 - 466.58146 - 32.7 1110s 123361 105370 566.36121 72 139 - 466.59649 - 32.7 1115s 123970 105886 588.71213 66 49 - 466.61470 - 32.7 1120s 124416 106214 583.78813 96 77 - 466.62100 - 32.7 1125s 125230 106982 615.40040 123 41 - 466.62100 - 32.7 1130s 125934 107600 530.00291 33 117 - 466.66428 - 32.7 1135s 126827 108411 757.98868 249 17 - 466.77082 - 32.6 1140s 127718 109223 648.90846 192 40 - 466.83416 - 32.6 1145s 128541 109916 571.60206 91 117 - 466.87778 - 32.5 1150s 129107 110424 537.87440 52 107 - 466.89913 - 32.5 1155s H129301 91941 713.0000000 466.89913 34.5% 32.5 1156s *129319 87589 188 697.0000000 466.89913 33.0% 32.5 1156s *129323 85760 185 691.0000000 466.89913 32.4% 32.5 1156s *129324 85463 184 690.0000000 466.89913 32.3% 32.5 1156s 129760 85860 483.93452 38 128 690.00000 466.95467 32.3% 32.5 1160s 130077 86146 600.81175 45 82 690.00000 466.97917 32.3% 32.5 1165s 130435 86414 618.58404 153 34 690.00000 467.04503 32.3% 32.5 1171s 130489 86468 622.02976 194 42 690.00000 467.04503 32.3% 32.5 1176s 130516 86495 639.90830 204 44 690.00000 467.04503 32.3% 32.5 1180s H130543 85105 686.0000000 467.04503 31.9% 32.5 1186s H130572 84791 685.0000000 467.04503 31.8% 32.5 1194s 130599 84820 523.94549 66 89 685.00000 467.04679 31.8% 32.5 1202s 130626 84847 585.80296 93 85 685.00000 467.04679 31.8% 32.5 1213s 130825 85017 538.16434 83 104 685.00000 467.07478 31.8% 32.5 1215s 131392 85501 550.24315 77 108 685.00000 467.11619 31.8% 32.5 1220s 131954 85964 517.96968 58 100 685.00000 467.20370 31.8% 32.5 1225s 132508 86403 558.08622 72 133 685.00000 467.24945 31.8% 32.5 1230s 132768 86605 645.55067 117 38 685.00000 467.26050 31.8% 32.5 1235s 133152 86918 576.26536 95 143 685.00000 467.32211 31.8% 32.5 1247s 133487 87223 607.14061 105 71 685.00000 467.35300 31.8% 32.5 1250s 134101 87687 623.27281 131 139 685.00000 467.36064 31.8% 32.5 1255s 134596 88082 532.43477 51 130 685.00000 467.40194 31.8% 32.5 1260s 134943 88341 cutoff 89 685.00000 467.44711 31.8% 32.6 1265s 135418 88764 548.22239 80 111 685.00000 467.52098 31.7% 32.6 1270s 135861 89101 618.62200 68 77 685.00000 467.54533 31.7% 32.6 1275s 136384 89513 608.20135 49 138 685.00000 467.66647 31.7% 32.6 1280s 137018 90017 472.87035 29 148 685.00000 467.73213 31.7% 32.6 1285s 137614 90536 infeasible 95 685.00000 467.79554 31.7% 32.6 1290s 138183 90988 infeasible 63 685.00000 467.91827 31.7% 32.6 1295s 138948 91649 571.82088 56 117 685.00000 468.08061 31.7% 32.6 1300s 139527 92141 582.01118 88 150 685.00000 468.22469 31.6% 32.6 1305s 140140 92607 476.54020 32 128 685.00000 468.37020 31.6% 32.6 1310s 140645 93013 568.40088 50 136 685.00000 468.41776 31.6% 32.6 1315s 141263 93472 infeasible 52 685.00000 468.47847 31.6% 32.6 1320s 141875 93959 593.43090 94 120 685.00000 468.48486 31.6% 32.6 1325s 142460 94427 494.32391 38 120 685.00000 468.53475 31.6% 32.6 1330s 142923 94796 570.64127 54 118 685.00000 468.53966 31.6% 32.7 1335s 142976 94841 654.51680 100 89 685.00000 468.53966 31.6% 32.7 1340s 142998 94863 665.05986 122 39 685.00000 468.53966 31.6% 32.7 1345s 143014 94879 667.27943 138 36 685.00000 468.53966 31.6% 32.7 1350s 143019 94884 667.61446 143 50 685.00000 468.53966 31.6% 32.7 1356s 143020 94885 679.05560 144 46 685.00000 468.53966 31.6% 32.7 1360s 143021 94886 682.54938 145 40 685.00000 468.53966 31.6% 32.7 1368s 143128 94957 513.35685 29 131 685.00000 468.54665 31.6% 32.7 1370s 143570 95323 infeasible 120 685.00000 468.55745 31.6% 32.7 1375s 144072 95708 538.52140 68 128 685.00000 468.66176 31.6% 32.7 1380s 144687 96233 560.96858 79 106 685.00000 468.73131 31.6% 32.7 1385s 145222 96674 638.13981 107 85 685.00000 468.80530 31.6% 32.7 1390s 145828 97184 534.99728 63 124 685.00000 468.88462 31.5% 32.7 1395s 146364 97595 481.80197 44 144 685.00000 468.97045 31.5% 32.7 1400s 146964 98077 643.59468 102 48 685.00000 468.97954 31.5% 32.7 1405s 147634 98613 infeasible 99 685.00000 469.02384 31.5% 32.7 1410s 148298 99202 628.52089 146 68 685.00000 469.08599 31.5% 32.7 1415s 148957 99712 526.10399 60 87 685.00000 469.11481 31.5% 32.7 1420s 149808 100432 522.36061 52 156 685.00000 469.18443 31.5% 32.6 1425s 150413 100906 612.36567 143 81 685.00000 469.21268 31.5% 32.6 1430s 150998 101403 623.82899 97 62 685.00000 469.22046 31.5% 32.6 1435s 151673 101949 infeasible 94 685.00000 469.25211 31.5% 32.6 1440s 152159 102325 infeasible 50 685.00000 469.27057 31.5% 32.7 1445s 152881 102934 537.80410 66 105 685.00000 469.32007 31.5% 32.6 1450s 153411 103375 550.77882 91 129 685.00000 469.33331 31.5% 32.6 1455s 153932 103727 567.28008 50 86 685.00000 469.37758 31.5% 32.7 1460s 154467 104157 518.22622 44 118 685.00000 469.39569 31.5% 32.7 1465s *154737 99901 214 674.0000000 469.40391 30.4% 32.7 1466s 155279 100334 infeasible 57 674.00000 469.46238 30.3% 32.7 1470s 155879 100794 586.22588 81 113 674.00000 469.56471 30.3% 32.7 1475s 156453 101276 665.12660 104 99 674.00000 469.66919 30.3% 32.7 1480s 157035 101714 525.44748 42 139 674.00000 469.71862 30.3% 32.7 1485s 157674 102228 522.24152 42 146 674.00000 469.73302 30.3% 32.7 1490s 158490 102923 549.13813 44 131 674.00000 469.76192 30.3% 32.7 1495s 158942 103280 543.75111 78 129 674.00000 469.79657 30.3% 32.7 1500s 159725 103956 661.51177 194 46 674.00000 469.89854 30.3% 32.6 1505s 160474 104594 519.70002 42 116 674.00000 469.91221 30.3% 32.6 1510s 161009 105036 593.60232 135 99 674.00000 469.96549 30.3% 32.6 1515s 161562 105494 infeasible 69 674.00000 469.99203 30.3% 32.6 1520s 162239 106073 cutoff 146 674.00000 470.00482 30.3% 32.6 1525s 162814 106594 585.56367 91 121 674.00000 470.04285 30.3% 32.6 1530s 163305 106987 672.89220 119 120 674.00000 470.11108 30.3% 32.6 1535s 163789 107382 579.88033 85 96 674.00000 470.12882 30.2% 32.6 1540s H164033 105090 669.0000000 470.14244 29.7% 32.7 1555s 164543 105526 580.05514 72 129 669.00000 470.22213 29.7% 32.7 1560s 165026 105899 646.03452 88 100 669.00000 470.26210 29.7% 32.7 1565s 165723 106473 540.97987 42 103 669.00000 470.30087 29.7% 32.7 1570s 166299 106947 596.75578 62 141 669.00000 470.34747 29.7% 32.7 1575s 166944 107447 517.62826 25 138 669.00000 470.39996 29.7% 32.6 1580s 167621 108015 635.92930 156 133 669.00000 470.43117 29.7% 32.6 1585s 168315 108559 662.69139 131 72 669.00000 470.53983 29.7% 32.6 1590s 168984 109124 502.74692 37 137 669.00000 470.63857 29.7% 32.6 1595s 169580 109581 498.32023 43 119 669.00000 470.70471 29.6% 32.6 1600s 170368 110255 649.85165 147 61 669.00000 470.79484 29.6% 32.6 1605s 171147 110892 473.10976 31 160 669.00000 470.84381 29.6% 32.5 1610s 171611 111225 517.08389 59 111 669.00000 470.89276 29.6% 32.6 1615s 172231 111738 525.43645 23 106 669.00000 470.94036 29.6% 32.6 1620s 172820 112229 536.70775 48 126 669.00000 470.99393 29.6% 32.6 1625s 173276 112543 584.00016 50 87 669.00000 471.01689 29.6% 32.6 1630s 173708 112902 640.01148 118 119 669.00000 471.05100 29.6% 32.6 1635s 174382 113436 480.20488 30 122 669.00000 471.19877 29.6% 32.6 1640s 175090 114057 640.75561 202 100 669.00000 471.30458 29.6% 32.6 1645s 175683 114549 614.31506 56 74 669.00000 471.37368 29.5% 32.6 1650s 176322 115090 612.29036 117 63 669.00000 471.46370 29.5% 32.6 1655s 176939 115581 554.26633 54 118 669.00000 471.55157 29.5% 32.6 1660s 177773 116295 495.56527 30 107 669.00000 471.58422 29.5% 32.6 1665s 178463 116861 613.21127 207 64 669.00000 471.61051 29.5% 32.6 1670s 179062 117387 520.35571 51 135 669.00000 471.67165 29.5% 32.6 1675s 179509 117736 cutoff 122 669.00000 471.72740 29.5% 32.6 1680s 180137 118249 512.51211 41 109 669.00000 471.77418 29.5% 32.6 1685s 180820 118847 483.34462 25 155 669.00000 471.81403 29.5% 32.6 1690s 181433 119390 650.03297 176 34 669.00000 471.83306 29.5% 32.6 1695s 182069 119866 630.96310 101 37 669.00000 471.84083 29.5% 32.6 1700s 182741 120406 506.29203 24 149 669.00000 471.94951 29.5% 32.6 1705s 183407 120997 infeasible 84 669.00000 472.03000 29.4% 32.6 1710s 183913 121409 544.55674 72 140 669.00000 472.11009 29.4% 32.6 1715s 184563 121955 638.53014 144 31 669.00000 472.13126 29.4% 32.5 1720s 185331 122613 536.65367 50 113 669.00000 472.18708 29.4% 32.5 1725s 185854 123046 617.43834 146 68 669.00000 472.23048 29.4% 32.5 1730s 186519 123546 664.68151 99 90 669.00000 472.25680 29.4% 32.5 1735s 187138 124019 infeasible 92 669.00000 472.32769 29.4% 32.5 1740s 187680 124445 654.36543 83 93 669.00000 472.38372 29.4% 32.5 1745s 188287 124899 533.34484 48 127 669.00000 472.43953 29.4% 32.6 1750s 188898 125391 536.94031 50 126 669.00000 472.49141 29.4% 32.6 1755s 189480 125880 614.42226 167 117 669.00000 472.50822 29.4% 32.6 1760s 189850 126112 552.73783 67 119 669.00000 472.59596 29.4% 32.6 1765s 190652 126815 658.08594 126 100 669.00000 472.65983 29.3% 32.6 1770s 191403 127430 479.29970 34 140 669.00000 472.79236 29.3% 32.5 1775s 192104 128016 508.36081 54 109 669.00000 472.79645 29.3% 32.5 1780s 192862 128629 568.16647 93 84 669.00000 472.79645 29.3% 32.5 1785s 193413 129052 501.60914 40 108 669.00000 472.79645 29.3% 32.5 1790s 193908 129476 509.33153 46 118 669.00000 472.79645 29.3% 32.5 1795s 194485 129962 585.98327 113 114 669.00000 472.87883 29.3% 32.5 1800s 195022 130383 538.99092 77 80 669.00000 472.94934 29.3% 32.5 1805s 195744 131003 548.44581 52 112 669.00000 473.02437 29.3% 32.5 1810s 196301 131435 545.85999 36 105 669.00000 473.08384 29.3% 32.5 1815s 196877 131887 cutoff 110 669.00000 473.12116 29.3% 32.5 1820s 197409 132326 476.13128 30 142 669.00000 473.19804 29.3% 32.6 1825s 198105 132922 604.68856 69 145 669.00000 473.24669 29.3% 32.5 1830s 198640 133346 infeasible 66 669.00000 473.26556 29.3% 32.6 1835s 199278 133884 cutoff 198 669.00000 473.30514 29.3% 32.6 1840s 199889 134364 617.81323 100 85 669.00000 473.35291 29.2% 32.6 1845s 200585 134942 552.72909 92 103 669.00000 473.38467 29.2% 32.6 1850s 201082 135316 infeasible 36 669.00000 473.44055 29.2% 32.6 1855s 201640 135779 545.92013 78 134 669.00000 473.47985 29.2% 32.6 1860s 202288 136340 525.45301 54 131 669.00000 473.50390 29.2% 32.6 1865s 202708 136670 547.01826 51 127 669.00000 473.52713 29.2% 32.6 1870s 203388 137224 478.00087 32 143 669.00000 473.57963 29.2% 32.6 1875s 203944 137669 infeasible 84 669.00000 473.61990 29.2% 32.6 1880s 204496 138142 511.62782 33 144 669.00000 473.64268 29.2% 32.6 1885s 205248 138733 595.12918 55 133 669.00000 473.69165 29.2% 32.6 1890s 205904 139286 498.11122 57 136 669.00000 473.73620 29.2% 32.6 1895s 206457 139717 523.32437 28 157 669.00000 473.76557 29.2% 32.6 1900s 207132 140243 660.12757 140 133 669.00000 473.82760 29.2% 32.6 1905s 207795 140802 541.33856 41 122 669.00000 473.85802 29.2% 32.6 1910s 208387 141300 infeasible 57 669.00000 473.88135 29.2% 32.6 1915s 209064 141819 532.23306 50 122 669.00000 473.91917 29.2% 32.6 1920s 209798 142428 infeasible 50 669.00000 473.94355 29.2% 32.6 1925s 210352 142876 523.78715 53 136 669.00000 474.00847 29.1% 32.6 1930s 210927 143314 infeasible 48 669.00000 474.04262 29.1% 32.6 1935s 211627 143909 518.08561 49 128 669.00000 474.08526 29.1% 32.6 1940s 212236 144389 infeasible 55 669.00000 474.10675 29.1% 32.6 1945s 212653 144695 505.42374 50 145 669.00000 474.14239 29.1% 32.6 1950s 212978 144918 512.50748 54 108 669.00000 474.17858 29.1% 32.6 1955s 213626 145463 535.82497 41 134 669.00000 474.21948 29.1% 32.6 1960s 214210 145912 603.57691 62 85 669.00000 474.26535 29.1% 32.6 1965s 214659 146279 614.81549 53 73 669.00000 474.29115 29.1% 32.6 1970s 215163 146663 508.03258 26 129 669.00000 474.30333 29.1% 32.7 1975s 215712 147113 647.62141 75 39 669.00000 474.31517 29.1% 32.7 1980s 216393 147648 541.74440 75 112 669.00000 474.34366 29.1% 32.7 1985s 216850 148020 557.69436 41 103 669.00000 474.40342 29.1% 32.7 1998s 216994 148144 666.08839 137 118 669.00000 474.41040 29.1% 32.7 2000s 217477 148535 564.92327 101 132 669.00000 474.43443 29.1% 32.7 2005s 218033 148961 552.08077 62 115 669.00000 474.48377 29.1% 32.7 2010s 218484 149269 503.77423 23 162 669.00000 474.52304 29.1% 32.7 2015s 219012 149707 608.22615 100 125 669.00000 474.56525 29.1% 32.7 2020s 219670 150258 647.44893 120 108 669.00000 474.60976 29.1% 32.7 2025s 220064 150541 555.17571 64 155 669.00000 474.64152 29.1% 32.7 2030s 220440 150821 517.83241 56 114 669.00000 474.70362 29.0% 32.8 2035s 221080 151338 560.60600 75 104 669.00000 474.79384 29.0% 32.8 2040s 221744 151878 517.98894 31 144 669.00000 474.82160 29.0% 32.8 2045s 222208 152232 595.32097 46 91 669.00000 474.87684 29.0% 32.8 2050s 222726 152608 478.29480 36 146 669.00000 474.89195 29.0% 32.8 2055s 223293 153064 infeasible 126 669.00000 474.92101 29.0% 32.8 2060s 223701 153384 543.88394 50 119 669.00000 474.93738 29.0% 32.9 2065s 224366 153900 598.32886 66 108 669.00000 474.95526 29.0% 32.8 2070s 224905 154352 522.51828 25 158 669.00000 474.99488 29.0% 32.8 2075s 225470 154802 infeasible 61 669.00000 475.00903 29.0% 32.9 2080s 226129 155336 cutoff 178 669.00000 475.01564 29.0% 32.8 2085s 226675 155778 569.76830 67 112 669.00000 475.03714 29.0% 32.8 2090s 227346 156349 cutoff 96 669.00000 475.06628 29.0% 32.8 2095s 227878 156777 cutoff 157 669.00000 475.09630 29.0% 32.9 2100s 228466 157246 534.58850 51 111 669.00000 475.11250 29.0% 32.9 2105s 229136 157786 664.95170 132 85 669.00000 475.13577 29.0% 32.9 2110s 229782 158311 568.38938 48 135 669.00000 475.22274 29.0% 32.9 2115s 230196 158629 infeasible 48 669.00000 475.27913 29.0% 32.9 2120s 230859 159181 infeasible 63 669.00000 475.29553 29.0% 32.9 2125s 231193 159378 650.44530 65 96 669.00000 475.33160 28.9% 32.9 2130s 231702 159804 536.44920 46 143 669.00000 475.35314 28.9% 32.9 2135s 232176 160152 507.43480 27 138 669.00000 475.37315 28.9% 33.0 2140s 232802 160676 646.72463 123 72 669.00000 475.40354 28.9% 32.9 2145s 233491 161202 626.96805 88 59 669.00000 475.43236 28.9% 32.9 2150s 234176 161751 491.30727 36 138 669.00000 475.51447 28.9% 32.9 2155s 234731 162190 497.66402 35 139 669.00000 475.54537 28.9% 32.9 2160s 234970 162333 infeasible 59 669.00000 475.56291 28.9% 33.0 2165s 235550 162769 546.79829 66 129 669.00000 475.62363 28.9% 33.0 2170s 236208 163310 489.67025 47 141 669.00000 475.65206 28.9% 33.0 2175s 236682 163678 infeasible 90 669.00000 475.66465 28.9% 33.0 2180s 237274 164154 624.31094 102 112 669.00000 475.68619 28.9% 33.0 2185s 237957 164675 510.51954 31 128 669.00000 475.69871 28.9% 33.0 2190s 238523 165118 519.00329 29 144 669.00000 475.73349 28.9% 33.0 2195s H238707 164729 668.0000000 475.74434 28.8% 33.0 2208s 238708 164732 512.09286 31 138 668.00000 475.74451 28.8% 33.0 2219s 238726 164740 infeasible 37 668.00000 475.74451 28.8% 33.0 2220s 239369 165255 646.05285 93 131 668.00000 475.76386 28.8% 33.0 2225s 239731 165506 infeasible 28 668.00000 475.80038 28.8% 33.0 2230s 240136 165825 517.66445 62 136 668.00000 475.82360 28.8% 33.1 2235s 240504 166088 infeasible 43 668.00000 475.84102 28.8% 33.1 2240s 240929 166426 657.03772 109 32 668.00000 475.85347 28.8% 33.1 2245s 241481 166876 574.52863 39 143 668.00000 475.88009 28.8% 33.1 2250s 241920 167208 529.51725 45 149 668.00000 475.93308 28.8% 33.1 2255s 242530 167702 517.74586 42 142 668.00000 475.96755 28.7% 33.2 2260s 243158 168192 626.58035 111 105 668.00000 475.98379 28.7% 33.2 2265s 243735 168628 infeasible 98 668.00000 476.00157 28.7% 33.2 2270s 244145 168923 568.88185 96 121 668.00000 476.03742 28.7% 33.2 2275s 244731 169388 529.07178 69 109 668.00000 476.08222 28.7% 33.2 2280s 245085 169656 574.66832 97 136 668.00000 476.10984 28.7% 33.2 2285s 245668 170142 cutoff 158 668.00000 476.12322 28.7% 33.2 2290s 246188 170573 543.93758 81 124 668.00000 476.14474 28.7% 33.2 2295s 246671 170952 508.93328 63 117 668.00000 476.17253 28.7% 33.2 2300s 247060 171241 647.10902 123 87 668.00000 476.18093 28.7% 33.3 2305s 247567 171634 663.31259 176 114 668.00000 476.21725 28.7% 33.3 2310s 248124 172079 582.25204 113 107 668.00000 476.25435 28.7% 33.3 2315s 248614 172441 infeasible 57 668.00000 476.26944 28.7% 33.3 2320s 249199 172902 infeasible 88 668.00000 476.29433 28.7% 33.3 2325s 249730 173306 648.82153 148 60 668.00000 476.32620 28.7% 33.3 2330s 250233 173693 507.52045 27 137 668.00000 476.36902 28.7% 33.3 2335s 250633 173960 482.09016 38 125 668.00000 476.39257 28.7% 33.3 2340s 251200 174406 infeasible 87 668.00000 476.41233 28.7% 33.3 2345s 251712 174825 572.07982 95 71 668.00000 476.43397 28.7% 33.3 2350s 252218 175215 519.85747 59 95 668.00000 476.44926 28.7% 33.4 2355s 252889 175772 491.18071 31 129 668.00000 476.47561 28.7% 33.4 2360s 253526 176305 661.63756 103 109 668.00000 476.49716 28.7% 33.4 2365s 254183 176802 666.93319 135 49 668.00000 476.55472 28.7% 33.4 2370s 254845 177386 478.44359 32 130 668.00000 476.56945 28.7% 33.3 2375s 255295 177765 518.41955 52 140 668.00000 476.58850 28.7% 33.3 2380s 255914 178273 568.66926 46 149 668.00000 476.60192 28.7% 33.3 2385s 256322 178568 infeasible 47 668.00000 476.62074 28.6% 33.4 2390s 256936 179089 563.31250 63 90 668.00000 476.64144 28.6% 33.4 2395s 257523 179504 infeasible 32 668.00000 476.67833 28.6% 33.4 2400s 258313 180117 553.62520 41 125 668.00000 476.69436 28.6% 33.4 2405s 259087 180746 482.85622 37 127 668.00000 476.73105 28.6% 33.3 2410s 259629 181139 520.81497 60 108 668.00000 476.75531 28.6% 33.3 2415s 260112 181500 481.62567 38 134 668.00000 476.77438 28.6% 33.4 2420s 260537 181826 539.96899 39 144 668.00000 476.79181 28.6% 33.4 2425s 261119 182282 551.01779 68 137 668.00000 476.81812 28.6% 33.4 2430s 261616 182620 633.11495 114 116 668.00000 476.82360 28.6% 33.4 2435s 262207 183085 cutoff 104 668.00000 476.84620 28.6% 33.4 2440s 262808 183538 551.56233 63 131 668.00000 476.86896 28.6% 33.4 2445s 263547 184147 603.32307 108 83 668.00000 476.89442 28.6% 33.4 2450s 263932 184433 542.86593 57 148 668.00000 476.90613 28.6% 33.4 2455s 264332 184693 488.81362 39 129 668.00000 476.93153 28.6% 33.4 2460s 264685 184955 510.89902 46 118 668.00000 476.95564 28.6% 33.5 2465s 265110 185263 528.63805 53 147 668.00000 476.97827 28.6% 33.5 2470s 265525 185598 539.47317 49 121 668.00000 476.98695 28.6% 33.5 2475s 266274 186167 477.54982 35 136 668.00000 476.99684 28.6% 33.5 2480s 266889 186658 infeasible 47 668.00000 477.01651 28.6% 33.5 2485s 267471 187141 615.31305 114 33 668.00000 477.04035 28.6% 33.5 2490s 268028 187585 515.28181 50 133 668.00000 477.04494 28.6% 33.5 2495s 268542 187946 infeasible 89 668.00000 477.07542 28.6% 33.5 2500s 268972 188231 577.66182 80 131 668.00000 477.10059 28.6% 33.5 2505s 269481 188603 524.39192 29 140 668.00000 477.12954 28.6% 33.6 2510s 269919 188910 infeasible 57 668.00000 477.14349 28.6% 33.6 2515s 270436 189283 511.22698 61 110 668.00000 477.16720 28.6% 33.6 2520s 270978 189675 565.25831 63 119 668.00000 477.18947 28.6% 33.6 2525s 271564 190139 523.56716 36 147 668.00000 477.21535 28.6% 33.6 2530s 272142 190585 512.75882 31 128 668.00000 477.24521 28.6% 33.6 2535s H272149 190019 667.0000000 477.24521 28.4% 33.6 2535s 272150 190022 512.97035 35 125 667.00000 477.24521 28.4% 33.6 2546s 272584 190408 602.93552 84 95 667.00000 477.24681 28.4% 33.6 2550s 273068 190768 524.91450 67 113 667.00000 477.25910 28.4% 33.6 2555s 273659 191262 525.23495 46 105 667.00000 477.28589 28.4% 33.6 2560s 274254 191701 559.93036 51 137 667.00000 477.32000 28.4% 33.6 2565s 274686 192041 509.91824 44 154 667.00000 477.34405 28.4% 33.6 2570s 275115 192367 484.16831 37 143 667.00000 477.37840 28.4% 33.7 2575s 275613 192764 infeasible 46 667.00000 477.38525 28.4% 33.7 2580s 276118 193160 526.03828 39 123 667.00000 477.41260 28.4% 33.7 2585s 276668 193584 infeasible 64 667.00000 477.43327 28.4% 33.7 2590s 277134 193934 infeasible 47 667.00000 477.44567 28.4% 33.7 2595s 277669 194335 524.03541 48 115 667.00000 477.45820 28.4% 33.7 2600s 278270 194830 575.15892 65 107 667.00000 477.47021 28.4% 33.7 2605s 278830 195232 506.14187 48 113 667.00000 477.49957 28.4% 33.7 2610s 279495 195768 infeasible 47 667.00000 477.51744 28.4% 33.7 2615s 280019 196194 609.21817 104 90 667.00000 477.53412 28.4% 33.7 2620s 280421 196466 658.95018 78 78 667.00000 477.55600 28.4% 33.7 2625s 280965 196891 534.38964 38 149 667.00000 477.57621 28.4% 33.7 2630s 281382 197187 580.94962 50 125 667.00000 477.59605 28.4% 33.8 2635s 281868 197546 594.91181 96 156 667.00000 477.61029 28.4% 33.8 2640s 282343 197925 infeasible 70 667.00000 477.64597 28.4% 33.8 2645s 282805 198259 500.94249 29 136 667.00000 477.67180 28.4% 33.8 2650s 283212 198577 534.54981 46 130 667.00000 477.69457 28.4% 33.8 2655s 283697 198902 503.24887 33 139 667.00000 477.72334 28.4% 33.8 2660s 284343 199437 529.08389 68 126 667.00000 477.74157 28.4% 33.8 2665s 284838 199816 551.40680 106 131 667.00000 477.78559 28.4% 33.8 2670s 285287 200151 510.84825 59 129 667.00000 477.81324 28.4% 33.9 2675s 285806 200563 595.57482 62 139 667.00000 477.82680 28.4% 33.9 2680s 286195 200878 580.96873 88 116 667.00000 477.83622 28.4% 33.9 2685s 286802 201392 635.15309 127 120 667.00000 477.85115 28.4% 33.9 2690s 287243 201704 528.54408 43 117 667.00000 477.87159 28.4% 33.9 2695s H287362 200650 665.0000000 477.87187 28.1% 33.9 2696s 287490 200752 544.91058 84 120 665.00000 477.87617 28.1% 33.9 2708s 287588 200826 618.42673 94 95 665.00000 477.87668 28.1% 33.9 2710s 288023 201162 517.77535 72 111 665.00000 477.89614 28.1% 33.9 2715s 288422 201487 555.05366 55 141 665.00000 477.89990 28.1% 33.9 2720s 288852 201821 493.86942 40 148 665.00000 477.91299 28.1% 33.9 2725s 289535 202368 cutoff 96 665.00000 477.92063 28.1% 33.9 2730s 289935 202629 646.36573 62 133 665.00000 477.94960 28.1% 34.0 2735s 290439 203035 589.51909 116 133 665.00000 477.96827 28.1% 34.0 2740s 290988 203484 cutoff 156 665.00000 477.97721 28.1% 34.0 2745s 291488 203864 563.92188 41 116 665.00000 477.99621 28.1% 34.0 2750s 292140 204377 584.41301 57 149 665.00000 478.01062 28.1% 34.0 2755s 292584 204702 618.18475 57 111 665.00000 478.02441 28.1% 34.0 2760s 293092 205098 cutoff 127 665.00000 478.04654 28.1% 34.0 2765s 293583 205505 625.63309 104 33 665.00000 478.05039 28.1% 34.0 2770s 294187 206012 infeasible 69 665.00000 478.07109 28.1% 34.0 2775s 294808 206526 556.44552 56 127 665.00000 478.08682 28.1% 34.0 2780s 295476 207095 553.58301 55 63 665.00000 478.09467 28.1% 34.0 2785s 296100 207591 infeasible 69 665.00000 478.10748 28.1% 34.0 2790s 296522 207901 519.80832 24 142 665.00000 478.12061 28.1% 34.0 2795s 297010 208267 504.48476 47 129 665.00000 478.13662 28.1% 34.0 2800s 297397 208536 infeasible 48 665.00000 478.15604 28.1% 34.1 2805s 298060 209046 infeasible 66 665.00000 478.16874 28.1% 34.0 2810s 298513 209360 infeasible 48 665.00000 478.18609 28.1% 34.1 2815s 298942 209671 524.53361 62 120 665.00000 478.22720 28.1% 34.1 2820s 299562 210156 infeasible 64 665.00000 478.24671 28.1% 34.1 2825s 300118 210579 637.53711 131 106 665.00000 478.26091 28.1% 34.1 2830s 300777 211136 547.05563 41 116 665.00000 478.26703 28.1% 34.1 2835s 301185 211432 538.16217 46 104 665.00000 478.27883 28.1% 34.1 2840s 301846 211971 595.53858 48 95 665.00000 478.28822 28.1% 34.1 2845s 302180 212183 518.88119 36 153 665.00000 478.29937 28.1% 34.1 2850s 302852 212743 615.94716 107 132 665.00000 478.30872 28.1% 34.1 2855s 303417 213175 538.68236 59 136 665.00000 478.32991 28.1% 34.1 2860s 303767 213407 533.88439 74 125 665.00000 478.34859 28.1% 34.1 2865s 304174 213697 660.46535 98 98 665.00000 478.36035 28.1% 34.2 2870s 304700 214099 589.36857 85 152 665.00000 478.37714 28.1% 34.2 2875s 305273 214554 595.89384 62 122 665.00000 478.39492 28.1% 34.2 2880s 305817 214997 515.65813 47 127 665.00000 478.41199 28.1% 34.2 2885s 306208 215278 510.40723 34 129 665.00000 478.42501 28.1% 34.2 2890s 306692 215685 662.81406 109 94 665.00000 478.43470 28.1% 34.2 2895s 307187 216085 655.63280 126 114 665.00000 478.44369 28.1% 34.2 2900s 307598 216363 537.01780 68 144 665.00000 478.46829 28.0% 34.2 2905s 308048 216712 556.81318 64 129 665.00000 478.49146 28.0% 34.3 2910s 308596 217117 661.57180 153 75 665.00000 478.51037 28.0% 34.3 2915s 309060 217443 594.91959 74 103 665.00000 478.54505 28.0% 34.3 2920s 309624 217891 515.81209 36 103 665.00000 478.56263 28.0% 34.3 2925s 310283 218451 584.84298 60 145 665.00000 478.57478 28.0% 34.3 2930s 310740 218781 599.82269 87 123 665.00000 478.61122 28.0% 34.3 2935s 311285 219240 646.55333 110 121 665.00000 478.62600 28.0% 34.3 2940s 311945 219788 576.94844 79 94 665.00000 478.64481 28.0% 34.3 2945s 312441 220183 infeasible 90 665.00000 478.64918 28.0% 34.3 2950s 312970 220587 infeasible 42 665.00000 478.65781 28.0% 34.3 2955s 313488 221004 cutoff 67 665.00000 478.67562 28.0% 34.3 2960s H313892 212460 654.0000000 478.67755 26.8% 34.3 2961s 314322 212834 608.66367 77 106 654.00000 478.69275 26.8% 34.3 2965s 315028 213375 528.33688 41 134 654.00000 478.71161 26.8% 34.3 2970s 315522 213756 589.53629 58 96 654.00000 478.72516 26.8% 34.3 2975s 315891 213999 cutoff 88 654.00000 478.74064 26.8% 34.3 2980s 316409 214431 520.28135 44 141 654.00000 478.75631 26.8% 34.3 2985s 316815 214726 532.87876 61 137 654.00000 478.77917 26.8% 34.3 2990s 317394 215173 494.84905 32 167 654.00000 478.80664 26.8% 34.3 2995s 317893 215568 518.12987 34 138 654.00000 478.81782 26.8% 34.3 3000s 318277 215843 527.57376 67 110 654.00000 478.83958 26.8% 34.4 3005s 318779 216222 infeasible 75 654.00000 478.86618 26.8% 34.4 3010s 319195 216540 484.03606 43 146 654.00000 478.87318 26.8% 34.4 3015s 319546 216778 484.57934 42 137 654.00000 478.88370 26.8% 34.4 3020s 319958 217110 infeasible 124 654.00000 478.89330 26.8% 34.4 3025s 320462 217460 558.07935 66 105 654.00000 478.91639 26.8% 34.4 3030s 321038 217913 531.38242 61 119 654.00000 478.93380 26.8% 34.4 3035s 321555 218290 556.55521 48 112 654.00000 478.94540 26.8% 34.4 3040s 321998 218648 567.85125 93 106 654.00000 478.95435 26.8% 34.4 3045s 322235 218831 571.12719 54 104 654.00000 478.97091 26.8% 34.5 3060s 322762 219294 514.26745 31 112 654.00000 478.98182 26.8% 34.4 3065s 323221 219621 infeasible 80 654.00000 478.99655 26.8% 34.5 3070s 323646 219924 infeasible 43 654.00000 479.00976 26.8% 34.5 3075s 324143 220328 infeasible 99 654.00000 479.01742 26.8% 34.5 3080s 324621 220677 infeasible 52 654.00000 479.03824 26.8% 34.5 3085s 325193 221133 542.58313 81 125 654.00000 479.05474 26.8% 34.5 3090s 325616 221418 537.82085 48 127 654.00000 479.06727 26.7% 34.5 3095s 326050 221732 587.26391 66 136 654.00000 479.08996 26.7% 34.5 3100s 326572 222143 559.86324 78 122 654.00000 479.09422 26.7% 34.5 3105s 326915 222400 555.01142 49 127 654.00000 479.10837 26.7% 34.5 3110s 327404 222781 cutoff 172 654.00000 479.11475 26.7% 34.5 3115s 327824 223090 infeasible 91 654.00000 479.12954 26.7% 34.6 3120s 328194 223317 521.20252 46 127 654.00000 479.14455 26.7% 34.6 3125s 328802 223804 538.28316 80 98 654.00000 479.15602 26.7% 34.6 3130s 329430 224325 529.82692 61 123 654.00000 479.16472 26.7% 34.6 3135s 329911 224681 545.32361 52 135 654.00000 479.19182 26.7% 34.6 3140s 330332 224940 517.62912 38 125 654.00000 479.20544 26.7% 34.6 3145s 330912 225372 541.57668 54 151 654.00000 479.21680 26.7% 34.6 3150s 331248 225590 524.15372 53 106 654.00000 479.22642 26.7% 34.6 3155s 331776 226020 infeasible 94 654.00000 479.23494 26.7% 34.6 3160s 332240 226377 539.29539 67 121 654.00000 479.24825 26.7% 34.6 3165s 332740 226748 495.29318 39 148 654.00000 479.25901 26.7% 34.7 3170s 333255 227165 557.94016 52 115 654.00000 479.27176 26.7% 34.7 3175s 333926 227702 540.87879 67 83 654.00000 479.29592 26.7% 34.7 3180s 334282 227932 484.22989 41 121 654.00000 479.31281 26.7% 34.7 3185s 334693 228210 575.25988 75 132 654.00000 479.33053 26.7% 34.7 3190s 335369 228731 infeasible 66 654.00000 479.34844 26.7% 34.7 3195s 335943 229188 556.54169 61 143 654.00000 479.35799 26.7% 34.7 3200s 336417 229560 618.95463 134 103 654.00000 479.36734 26.7% 34.7 3205s 336802 229852 531.87919 52 127 654.00000 479.37964 26.7% 34.7 3210s 337316 230244 503.22247 34 149 654.00000 479.38871 26.7% 34.7 3215s 337948 230747 infeasible 47 654.00000 479.41690 26.7% 34.7 3220s 338325 231005 infeasible 59 654.00000 479.42539 26.7% 34.7 3225s 338792 231347 infeasible 114 654.00000 479.43211 26.7% 34.8 3230s 339308 231772 614.76447 115 111 654.00000 479.44926 26.7% 34.8 3235s 339796 232131 504.90112 48 137 654.00000 479.46754 26.7% 34.8 3240s 340235 232469 553.56081 49 142 654.00000 479.49393 26.7% 34.8 3245s 340830 232944 519.64545 44 122 654.00000 479.50676 26.7% 34.8 3250s 341212 233208 540.83981 62 133 654.00000 479.53065 26.7% 34.8 3255s 341789 233666 521.99012 33 163 654.00000 479.53476 26.7% 34.8 3260s 342262 234047 566.67631 101 125 654.00000 479.53752 26.7% 34.8 3265s 342860 234486 550.14422 44 108 654.00000 479.54509 26.7% 34.8 3270s 343321 234835 482.55355 36 137 654.00000 479.55740 26.7% 34.8 3275s 343768 235175 infeasible 89 654.00000 479.57444 26.7% 34.8 3280s 344158 235447 cutoff 75 654.00000 479.59013 26.7% 34.9 3285s 344721 235911 cutoff 123 654.00000 479.60439 26.7% 34.9 3290s 345430 236471 cutoff 70 654.00000 479.61359 26.7% 34.8 3295s 345963 236901 504.05523 53 100 654.00000 479.62880 26.7% 34.9 3300s 346366 237207 524.82114 51 105 654.00000 479.64244 26.7% 34.9 3305s 346686 237431 483.73995 33 128 654.00000 479.64847 26.7% 34.9 3310s 347101 237775 543.90070 84 105 654.00000 479.65929 26.7% 34.9 3315s 347544 238095 556.74561 74 147 654.00000 479.67054 26.7% 34.9 3320s 347923 238367 550.14326 55 136 654.00000 479.68187 26.7% 34.9 3325s 348448 238783 650.06898 171 22 654.00000 479.69459 26.7% 34.9 3330s 348910 239121 infeasible 56 654.00000 479.70258 26.7% 34.9 3335s 349421 239492 infeasible 81 654.00000 479.72108 26.6% 35.0 3340s 349854 239814 584.00862 67 123 654.00000 479.73981 26.6% 35.0 3345s 350446 240271 623.67231 66 116 654.00000 479.75844 26.6% 35.0 3350s 350890 240614 563.79322 113 98 654.00000 479.77092 26.6% 35.0 3355s 351402 241017 649.55951 105 91 654.00000 479.77932 26.6% 35.0 3360s 351910 241381 infeasible 43 654.00000 479.79138 26.6% 35.0 3365s 352498 241810 549.60285 61 125 654.00000 479.80384 26.6% 35.0 3370s 353048 242222 497.25402 34 146 654.00000 479.81752 26.6% 35.0 3375s 353611 242691 637.66154 153 53 654.00000 479.82288 26.6% 35.0 3380s 354191 243135 625.36230 84 98 654.00000 479.84616 26.6% 35.0 3385s 354612 243418 infeasible 139 654.00000 479.85986 26.6% 35.0 3390s 355054 243766 560.42190 38 137 654.00000 479.87164 26.6% 35.0 3395s 355525 244151 infeasible 61 654.00000 479.87975 26.6% 35.0 3400s 356057 244555 578.76956 41 93 654.00000 479.89518 26.6% 35.0 3405s 356629 245008 infeasible 114 654.00000 479.90870 26.6% 35.0 3410s 357027 245286 558.55620 38 147 654.00000 479.92844 26.6% 35.1 3415s 357461 245631 605.34461 50 112 654.00000 479.94024 26.6% 35.1 3420s 358003 246014 645.45853 80 129 654.00000 479.94756 26.6% 35.1 3425s 358540 246473 615.64729 138 130 654.00000 479.95498 26.6% 35.1 3430s 359094 246882 511.58464 41 109 654.00000 479.96123 26.6% 35.1 3435s 359518 247176 529.56845 41 123 654.00000 479.97833 26.6% 35.1 3440s 360096 247640 586.77245 59 96 654.00000 479.99062 26.6% 35.1 3445s 360627 248019 482.37004 32 153 654.00000 479.99975 26.6% 35.1 3450s 361039 248299 infeasible 48 654.00000 480.01135 26.6% 35.1 3455s 361504 248642 infeasible 74 654.00000 480.01870 26.6% 35.1 3460s 362041 249067 585.85578 69 135 654.00000 480.02765 26.6% 35.1 3465s 362520 249420 infeasible 42 654.00000 480.03810 26.6% 35.1 3470s 362956 249764 620.41135 83 36 654.00000 480.05134 26.6% 35.1 3475s 363696 250367 615.32674 84 120 654.00000 480.07206 26.6% 35.1 3480s 364175 250695 infeasible 46 654.00000 480.08557 26.6% 35.1 3485s 364598 251013 600.97906 66 125 654.00000 480.09300 26.6% 35.1 3490s 365069 251362 480.11124 40 134 654.00000 480.11124 26.6% 35.1 3495s 365636 251799 infeasible 83 654.00000 480.12080 26.6% 35.2 3500s 366073 252089 573.62043 77 131 654.00000 480.12603 26.6% 35.2 3505s 366659 252526 cutoff 109 654.00000 480.13682 26.6% 35.2 3510s 367090 252786 513.35811 48 161 654.00000 480.15321 26.6% 35.2 3515s 367503 253083 cutoff 96 654.00000 480.16006 26.6% 35.2 3520s 367751 253257 629.47243 92 123 654.00000 480.16732 26.6% 35.2 3535s 368161 253588 601.45383 172 53 654.00000 480.17997 26.6% 35.2 3540s 368778 254077 622.61958 86 116 654.00000 480.19562 26.6% 35.2 3545s 369394 254558 infeasible 40 654.00000 480.20480 26.6% 35.2 3550s 369797 254828 infeasible 79 654.00000 480.22402 26.6% 35.2 3555s 370392 255258 488.35235 38 132 654.00000 480.23689 26.6% 35.2 3560s 371053 255778 620.80666 90 130 654.00000 480.25038 26.6% 35.2 3565s 371755 256326 611.75709 52 91 654.00000 480.26006 26.6% 35.2 3570s 372258 256714 652.40388 75 94 654.00000 480.26993 26.6% 35.2 3575s 372831 257073 505.70341 42 129 654.00000 480.28747 26.6% 35.2 3580s 373212 257352 593.22496 99 105 654.00000 480.29848 26.6% 35.2 3585s 373955 257961 525.87063 68 136 654.00000 480.31211 26.6% 35.2 3590s 374365 258150 519.98196 56 109 654.00000 480.32769 26.6% 35.2 3595s Cutting planes: Learned: 9 Gomory: 13 Cover: 5 Clique: 4 MIR: 16 GUB cover: 12 Zero half: 7 Explored 374888 nodes (13204837 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.540000000000e+02, best bound 4.810000000000e+02, gap 26.4526%