Gurobi 5.0.1 (linux64) logging started Wed Jan 2 08:26:49 2013 Optimize a model with 10402 rows, 10201 columns and 63758 nonzeros Presolve removed 3126 rows and 3971 columns Presolve time: 0.14s Presolved: 7276 rows, 6230 columns, 43619 nonzeros Variable types: 100 continuous, 6130 integer (6130 binary) Root relaxation: objective 5.398069e+02, 857 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 539.80686 0 184 - 539.80686 - - 0s 0 0 557.46447 0 144 - 557.46447 - - 0s 0 0 559.26124 0 189 - 559.26124 - - 0s 0 0 560.98148 0 177 - 560.98148 - - 0s 0 0 565.31481 0 171 - 565.31481 - - 0s 0 0 565.48148 0 193 - 565.48148 - - 1s 0 0 565.53704 0 203 - 565.53704 - - 1s 0 0 565.75926 0 148 - 565.75926 - - 1s 0 0 565.81481 0 164 - 565.81481 - - 1s 0 0 566.02910 0 162 - 566.02910 - - 1s 0 0 566.11481 0 148 - 566.11481 - - 1s 0 0 566.11481 0 158 - 566.11481 - - 1s 0 0 566.11481 0 132 - 566.11481 - - 1s 0 0 566.11481 0 133 - 566.11481 - - 2s 0 0 566.11481 0 133 - 566.11481 - - 2s 0 2 567.86481 0 133 - 567.86481 - - 3s 165 144 707.56045 108 113 - 568.94815 - 21.4 5s 603 471 687.46815 96 198 - 573.15955 - 21.1 15s 605 473 630.34974 47 142 - 573.15955 - 21.1 23s 606 473 620.99452 35 184 - 573.15955 - 21.0 29s 607 474 626.87771 44 157 - 573.15955 - 21.0 35s 608 475 653.43464 58 197 - 573.15955 - 21.0 42s 609 475 670.09189 68 165 - 573.19796 - 20.9 49s 610 476 620.54225 25 200 - 573.49129 - 20.9 57s 611 477 670.09189 68 164 - 573.99831 - 20.9 64s 612 477 739.49749 187 192 - 574.44499 - 20.8 73s 613 478 620.99452 35 177 - 574.81995 - 20.8 79s 614 479 620.99452 35 192 - 576.04708 - 20.8 88s 615 479 611.58523 40 184 - 576.25952 - 20.7 97s 616 480 620.99452 35 191 - 576.35041 - 20.7 105s 618 481 619.18263 27 218 - 576.63926 - 20.6 111s 619 482 616.49857 20 202 - 576.78190 - 20.6 119s 620 483 619.18263 27 206 - 577.10169 - 20.6 128s 621 483 616.49857 20 200 - 577.54858 - 20.5 136s 622 484 687.71611 94 205 - 577.90815 - 20.5 142s 623 485 619.18263 27 203 - 578.08213 - 20.5 151s 624 485 626.87771 44 200 - 578.16337 - 20.4 156s 625 486 687.71611 94 141 - 578.53993 - 20.4 161s 626 487 630.34974 47 177 - 578.54817 - 20.4 166s 627 487 619.14815 18 177 - 578.54817 - 20.3 170s 682 522 665.35685 37 181 - 579.92083 - 37.6 175s 903 603 622.81524 21 174 - 586.50924 - 42.3 180s 1279 852 727.47297 243 70 - 586.50924 - 37.0 185s 1778 1066 610.34957 26 149 - 588.44324 - 35.5 190s 2290 1435 719.74735 274 51 - 588.69598 - 32.4 195s 2869 1912 695.02291 156 63 - 589.00396 - 30.5 200s 3356 2261 644.38484 58 135 - 589.46860 - 30.1 205s 3896 2736 739.87364 127 89 - 589.54121 - 29.1 210s 4366 3069 603.85649 25 151 - 590.01765 - 29.2 215s 4826 3475 676.76353 64 134 - 590.11012 - 29.3 220s 5226 3734 636.37702 35 183 - 590.42532 - 30.2 225s 5674 4124 671.20765 55 153 - 590.48939 - 30.3 230s 6305 4655 591.87052 23 159 - 590.71577 - 29.6 235s 6822 5076 742.30194 171 119 - 590.89471 - 29.8 240s 7373 5562 670.50839 91 83 - 590.93000 - 29.4 245s 7859 5875 infeasible 34 - 591.23075 - 29.7 250s 8327 6207 683.69054 73 98 - 591.48939 - 30.1 255s 8973 6807 723.33936 127 77 - 591.55494 - 29.5 260s 9480 7219 708.56046 147 61 - 591.61865 - 29.4 265s 10003 7616 593.13682 30 175 - 591.71896 - 29.4 270s 10419 7997 662.97869 151 100 - 591.73939 - 29.2 275s 10967 8468 614.24090 37 151 - 591.76438 - 28.7 280s 11513 8868 679.82094 129 81 - 591.92868 - 28.7 285s 12028 9284 623.39141 69 114 - 591.96818 - 28.8 290s 12583 9719 624.60634 40 142 - 592.14801 - 28.7 295s 12976 9994 703.68301 68 144 - 592.17978 - 29.2 300s 13580 10498 661.68175 80 97 - 592.27224 - 29.1 305s 14206 11026 653.55826 74 114 - 592.33966 - 28.9 310s 14799 11509 690.76930 95 101 - 592.40032 - 28.9 315s 15322 11968 650.60063 75 68 - 592.45909 - 28.9 320s 15907 12455 592.92243 26 149 - 592.49532 - 28.8 325s 16428 12929 653.46059 78 103 - 592.53890 - 28.8 330s 16993 13356 622.70851 29 151 - 592.57436 - 28.8 335s 17573 13810 650.83190 108 78 - 592.60147 - 28.9 340s 18367 14493 712.86405 163 70 - 592.62548 - 28.5 345s 19041 15069 600.26544 31 140 - 592.66873 - 28.4 350s 19659 15526 643.14306 67 102 - 592.74813 - 28.3 355s 20117 15906 616.11349 39 139 - 592.80003 - 28.5 360s 20427 16159 637.38913 47 106 - 592.82662 - 28.7 365s 20937 16572 653.86469 52 136 - 592.85120 - 28.7 370s 21476 16950 597.98012 36 153 - 592.87135 - 28.7 375s 22063 17458 698.09068 69 114 - 592.88409 - 28.5 380s 22729 18007 767.96255 184 64 - 592.89153 - 28.4 385s 23211 18345 641.08246 67 83 - 592.91784 - 28.5 390s 23753 18807 633.06242 72 107 - 592.92413 - 28.5 395s 24336 19351 667.53862 135 98 - 592.92894 - 28.4 400s 24872 19813 684.37837 108 31 - 592.94087 - 28.5 405s 25501 20350 703.00547 128 95 - 592.94994 - 28.4 410s 26151 20872 705.06601 162 87 - 592.96953 - 28.2 415s 26678 21254 601.75685 25 151 - 592.98398 - 28.3 420s 27209 21689 593.85069 27 168 - 593.01393 - 28.4 425s 27732 22093 647.71365 74 97 - 593.05887 - 28.5 430s 28378 22601 infeasible 56 - 593.06347 - 28.4 435s 28878 23032 748.89987 151 69 - 593.07456 - 28.4 440s 29517 23531 600.52162 34 126 - 593.11058 - 28.4 445s 30099 23981 infeasible 58 - 593.13882 - 28.4 450s 30603 24401 718.96771 136 55 - 593.15354 - 28.4 455s 31191 24895 infeasible 77 - 593.17388 - 28.3 460s 31785 25386 641.61211 47 151 - 593.19526 - 28.4 465s 32266 25779 644.79850 57 129 - 593.20859 - 28.5 470s 32917 26266 infeasible 71 - 593.22824 - 28.5 475s 33583 26849 788.79061 209 75 - 593.23876 - 28.4 480s 34143 27218 671.68699 50 166 - 593.26438 - 28.4 485s 34769 27716 597.32756 30 127 - 593.29627 - 28.4 490s 35379 28227 625.25092 74 154 - 593.31511 - 28.4 495s 36073 28856 614.70311 58 118 - 593.31910 - 28.3 500s 36776 29412 618.19518 31 129 - 593.33068 - 28.2 505s 37345 29859 593.91072 26 161 - 593.35297 - 28.2 510s 37986 30416 653.46254 49 131 - 593.35969 - 28.1 515s 38576 30901 672.19160 147 89 - 593.36681 - 28.1 520s 39135 31362 643.40038 70 92 - 593.40323 - 28.1 525s 39751 31904 682.04243 111 80 - 593.40921 - 28.1 530s 40383 32426 746.97012 156 94 - 593.41932 - 28.0 535s 40804 32794 601.08140 44 133 - 593.42252 - 28.0 612s 41136 33030 750.29284 148 88 - 593.43511 - 27.9 615s 41715 33481 690.44534 104 102 - 593.45371 - 28.0 620s 42296 33930 673.29952 81 109 - 593.48036 - 28.0 625s 42874 34396 727.29328 97 84 - 593.49256 - 28.0 630s 43489 34922 723.82072 131 128 - 593.50931 - 28.0 635s 44157 35515 603.73662 30 120 - 593.51965 - 27.9 640s 44830 36101 658.91334 67 119 - 593.52721 - 27.9 645s 45484 36664 617.62635 47 155 - 593.53879 - 27.9 650s 45937 37017 647.91993 61 125 - 593.57150 - 28.0 655s 46555 37473 609.62687 33 201 - 593.57979 - 28.0 660s 47059 37905 676.95672 89 46 - 593.60183 - 28.1 665s 47733 38483 infeasible 44 - 593.60644 - 28.0 670s 48345 39012 infeasible 122 - 593.61017 - 28.1 675s 48812 39407 693.48717 102 75 - 593.62649 - 28.2 680s 49394 39902 639.08611 49 139 - 593.63398 - 28.2 685s 49955 40377 672.23958 76 145 - 593.64174 - 28.2 690s 50501 40736 627.58259 41 131 - 593.65636 - 28.3 695s 51005 41138 610.09219 38 175 - 593.68761 - 28.3 700s 51558 41597 681.64187 89 144 - 593.69860 - 28.3 705s 52112 42037 595.39270 27 124 - 593.72715 - 28.3 710s 52493 42298 594.16099 26 131 - 593.77059 - 28.5 715s 52971 42666 631.46934 75 149 - 593.77332 - 28.5 720s 53409 42987 667.97058 63 135 - 593.77547 - 28.6 725s 53929 43373 626.01268 41 120 - 593.79294 - 28.6 730s 54450 43846 688.19555 123 39 - 593.80167 - 28.6 735s 55066 44320 683.80463 58 157 - 593.82243 - 28.6 740s 55678 44808 622.26938 40 167 - 593.82999 - 28.6 745s 56182 45233 664.02809 53 160 - 593.84302 - 28.6 750s 56745 45664 604.19610 33 148 - 593.85945 - 28.6 755s 57262 46119 632.32922 68 151 - 593.86485 - 28.7 760s 57825 46591 706.90166 74 136 - 593.87234 - 28.7 765s 58376 47062 740.39112 123 112 - 593.87385 - 28.7 770s 58992 47548 869.18150 207 103 - 593.87605 - 28.7 775s 59485 47883 648.34875 45 151 - 593.88388 - 28.7 780s 59913 48234 infeasible 126 - 593.89785 - 28.8 785s 60356 48588 691.54626 74 105 - 593.91444 - 28.9 790s 60797 48867 603.39376 34 147 - 593.92651 - 29.0 795s 61206 49232 746.23807 111 50 - 593.93523 - 29.0 800s 61662 49596 infeasible 132 - 593.93837 - 29.1 805s 62274 50103 693.71291 86 60 - 593.95368 - 29.1 810s 62859 50543 615.50573 32 125 - 594.00117 - 29.1 815s 63385 50970 613.30595 39 154 - 594.01174 - 29.1 820s 63950 51452 664.25710 80 70 - 594.01777 - 29.1 825s 64663 52058 618.18424 48 162 - 594.02463 - 29.1 830s 65145 52434 613.74033 38 195 - 594.03574 - 29.1 835s 65687 52889 751.99032 111 118 - 594.04270 - 29.1 840s 66340 53429 603.71237 49 122 - 594.05885 - 29.1 845s 66859 53812 610.39861 33 136 - 594.07552 - 29.2 850s 67321 54132 682.28150 86 158 - 594.10426 - 29.2 855s 67796 54492 642.29203 57 183 - 594.11621 - 29.3 860s 68382 54994 769.46575 119 90 - 594.12576 - 29.2 865s 68919 55438 712.32922 61 138 - 594.14495 - 29.3 870s 69475 55898 651.30139 65 128 - 594.15443 - 29.3 875s 69995 56329 643.88220 41 202 - 594.16724 - 29.3 880s 70610 56811 608.72079 38 133 - 594.17727 - 29.2 885s 71088 57209 681.58516 96 141 - 594.18681 - 29.3 890s 71407 57413 657.20142 61 177 - 594.19881 - 29.3 895s 72022 57967 742.62850 87 108 - 594.20862 - 29.3 900s 72483 58326 729.25720 99 108 - 594.21008 - 29.4 905s 73004 58765 702.73896 88 100 - 594.21978 - 29.4 910s 73589 59264 674.53937 86 120 - 594.23814 - 29.4 915s 74137 59734 648.07355 67 142 - 594.24761 - 29.5 920s 74624 60120 627.16255 45 204 - 594.26155 - 29.5 925s 75154 60516 626.71388 45 180 - 594.27270 - 29.5 930s 75772 61039 673.44902 114 71 - 594.27740 - 29.5 935s 76308 61479 629.11611 63 169 - 594.30613 - 29.6 940s 76714 61799 634.81662 59 113 - 594.31142 - 29.6 945s 77224 62176 infeasible 77 - 594.31486 - 29.7 950s 77690 62548 703.37428 92 96 - 594.31976 - 29.7 955s 78325 63092 636.14240 52 148 - 594.32771 - 29.7 960s 78882 63566 608.06697 49 144 - 594.33258 - 29.7 965s 79454 64040 599.56087 31 172 - 594.34400 - 29.7 970s 80050 64534 702.64087 107 91 - 594.36168 - 29.7 975s 80563 64921 697.36072 110 92 - 594.37204 - 29.8 980s 81196 65466 722.60408 122 102 - 594.38507 - 29.7 985s 81668 65866 676.71228 79 121 - 594.38772 - 29.7 990s 82296 66427 649.20214 54 134 - 594.39583 - 29.7 995s 82880 66904 655.41999 74 166 - 594.41586 - 29.7 1000s 83548 67495 683.32813 132 76 - 594.41782 - 29.7 1005s 84006 67808 606.03115 42 180 - 594.44187 - 29.7 1010s 84415 68164 697.37450 76 138 - 594.44691 - 29.8 1015s 85011 68664 616.90713 45 154 - 594.45154 - 29.7 1020s 85578 69166 767.54781 206 33 - 594.45818 - 29.7 1025s 86114 69575 610.68225 42 146 - 594.46894 - 29.7 1030s 86621 69997 628.09401 54 126 - 594.47435 - 29.8 1035s 87227 70518 674.29277 63 138 - 594.47913 - 29.7 1040s 87786 71006 736.47606 116 57 - 594.49337 - 29.7 1045s 88299 71438 646.74446 60 104 - 594.49893 - 29.7 1050s 88853 71894 638.46732 56 146 - 594.51208 - 29.7 1055s 89388 72338 610.75333 48 154 - 594.52301 - 29.7 1060s 90020 72849 604.21302 33 153 - 594.52913 - 29.7 1065s 90621 73326 628.29382 45 200 - 594.53411 - 29.7 1070s 91263 73862 650.41070 66 112 - 594.54240 - 29.7 1075s 91809 74332 690.05911 110 107 - 594.55586 - 29.7 1081s 92211 74651 646.45744 50 140 - 594.55798 - 29.7 1085s 92847 75181 infeasible 55 - 594.57228 - 29.7 1090s 93412 75628 772.46364 138 87 - 594.58350 - 29.7 1095s 93851 75947 615.48532 41 157 - 594.58761 - 29.7 1100s 94458 76472 658.71335 85 131 - 594.59916 - 29.7 1105s 95000 76921 797.72413 146 80 - 594.60496 - 29.7 1110s 95599 77423 642.50782 50 146 - 594.60762 - 29.7 1115s 96194 77907 599.09570 38 160 - 594.61279 - 29.7 1120s 96797 78410 622.30741 50 138 - 594.61786 - 29.7 1125s 97344 78842 663.80503 60 104 - 594.62133 - 29.7 1130s 97853 79268 629.96944 44 178 - 594.62653 - 29.8 1135s 98436 79742 631.83184 43 165 - 594.62945 - 29.7 1140s 98984 80263 760.63227 199 73 - 594.62945 - 29.7 1145s 99657 80837 707.06098 122 116 - 594.63173 - 29.7 1150s 100230 81321 607.29659 35 162 - 594.63516 - 29.7 1155s 100721 81716 623.65620 49 138 - 594.65265 - 29.7 1160s 101268 82214 773.40099 190 15 - 594.66259 - 29.7 1165s 101694 82565 781.69270 127 35 - 594.66668 - 29.6 1170s 102131 82932 722.33259 114 71 - 594.67644 - 29.6 1175s 102819 83462 infeasible 143 - 594.68301 - 29.6 1180s 103407 83946 617.99196 53 135 - 594.69301 - 29.6 1185s 103953 84438 721.59309 110 126 - 594.70160 - 29.6 1190s 104579 84944 infeasible 59 - 594.71361 - 29.6 1195s 105144 85430 599.63563 37 115 - 594.72107 - 29.6 1200s 105792 85969 698.80231 70 106 - 594.72468 - 29.6 1205s 106461 86547 806.20830 121 50 - 594.73369 - 29.5 1210s 107002 86977 639.35620 52 139 - 594.74220 - 29.5 1215s 107690 87566 606.67008 35 126 - 594.74837 - 29.5 1220s 108317 88038 640.58344 58 165 - 594.75964 - 29.5 1225s 108951 88578 611.44202 39 161 - 594.76612 - 29.5 1230s 109520 89052 714.37617 107 52 - 594.77643 - 29.5 1235s 110194 89609 601.83850 33 170 - 594.78440 - 29.5 1240s 110734 90063 644.08773 51 123 - 594.78687 - 29.5 1245s 111215 90508 724.51589 146 139 - 594.79031 - 29.6 1250s 111732 90891 597.36998 39 163 - 594.79764 - 29.6 1255s 112300 91418 699.79103 100 94 - 594.80176 - 29.6 1260s 112870 91900 700.96293 126 103 - 594.81026 - 29.6 1265s 113485 92393 618.13973 41 151 - 594.81448 - 29.6 1270s 114058 92877 640.87229 65 142 - 594.82320 - 29.6 1275s 114716 93440 653.24742 73 77 - 594.82765 - 29.6 1280s 115285 93944 612.25694 55 180 - 594.83737 - 29.6 1285s 115920 94483 684.94357 98 125 - 594.84392 - 29.5 1290s 116558 94985 infeasible 136 - 594.85265 - 29.5 1295s 117094 95416 638.26310 45 199 - 594.87421 - 29.5 1300s 117742 96018 791.94483 122 109 - 594.88511 - 29.5 1305s 118240 96391 608.68211 40 195 - 594.89235 - 29.5 1310s 118825 96915 722.39388 138 56 - 594.89643 - 29.5 1315s 119367 97374 597.03826 43 156 - 594.90117 - 29.5 1320s 119835 97778 638.90825 69 132 - 594.90703 - 29.5 1325s 120409 98247 infeasible 62 - 594.91256 - 29.5 1330s 120967 98702 602.11827 37 145 - 594.91878 - 29.6 1335s 121538 99202 621.64495 56 123 - 594.91939 - 29.6 1340s 122102 99687 626.24953 38 150 - 594.92645 - 29.6 1345s 122624 100150 603.93963 33 173 - 594.93105 - 29.5 1350s 123264 100704 650.28276 71 99 - 594.94183 - 29.5 1355s 123911 101259 661.50912 80 131 - 594.94730 - 29.5 1360s 124625 101883 612.17928 49 124 - 594.95108 - 29.5 1365s 125211 102344 614.46817 50 135 - 594.95819 - 29.5 1370s 125764 102839 692.53551 79 87 - 594.95990 - 29.5 1375s 126462 103446 774.33275 162 104 - 594.96639 - 29.4 1380s 127043 103930 infeasible 42 - 594.97111 - 29.5 1385s 127617 104413 656.51813 35 141 - 594.98203 - 29.4 1390s 128327 104995 599.37185 39 155 - 594.98319 - 29.4 1395s 128961 105521 620.06823 54 119 - 594.98783 - 29.4 1400s 129505 105926 657.52724 54 130 - 594.99415 - 29.4 1405s 130117 106486 809.12845 138 114 - 594.99575 - 29.4 1410s 130887 107159 625.08548 41 123 - 595.00377 - 29.4 1415s 131445 107626 676.36620 57 131 - 595.00755 - 29.4 1420s 132027 108080 637.91344 86 147 - 595.01724 - 29.4 1425s 132580 108532 769.48420 119 90 - 595.02610 - 29.4 1430s 133017 108822 653.80618 56 134 - 595.02770 - 29.4 1435s 133599 109314 596.07464 38 155 - 595.03416 - 29.4 1440s 134224 109822 623.39361 39 162 - 595.03970 - 29.4 1445s 134746 110266 646.03405 52 163 - 595.04481 - 29.4 1450s 135382 110789 603.59864 39 158 - 595.05318 - 29.4 1455s 136009 111329 673.32927 63 143 - 595.05581 - 29.4 1460s 136589 111825 633.18675 73 56 - 595.05741 - 29.4 1465s 137088 112233 624.67140 44 159 - 595.06964 - 29.4 1470s 137591 112611 711.20895 68 140 - 595.07852 - 29.4 1475s 138225 113136 696.79717 56 168 - 595.08133 - 29.4 1480s 138929 113773 715.67811 159 53 - 595.08324 - 29.4 1485s 139544 114266 623.16748 60 147 - 595.08536 - 29.4 1490s 140125 114738 689.11366 71 136 - 595.09066 - 29.4 1495s 140577 115068 609.36748 48 128 - 595.09528 - 29.4 1500s 141160 115578 651.70627 61 143 - 595.09944 - 29.4 1505s 141645 115951 729.96215 122 44 - 595.10703 - 29.4 1510s 142263 116467 655.67220 75 102 - 595.11448 - 29.4 1515s 142870 116966 617.29131 45 146 - 595.12132 - 29.4 1520s 143156 117190 623.28757 37 154 - 595.12731 - 29.4 1525s 143808 117729 649.04148 81 130 - 595.12850 - 29.4 1530s 144379 118164 668.76416 72 103 - 595.14034 - 29.4 1535s 144882 118555 647.55184 56 161 - 595.15034 - 29.4 1540s 145466 119036 infeasible 41 - 595.15555 - 29.4 1545s 145912 119395 671.79142 104 89 - 595.16753 - 29.4 1550s 146400 119761 614.31291 40 157 - 595.17518 - 29.5 1555s 147008 120305 723.45823 151 63 - 595.17544 - 29.4 1560s 147586 120789 777.69928 134 91 - 595.18766 - 29.4 1565s 148198 121258 681.56066 70 120 - 595.19507 - 29.4 1570s 148698 121647 infeasible 89 - 595.19692 - 29.5 1575s 149309 122124 595.99240 30 144 - 595.20216 - 29.5 1580s 149919 122618 636.76416 71 131 - 595.20891 - 29.4 1585s 150376 122996 691.95585 114 74 - 595.21409 - 29.5 1590s 150946 123448 622.90762 58 153 - 595.21731 - 29.5 1595s 151598 124006 668.72358 67 128 - 595.22093 - 29.5 1600s 152086 124401 756.15689 125 131 - 595.23093 - 29.5 1605s 152720 124905 622.49055 49 98 - 595.23889 - 29.5 1610s 153104 125223 669.72941 69 130 - 595.24478 - 29.5 1615s 153715 125747 638.22027 54 135 - 595.24742 - 29.5 1620s 154322 126209 664.68368 80 112 - 595.26011 - 29.5 1625s 154997 126800 649.15503 62 103 - 595.26442 - 29.5 1630s 155503 127233 673.69889 85 110 - 595.27091 - 29.5 1635s 156091 127726 596.46049 35 161 - 595.27726 - 29.5 1640s 156675 128202 infeasible 72 - 595.28385 - 29.5 1645s 157375 128777 595.37908 34 132 - 595.29027 - 29.5 1650s 158013 129324 668.41134 58 108 - 595.29439 - 29.5 1655s 158490 129674 604.48976 45 171 - 595.30088 - 29.5 1660s 159136 130199 802.39023 134 69 - 595.30276 - 29.5 1665s 159678 130641 606.83317 33 161 - 595.30591 - 29.5 1670s 160272 131139 716.89272 134 63 - 595.30873 - 29.5 1675s 160853 131626 631.23087 52 137 - 595.31732 - 29.5 1680s 161426 132112 652.51091 80 113 - 595.31878 - 29.5 1685s 161975 132563 768.75602 129 122 - 595.32095 - 29.5 1690s 162511 132996 597.74031 33 172 - 595.32718 - 29.5 1695s 163109 133542 626.70116 81 125 - 595.33171 - 29.5 1700s 163508 133866 642.14582 78 106 - 595.33363 - 29.5 1705s 164046 134313 691.46275 115 72 - 595.33691 - 29.5 1710s 164733 134861 infeasible 132 - 595.34143 - 29.5 1715s 165396 135411 infeasible 163 - 595.34522 - 29.5 1720s 165950 135862 668.09687 77 138 - 595.34919 - 29.5 1725s 166605 136412 599.59758 41 183 - 595.36222 - 29.5 1730s 167237 136970 648.97299 65 88 - 595.36707 - 29.5 1735s 167786 137408 602.39572 40 136 - 595.37510 - 29.5 1740s 168310 137798 635.86189 63 167 - 595.37640 - 29.5 1745s 168820 138176 infeasible 40 - 595.37964 - 29.5 1750s 169416 138690 660.72596 49 154 - 595.38342 - 29.5 1755s 169964 139149 648.68092 31 189 - 595.38938 - 29.5 1760s 170539 139625 623.00032 38 135 - 595.39389 - 29.5 1765s 170962 139922 684.04079 76 126 - 595.39817 - 29.6 1770s 171422 140296 746.59827 121 72 - 595.40548 - 29.6 1775s 171955 140740 778.24532 176 87 - 595.41152 - 29.6 1780s 172487 141136 603.77143 40 155 - 595.41804 - 29.6 1785s 173118 141669 662.30799 86 130 - 595.41875 - 29.6 1790s 173507 142000 709.63329 89 112 - 595.42151 - 29.6 1795s 174188 142523 750.79690 101 116 - 595.42758 - 29.6 1800s 174718 142889 635.51680 59 89 - 595.43632 - 29.6 1805s 175270 143299 706.95983 69 127 - 595.43997 - 29.6 1810s 175752 143657 644.30742 40 128 - 595.44556 - 29.6 1815s 176314 144099 651.53821 82 111 - 595.45240 - 29.6 1820s 176924 144619 infeasible 43 - 595.45866 - 29.6 1825s 177466 145051 684.13630 98 103 - 595.46217 - 29.6 1830s 178069 145557 721.04507 101 133 - 595.46866 - 29.6 1835s 178626 146017 666.70135 59 122 - 595.47255 - 29.6 1840s 179321 146608 728.40603 119 72 - 595.47471 - 29.6 1845s 179792 146955 630.65549 50 138 - 595.47927 - 29.6 1850s 180302 147393 703.69822 103 87 - 595.48613 - 29.7 1855s 180898 147842 609.85714 51 118 - 595.49245 - 29.6 1860s 181461 148308 645.10215 51 159 - 595.49724 - 29.6 1865s 182030 148796 702.21718 94 119 - 595.50049 - 29.7 1870s 182629 149283 694.69275 66 120 - 595.50573 - 29.7 1875s 183196 149759 668.42656 72 154 - 595.51198 - 29.7 1880s 183707 150222 737.33814 98 106 - 595.51460 - 29.7 1885s 184336 150764 767.32749 170 75 - 595.51609 - 29.6 1890s 184865 151203 648.88517 109 99 - 595.52068 - 29.7 1895s 185512 151751 875.49717 207 100 - 595.52464 - 29.7 1900s 185988 152096 710.35354 109 63 - 595.53307 - 29.7 1905s 186553 152529 641.91380 78 155 - 595.53956 - 29.7 1910s 187210 153102 652.54309 107 54 - 595.54087 - 29.6 1915s 187739 153513 623.55245 40 126 - 595.54506 - 29.7 1920s 188418 154103 607.50992 52 90 - 595.55077 - 29.6 1925s 189038 154646 665.37828 44 125 - 595.55514 - 29.6 1930s 189631 155133 629.86211 53 137 - 595.56143 - 29.6 1935s 190272 155629 681.61278 80 127 - 595.57174 - 29.6 1940s 190986 156227 673.71929 68 125 - 595.57736 - 29.6 1945s 191634 156783 622.67349 52 127 - 595.58098 - 29.6 1950s 192265 157339 841.85226 155 106 - 595.58194 - 29.6 1955s 192890 157889 780.26873 165 79 - 595.58521 - 29.6 1960s 193538 158406 657.30528 38 177 - 595.59349 - 29.6 1965s 194027 158796 640.03014 61 84 - 595.59436 - 29.6 1970s 194545 159238 623.82583 68 105 - 595.59716 - 29.6 1975s 195261 159863 627.43150 56 138 - 595.59937 - 29.6 1980s 195746 160268 681.27334 94 157 - 595.60037 - 29.6 1985s 196324 160745 677.27701 88 157 - 595.60949 - 29.6 1990s 196966 161288 623.68649 41 166 - 595.62034 - 29.6 1995s 197505 161728 646.11525 52 166 - 595.62441 - 29.6 2000s 198157 162271 756.11386 126 62 - 595.63287 - 29.6 2005s 198753 162794 776.19858 209 12 - 595.63492 - 29.6 2010s 199315 163239 602.12742 48 136 - 595.64131 - 29.6 2015s 199913 163724 infeasible 50 - 595.64233 - 29.6 2020s 200452 164204 692.11573 188 48 - 595.64588 - 29.6 2025s 201064 164675 614.21332 43 150 - 595.64930 - 29.6 2030s 201587 165114 786.28291 107 106 - 595.65495 - 29.6 2035s 202153 165560 657.15759 78 146 - 595.66207 - 29.6 2040s 202597 165873 623.68813 35 189 - 595.66912 - 29.6 2045s 203173 166363 648.31120 70 141 - 595.67247 - 29.6 2050s 203709 166830 781.66563 96 139 - 595.67300 - 29.6 2055s 204183 167247 618.84441 61 162 - 595.67453 - 29.6 2060s 204726 167685 886.88863 213 93 - 595.67680 - 29.6 2065s 205360 168227 761.00386 119 84 - 595.68020 - 29.6 2070s 205947 168708 771.95798 110 89 - 595.68327 - 29.6 2075s 206492 169120 633.89966 70 107 - 595.68788 - 29.6 2080s 207038 169548 651.68853 74 118 - 595.68997 - 29.6 2085s 207667 170041 648.19445 56 124 - 595.69327 - 29.6 2090s 208211 170496 612.92165 48 108 - 595.69762 - 29.6 2095s 208763 170951 616.19869 50 144 - 595.69961 - 29.6 2100s 209342 171396 683.81589 91 93 - 595.70437 - 29.6 2105s 209980 171969 817.87256 207 67 - 595.70878 - 29.6 2110s 210605 172406 618.16712 59 153 - 595.71313 - 29.6 2115s 211318 172996 644.54561 50 136 - 595.71864 - 29.6 2120s 211880 173504 649.10302 86 105 - 595.72572 - 29.6 2125s 212559 174063 746.94858 114 96 - 595.73049 - 29.6 2130s 213133 174556 667.89008 87 124 - 595.73614 - 29.6 2135s 213800 175088 617.05517 49 194 - 595.74302 - 29.6 2140s 214310 175540 628.75851 56 144 - 595.74768 - 29.6 2146s 214728 175845 639.29717 43 139 - 595.75519 - 29.6 2150s 215229 176252 656.33814 51 146 - 595.75897 - 29.6 2155s 215786 176706 645.97308 68 128 - 595.76162 - 29.6 2160s 216249 177089 692.39300 118 59 - 595.76291 - 29.6 2165s 216831 177535 662.74298 60 114 - 595.76555 - 29.6 2170s 217456 178067 619.40678 50 164 - 595.76921 - 29.6 2175s 218069 178591 705.59374 110 121 - 595.77267 - 29.6 2180s 218668 179097 627.07631 46 149 - 595.77740 - 29.6 2185s 219220 179557 627.19347 50 135 - 595.78446 - 29.6 2190s 219744 180023 711.39037 109 141 - 595.79136 - 29.6 2195s 220287 180506 714.56235 132 100 - 595.79181 - 29.6 2200s 220949 181001 598.84680 35 172 - 595.79731 - 29.6 2205s 221573 181550 636.79250 52 158 - 595.80307 - 29.6 2210s 222228 182091 602.58631 38 158 - 595.80635 - 29.6 2215s 222772 182571 639.57603 84 110 - 595.80974 - 29.6 2220s 223328 182984 620.05331 49 117 - 595.81837 - 29.6 2225s 223858 183392 651.08481 61 143 - 595.82101 - 29.6 2230s 224378 183826 652.59578 64 118 - 595.82368 - 29.6 2235s 224805 184184 614.50266 46 125 - 595.83012 - 29.6 2240s 225372 184673 649.09665 60 103 - 595.83284 - 29.6 2245s 225995 185160 infeasible 38 - 595.84286 - 29.6 2250s 226513 185593 656.39161 52 126 - 595.84870 - 29.6 2255s 227123 186059 602.75081 35 163 - 595.85256 - 29.6 2260s 227747 186600 665.35948 100 78 - 595.85523 - 29.6 2265s 228251 186987 622.77737 55 132 - 595.85884 - 29.6 2270s 228915 187535 683.32310 51 141 - 595.86613 - 29.6 2275s 229493 188054 696.49889 119 73 - 595.86754 - 29.6 2280s 230107 188555 606.40193 60 145 - 595.87183 - 29.6 2285s 230635 189020 infeasible 58 - 595.87499 - 29.6 2290s 231366 189664 642.82505 44 120 - 595.88153 - 29.6 2295s 231911 190079 771.25268 77 155 - 595.89116 - 29.6 2300s 232537 190560 679.48557 103 135 - 595.89484 - 29.6 2305s 233062 190977 633.30497 33 143 - 595.90022 - 29.6 2310s 233674 191493 615.45297 52 129 - 595.90245 - 29.6 2315s 234391 192101 infeasible 150 - 595.90497 - 29.6 2320s 234934 192598 702.51246 126 138 - 595.90607 - 29.6 2325s 235563 193093 636.48524 60 132 - 595.90882 - 29.6 2330s 236148 193558 627.36967 53 159 - 595.91385 - 29.6 2335s 236706 193983 607.08421 39 129 - 595.92436 - 29.6 2340s 237220 194395 626.90137 72 114 - 595.92640 - 29.6 2345s 237700 194775 707.05636 98 157 - 595.92961 - 29.6 2350s 238364 195342 598.22668 39 156 - 595.93543 - 29.6 2355s 239083 195969 739.17655 144 115 - 595.93613 - 29.6 2360s 239676 196450 647.91508 69 122 - 595.94195 - 29.6 2365s 240269 196947 651.63410 80 164 - 595.94592 - 29.6 2370s 240803 197394 605.55611 40 157 - 595.94821 - 29.6 2375s 241080 197609 667.77219 66 167 - 595.94911 - 29.6 2380s 241615 197988 infeasible 48 - 595.95165 - 29.6 2385s 242289 198539 infeasible 73 - 595.95335 - 29.6 2390s 242590 198809 669.64556 78 149 - 595.95427 - 29.7 2395s 243311 199432 616.65474 37 143 - 595.95951 - 29.7 2400s 244028 200054 803.06911 150 74 - 595.96057 - 29.6 2405s 244638 200537 infeasible 53 - 595.96438 - 29.6 2410s 245064 200909 646.49046 63 127 - 595.97080 - 29.6 2415s 245514 201233 infeasible 54 - 595.97506 - 29.7 2420s 246117 201701 609.56219 37 162 - 595.97834 - 29.7 2425s 246690 202185 724.14723 83 158 - 595.98431 - 29.7 2430s 247288 202673 671.68882 70 139 - 595.98710 - 29.7 2435s 247965 203216 619.63738 52 118 - 595.99251 - 29.7 2440s 248655 203811 infeasible 46 - 595.99846 - 29.6 2445s 249212 204283 623.70616 45 116 - 596.00649 - 29.6 2450s 249717 204753 672.51297 110 135 - 596.00950 - 29.7 2455s 250243 205190 716.33217 113 103 - 596.01024 - 29.7 2460s 250616 205493 673.66662 74 169 - 596.01189 - 29.7 2465s 251244 205997 699.06732 108 101 - 596.01619 - 29.7 2470s 251880 206535 631.38278 48 184 - 596.02089 - 29.7 2475s 252486 207053 690.86288 75 135 - 596.02788 - 29.7 2480s 253087 207496 615.56589 51 146 - 596.02920 - 29.7 2485s 253627 207901 666.62647 60 151 - 596.03293 - 29.7 2490s 254309 208509 784.75937 130 91 - 596.03612 - 29.7 2495s 254866 208920 infeasible 56 - 596.04185 - 29.7 2500s 255225 209197 600.04712 38 190 - 596.04685 - 29.7 2505s 255840 209728 612.13027 42 146 - 596.05037 - 29.7 2510s 256436 210223 668.89787 80 145 - 596.05521 - 29.7 2515s 257032 210723 642.81707 51 142 - 596.06034 - 29.7 2520s 257632 211239 599.54122 39 130 - 596.06618 - 29.7 2525s 258304 211819 677.09674 87 112 - 596.06867 - 29.7 2530s 258990 212408 762.47755 167 76 - 596.07039 - 29.7 2535s 259542 212810 infeasible 48 - 596.07250 - 29.7 2540s 260098 213278 624.73163 38 159 - 596.07742 - 29.7 2545s 260590 213663 669.50736 73 137 - 596.08136 - 29.7 2550s 261202 214169 infeasible 44 - 596.08482 - 29.7 2555s 261747 214621 663.55909 52 141 - 596.08751 - 29.7 2560s 262288 215069 712.68727 134 39 - 596.08903 - 29.7 2565s *262323 177289 160 727.0000000 596.08903 18.0% 29.7 2565s H262500 174198 723.0000000 596.09051 17.6% 29.7 2567s 262501 174199 704.32605 126 133 723.00000 596.09051 17.6% 29.7 2701s 262503 174200 638.08141 59 199 723.00000 596.09051 17.6% 29.7 2707s 262504 174201 605.47703 44 159 723.00000 596.09051 17.6% 29.7 2713s 262505 174202 681.50643 93 163 723.00000 596.09051 17.6% 29.7 2722s 262506 174202 666.92863 84 181 723.00000 596.09051 17.6% 29.7 2730s 262507 174203 605.47703 44 204 723.00000 596.09051 17.6% 29.7 2741s 262508 174204 686.20465 72 178 723.00000 596.09051 17.6% 29.7 2750s 262509 174204 605.47703 44 174 723.00000 596.09051 17.6% 29.7 2758s 262510 174205 657.13188 57 168 723.00000 596.09051 17.6% 29.7 2765s 262511 174206 666.67855 97 180 723.00000 596.09051 17.6% 29.7 2774s 262512 174206 605.47703 44 191 723.00000 596.09051 17.6% 29.7 2785s 262513 174207 666.67855 97 178 723.00000 596.09051 17.6% 29.7 2794s 262514 174208 639.08692 82 183 723.00000 596.09051 17.6% 29.7 2800s 262515 174208 670.88866 80 195 723.00000 596.09051 17.6% 29.7 2809s 262516 174209 666.92863 84 207 723.00000 596.09051 17.6% 29.7 2821s 262517 174210 618.46470 43 214 723.00000 596.09051 17.6% 29.7 2831s 262518 174210 638.08141 59 210 723.00000 596.09051 17.6% 29.7 2841s 262519 174211 639.08692 82 213 723.00000 596.09051 17.6% 29.7 2847s 262520 174212 645.14810 73 213 723.00000 596.09051 17.6% 29.7 2852s 262525 174217 596.09051 22 192 723.00000 596.09051 17.6% 29.7 2855s 262579 174253 604.51389 49 177 723.00000 596.09051 17.6% 29.7 2860s 262705 174322 627.30934 62 199 723.00000 596.09051 17.6% 29.7 2865s 262771 174366 629.92627 95 209 723.00000 596.09051 17.6% 29.8 2870s 262999 174485 640.34841 67 190 723.00000 596.09051 17.6% 29.8 2875s 263275 174617 631.92225 66 125 723.00000 596.09051 17.6% 29.8 2880s 263736 174860 674.62184 51 134 723.00000 596.09051 17.6% 29.7 2885s H264193 166338 718.0000000 596.09051 17.0% 29.7 2893s 264257 166377 684.01995 85 121 718.00000 596.09051 17.0% 29.7 2895s 264646 166546 631.81483 37 218 718.00000 596.09051 17.0% 29.7 2900s 265101 166754 596.09051 55 147 718.00000 596.09051 17.0% 29.7 2905s 265427 166908 708.26793 106 126 718.00000 596.09051 17.0% 29.7 2910s 265764 167038 698.96193 98 146 718.00000 596.09051 17.0% 29.7 2915s 266244 167273 641.22257 80 143 718.00000 596.09051 17.0% 29.7 2920s 266750 167525 697.41839 145 125 718.00000 596.09051 17.0% 29.7 2925s 267226 167763 686.78693 60 163 718.00000 596.09051 17.0% 29.7 2930s 267777 168027 614.45695 79 143 718.00000 596.09051 17.0% 29.7 2935s 268377 168344 636.87498 115 115 718.00000 596.09051 17.0% 29.7 2940s 268929 168612 647.71101 86 110 718.00000 596.09051 17.0% 29.6 2945s 269619 168920 623.38896 66 164 718.00000 596.09051 17.0% 29.6 2950s 270110 169138 662.64804 108 130 718.00000 596.09051 17.0% 29.6 2955s 270600 169355 618.69686 61 160 718.00000 596.09051 17.0% 29.6 2960s 271182 169630 596.09051 44 174 718.00000 596.09051 17.0% 29.6 2965s 271834 169912 599.59588 82 183 718.00000 596.09051 17.0% 29.6 2970s 272114 170089 682.81935 165 144 718.00000 596.09051 17.0% 29.6 2975s 272804 170387 598.52619 43 146 718.00000 596.09051 17.0% 29.6 2980s H273208 162249 715.0000000 596.09051 16.6% 29.6 2983s 273473 162371 infeasible 74 715.00000 596.09051 16.6% 29.6 2985s 273970 162548 693.25314 102 116 715.00000 596.09051 16.6% 29.6 2990s 274597 162845 616.47828 52 132 715.00000 596.09051 16.6% 29.6 2995s H274969 155083 712.0000000 596.09051 16.3% 29.6 3003s 275051 155120 633.10018 67 124 712.00000 596.09051 16.3% 29.6 3005s 275562 155367 infeasible 60 712.00000 596.09051 16.3% 29.6 3010s 275859 155470 infeasible 67 712.00000 596.09051 16.3% 29.6 3015s 276491 155802 686.55958 168 127 712.00000 596.09051 16.3% 29.5 3020s 277166 156053 653.83937 112 188 712.00000 596.09051 16.3% 29.5 3025s 277761 156321 633.83909 67 168 712.00000 596.09051 16.3% 29.5 3030s 278448 156656 685.58322 222 159 712.00000 596.09051 16.3% 29.5 3035s 279160 156927 685.81499 156 168 712.00000 596.09051 16.3% 29.5 3040s 279848 157233 600.49060 56 142 712.00000 596.09051 16.3% 29.4 3045s 280557 157580 596.09051 66 203 712.00000 596.09051 16.3% 29.4 3050s 281189 157877 630.86759 34 147 712.00000 596.09051 16.3% 29.4 3055s 281920 158192 688.80167 188 115 712.00000 596.09051 16.3% 29.4 3060s 282482 158419 700.93797 60 174 712.00000 596.09051 16.3% 29.4 3065s 283046 158650 689.19414 77 128 712.00000 596.09051 16.3% 29.4 3070s 283685 158890 651.14537 120 128 712.00000 596.09051 16.3% 29.3 3075s 284328 159134 596.09051 55 152 712.00000 596.09051 16.3% 29.3 3080s 284879 159394 691.69791 255 72 712.00000 596.09051 16.3% 29.3 3085s 285517 159675 628.20197 39 157 712.00000 596.09051 16.3% 29.3 3090s 285952 159882 infeasible 72 712.00000 596.09051 16.3% 29.3 3095s 286525 160140 597.81447 61 174 712.00000 596.09051 16.3% 29.3 3100s 287105 160381 600.20122 59 149 712.00000 596.09051 16.3% 29.3 3105s 287360 160493 597.91351 36 142 712.00000 596.09051 16.3% 29.3 3110s 287379 160505 599.09986 55 121 712.00000 596.09051 16.3% 29.3 3115s 287393 160515 601.05887 69 120 712.00000 596.09051 16.3% 29.3 3120s 287404 160522 602.48084 80 207 712.00000 596.09051 16.3% 29.3 3125s 287419 160522 654.27210 87 117 712.00000 596.09051 16.3% 29.3 3130s 287432 160522 601.57369 36 168 712.00000 596.09051 16.3% 29.3 3135s 287441 160528 604.04373 45 150 712.00000 596.09051 16.3% 29.3 3140s 287449 160533 627.25902 53 149 712.00000 596.09051 16.3% 29.3 3145s 287457 160538 628.29094 61 175 712.00000 596.09051 16.3% 29.3 3150s 287461 160541 632.33218 65 151 712.00000 596.09051 16.3% 29.3 3155s 287955 160755 658.47996 76 178 712.00000 596.09051 16.3% 29.3 3160s 288494 160985 686.15186 96 169 712.00000 596.09051 16.3% 29.3 3165s 288849 161144 694.86722 159 121 712.00000 596.09051 16.3% 29.3 3170s 289358 161391 671.83984 130 123 712.00000 596.09051 16.3% 29.3 3175s 290092 161726 601.30649 90 175 712.00000 596.09051 16.3% 29.2 3180s 290409 161833 664.29415 80 151 712.00000 596.09051 16.3% 29.3 3185s H290687 154407 711.0000000 596.09051 16.2% 29.3 3187s 291011 154551 617.87021 60 200 711.00000 596.09051 16.2% 29.2 3190s 291647 154846 616.97576 52 143 711.00000 596.09051 16.2% 29.2 3195s H291972 147657 707.0000000 596.09051 15.7% 29.2 3209s 292037 147690 597.53608 37 142 707.00000 596.09051 15.7% 29.2 3210s 292613 147971 667.86832 198 133 707.00000 596.09051 15.7% 29.2 3215s 293208 148243 658.77344 109 114 707.00000 596.09051 15.7% 29.2 3220s 293830 148466 598.98037 44 151 707.00000 596.09051 15.7% 29.2 3225s 294399 148732 654.63798 71 150 707.00000 596.09051 15.7% 29.2 3230s 295115 149016 infeasible 82 707.00000 596.09051 15.7% 29.2 3235s 295602 149186 629.99311 64 163 707.00000 596.09051 15.7% 29.2 3240s 296109 149398 674.56459 93 147 707.00000 596.09051 15.7% 29.1 3245s 296739 149615 667.38285 49 197 707.00000 596.09051 15.7% 29.1 3250s 297182 149803 633.71942 113 158 707.00000 596.09051 15.7% 29.1 3255s 297790 150027 649.92981 75 150 707.00000 596.09051 15.7% 29.1 3260s 298561 150336 653.38311 78 169 707.00000 596.09051 15.7% 29.1 3265s 299051 150525 614.64646 54 153 707.00000 596.09051 15.7% 29.1 3270s 299737 150798 601.49443 37 128 707.00000 596.09051 15.7% 29.1 3275s 300233 150985 702.00560 72 130 707.00000 596.09051 15.7% 29.1 3280s 300876 151284 660.94019 94 157 707.00000 596.09051 15.7% 29.1 3285s 301608 151667 infeasible 65 707.00000 596.09051 15.7% 29.0 3290s 302261 151976 644.87680 53 192 707.00000 596.09051 15.7% 29.0 3295s 302967 152258 611.69138 79 149 707.00000 596.09051 15.7% 29.0 3300s 303594 152508 646.14197 77 165 707.00000 596.09051 15.7% 29.0 3305s 304172 152773 633.11691 42 179 707.00000 596.09051 15.7% 29.0 3310s 304773 153049 655.61230 93 125 707.00000 596.09051 15.7% 29.0 3315s 305167 153195 607.62735 46 183 707.00000 596.09051 15.7% 29.0 3320s 305592 153377 633.48997 72 167 707.00000 596.09051 15.7% 29.0 3325s 306208 153642 infeasible 115 707.00000 596.09051 15.7% 29.0 3331s 306781 153904 601.75560 59 167 707.00000 596.09051 15.7% 29.0 3335s 307455 154210 694.70197 131 190 707.00000 596.09051 15.7% 28.9 3340s 308088 154466 627.22919 72 110 707.00000 596.11226 15.7% 28.9 3345s 308746 154736 665.19867 59 113 707.00000 596.14495 15.7% 28.9 3350s 309263 154902 infeasible 48 707.00000 596.18234 15.7% 28.9 3355s 309817 155121 cutoff 105 707.00000 596.20322 15.7% 28.9 3360s 310520 155426 597.55830 47 145 707.00000 596.22394 15.7% 28.9 3365s 311160 155715 688.65210 163 133 707.00000 596.24526 15.7% 28.9 3370s 311920 156052 670.10472 203 119 707.00000 596.27368 15.7% 28.9 3375s 312628 156349 596.35777 37 133 707.00000 596.29855 15.7% 28.8 3380s 313330 156682 cutoff 106 707.00000 596.31057 15.7% 28.8 3385s 314079 156971 679.04893 124 100 707.00000 596.35638 15.6% 28.8 3390s 314627 157192 633.57056 76 158 707.00000 596.36825 15.6% 28.8 3400s 315124 157394 608.29009 63 151 707.00000 596.39074 15.6% 28.8 3405s 315795 157658 629.74315 74 144 707.00000 596.41005 15.6% 28.8 3410s 316329 157868 604.96272 44 135 707.00000 596.43266 15.6% 28.8 3415s 316904 158115 675.85508 98 154 707.00000 596.45183 15.6% 28.8 3420s 317521 158359 616.83513 56 165 707.00000 596.47631 15.6% 28.8 3425s 318071 158600 669.53023 57 159 707.00000 596.49289 15.6% 28.8 3430s 318728 158856 600.21034 43 132 707.00000 596.52242 15.6% 28.7 3435s 319323 159129 infeasible 74 707.00000 596.53654 15.6% 28.7 3440s 319827 159329 615.19881 58 156 707.00000 596.55979 15.6% 28.7 3445s 320582 159708 629.75174 63 149 707.00000 596.56955 15.6% 28.7 3450s 321220 159955 620.71148 68 199 707.00000 596.58197 15.6% 28.7 3455s 321818 160221 614.31941 48 161 707.00000 596.60583 15.6% 28.7 3460s 322534 160522 656.35328 60 131 707.00000 596.62603 15.6% 28.7 3465s 323136 160784 628.82682 62 140 707.00000 596.64495 15.6% 28.7 3470s 323671 161009 702.55106 103 126 707.00000 596.65716 15.6% 28.7 3475s 324288 161234 603.61127 45 131 707.00000 596.67837 15.6% 28.6 3480s 324819 161458 644.54909 82 174 707.00000 596.69400 15.6% 28.6 3485s 325436 161676 665.98775 92 130 707.00000 596.72057 15.6% 28.6 3490s 326098 161955 598.41690 51 161 707.00000 596.74751 15.6% 28.6 3495s 326610 162197 682.48009 101 115 707.00000 596.76501 15.6% 28.6 3501s 327126 162414 631.12331 70 152 707.00000 596.78327 15.6% 28.6 3505s 327838 162719 630.41645 103 118 707.00000 596.79986 15.6% 28.6 3510s 328451 162947 609.60015 55 193 707.00000 596.81456 15.6% 28.6 3515s 329121 163190 676.26406 51 162 707.00000 596.83459 15.6% 28.6 3520s 329729 163470 702.11865 97 162 707.00000 596.84336 15.6% 28.5 3525s 330409 163767 674.48330 136 135 707.00000 596.86272 15.6% 28.5 3530s 331047 164041 599.07410 72 123 707.00000 596.88911 15.6% 28.5 3535s H331169 157105 705.0000000 596.89588 15.3% 28.5 3536s 331170 157107 608.41975 60 156 705.00000 596.89588 15.3% 28.5 3555s 331503 157231 627.10733 52 210 705.00000 596.90884 15.3% 28.5 3560s 331849 157365 676.07362 177 98 705.00000 596.92078 15.3% 28.5 3565s 332322 157580 658.12479 153 79 705.00000 596.93068 15.3% 28.5 3570s 332994 157860 622.26133 62 129 705.00000 596.94790 15.3% 28.5 3575s 333677 158162 615.67065 90 162 705.00000 596.96206 15.3% 28.5 3580s 334165 158377 680.82260 140 128 705.00000 596.97551 15.3% 28.5 3585s 334811 158710 645.10034 117 149 705.00000 596.99402 15.3% 28.5 3590s 335599 159022 605.75953 68 164 705.00000 597.01938 15.3% 28.5 3595s Cutting planes: Learned: 50 Gomory: 80 Cover: 218 Implied bound: 11 Clique: 10 MIR: 597 GUB cover: 37 Zero half: 138 Explored 336192 nodes (9577630 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 7.050000000000e+02, best bound 5.980000000000e+02, gap 15.1773%