Gurobi 5.0.1 (linux64) logging started Mon Dec 31 12:12:44 2012 Optimize a model with 6722 rows, 6561 columns and 42410 nonzeros Presolve removed 1348 rows and 1761 columns Presolve time: 0.10s Presolved: 5374 rows, 4800 columns, 34717 nonzeros Variable types: 80 continuous, 4720 integer (4720 binary) Root relaxation: objective 4.444158e+02, 733 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 444.41577 0 169 - 444.41577 - - 0s 0 0 461.44818 0 143 - 461.44818 - - 0s 0 0 463.07729 0 163 - 463.07729 - - 0s 0 0 463.96401 0 183 - 463.96401 - - 0s 0 0 464.66672 0 184 - 464.66672 - - 0s 0 0 465.56056 0 179 - 465.56056 - - 0s 0 0 465.56056 0 177 - 465.56056 - - 0s 0 0 465.68022 0 180 - 465.68022 - - 1s 0 0 465.68022 0 181 - 465.68022 - - 1s 0 0 465.77961 0 167 - 465.77961 - - 1s 0 0 465.92961 0 178 - 465.92961 - - 1s 0 0 465.92961 0 193 - 465.92961 - - 1s 0 0 465.92961 0 171 - 465.92961 - - 1s 0 0 465.92961 0 154 - 465.92961 - - 1s 0 0 465.92961 0 168 - 465.92961 - - 1s 0 0 465.92961 0 171 - 465.92961 - - 1s 0 0 465.92961 0 163 - 465.92961 - - 2s 0 2 466.02484 0 163 - 466.02484 - - 3s 163 162 571.80997 126 60 - 466.95342 - 17.6 5s 603 520 570.47617 52 167 - 469.46532 - 17.8 10s 605 522 625.27703 76 175 - 470.43271 - 17.8 15s 607 523 579.82022 119 160 - 479.96506 - 17.7 22s 608 524 546.34330 35 140 - 480.91021 - 17.7 29s 609 524 540.58604 31 168 - 481.95614 - 17.7 36s 610 525 641.82238 160 130 - 482.37966 - 17.6 43s 611 526 488.59383 24 137 - 482.39768 - 17.6 49s 612 526 537.45570 44 191 - 482.41975 - 17.6 50s 613 527 571.52575 110 146 - 482.42446 - 17.5 57s 615 528 582.13296 97 168 - 482.61907 - 17.5 63s 616 529 537.45570 44 158 - 482.66324 - 17.5 67s 619 531 488.59383 24 144 - 482.88347 - 17.4 76s 623 534 582.13296 97 216 - 483.31923 - 17.3 81s 625 535 537.45570 44 152 - 483.51930 - 17.2 88s 627 536 661.56507 181 209 - 483.59605 - 17.2 90s 631 539 540.58604 31 218 - 484.64885 - 17.0 96s 634 541 537.45570 44 220 - 484.96138 - 17.0 100s 637 543 571.52575 110 217 - 485.45016 - 16.9 105s 642 548 572.57695 60 163 - 485.50362 - 33.0 110s 645 550 567.24044 48 153 - 485.50362 - 32.8 121s 649 553 540.58604 31 218 - 486.13292 - 32.6 125s 654 556 597.91329 160 212 - 486.16718 - 32.4 130s 839 681 583.17628 122 102 - 486.21679 - 39.7 135s 1276 919 599.43622 52 94 - 487.26831 - 38.8 140s 1642 1126 606.05458 138 85 - 487.26831 - 39.2 145s 2077 1324 661.44868 85 127 - 487.29027 - 39.5 150s 2503 1600 628.36304 187 58 - 487.43980 - 39.6 155s 3115 2075 502.12320 43 92 - 487.57674 - 37.5 160s 3514 2446 549.65320 81 135 - 487.72198 - 38.4 165s 3960 2846 562.26786 94 104 - 487.75570 - 38.3 170s 4275 3130 670.50897 92 109 - 487.78046 - 39.8 175s 4754 3551 577.73606 89 95 - 488.11724 - 39.2 180s 5086 3821 604.30000 85 79 - 488.32967 - 40.2 185s 5593 4287 538.07629 65 122 - 488.33579 - 39.5 190s 6022 4674 681.35805 176 74 - 488.41492 - 39.8 195s 6716 5300 632.95134 87 123 - 488.51747 - 38.4 200s 7199 5727 702.54362 233 43 - 488.72562 - 38.2 205s 7735 6157 515.13809 60 100 - 488.86392 - 37.8 210s 8363 6687 514.29238 44 150 - 489.33655 - 37.2 215s 8897 7159 660.05944 80 113 - 489.35986 - 37.2 220s 9304 7525 571.97922 95 87 - 489.53530 - 37.5 225s 9656 7815 498.10588 39 155 - 489.71266 - 38.1 230s 10108 8199 521.74465 83 141 - 490.00496 - 38.2 235s 10417 8460 509.07582 41 172 - 490.25296 - 38.4 240s 10919 8903 607.07240 104 82 - 490.59686 - 38.3 245s 11466 9397 670.56895 141 78 - 490.62483 - 38.2 250s 11973 9784 497.83059 51 156 - 491.31936 - 38.4 255s 12325 10056 653.43418 107 80 - 491.41596 - 38.7 260s 12851 10513 564.17744 84 108 - 491.48193 - 38.6 265s 13342 10906 516.64465 55 139 - 491.49834 - 38.5 270s 13723 11177 494.73377 40 127 - 491.58180 - 38.9 275s 14331 11665 539.22180 59 139 - 491.64069 - 38.4 280s 14744 11986 519.47631 86 136 - 491.70143 - 38.6 285s 15196 12376 578.20816 119 89 - 491.80734 - 38.8 290s 15653 12759 568.83255 64 111 - 492.12859 - 38.9 295s 16046 13062 552.24488 58 120 - 492.22111 - 39.1 300s 16362 13302 507.17243 47 167 - 492.51682 - 39.4 305s 16637 13561 623.21860 109 42 - 492.51682 - 39.9 310s 17155 14025 641.08727 128 90 - 492.55635 - 39.8 315s 17567 14347 597.33855 63 130 - 492.79928 - 39.8 320s 18017 14730 530.88376 63 139 - 492.81330 - 39.8 325s 18569 15225 562.67948 97 96 - 492.95984 - 39.7 330s 19057 15643 669.38166 93 119 - 493.03420 - 39.7 335s 19532 16081 632.76424 262 42 - 493.18172 - 39.6 340s 20241 16669 infeasible 407 - 493.33722 - 39.0 345s 20664 17033 704.14495 193 43 - 493.41652 - 39.0 350s 21164 17456 494.07254 45 162 - 493.43704 - 38.9 355s 21433 17683 574.66814 85 132 - 493.46619 - 39.3 360s 21776 17938 615.60017 115 65 - 493.48442 - 39.5 365s 22511 18536 infeasible 198 - 493.49955 - 39.1 370s 23010 18977 infeasible 174 - 493.55596 - 39.1 375s 23348 19239 675.18962 106 113 - 493.61718 - 39.4 380s 23767 19594 infeasible 147 - 493.63635 - 39.5 385s 24304 20025 524.51916 52 126 - 493.67014 - 39.5 390s 24729 20401 602.28362 101 109 - 493.68415 - 39.5 395s 25317 20892 530.36509 88 99 - 493.69451 - 39.3 400s 25764 21259 664.25749 171 52 - 493.72105 - 39.3 405s 26209 21674 671.94670 254 49 - 493.79980 - 39.2 410s 26819 22234 infeasible 176 - 493.82151 - 39.0 415s 27258 22605 infeasible 163 - 493.87093 - 39.1 420s 27659 22966 580.46277 66 168 - 493.96106 - 39.2 425s 28065 23284 573.78643 74 123 - 494.01171 - 39.4 430s 28471 23619 573.32778 82 123 - 494.01186 - 39.5 435s 28961 24043 582.08762 76 131 - 494.06261 - 39.5 440s 29527 24545 528.86755 44 153 - 494.07390 - 39.4 445s 29926 24886 593.27629 97 124 - 494.09686 - 39.5 450s 30311 25219 704.38736 136 87 - 494.11863 - 39.6 455s 30603 25473 534.93132 66 157 - 494.12736 - 39.7 460s 30961 25758 580.52504 70 149 - 494.17949 - 39.8 465s 31610 26329 496.68984 47 159 - 494.28120 - 39.5 470s 32140 26749 592.19948 100 84 - 494.35153 - 39.5 475s 32562 27102 589.51419 79 111 - 494.38180 - 39.6 480s 32988 27454 609.39168 91 130 - 494.38390 - 39.7 485s 33541 27899 604.03429 89 137 - 494.41857 - 39.5 490s 33863 28153 infeasible 67 - 494.42277 - 39.6 495s 34348 28560 735.52753 186 74 - 494.42277 - 39.6 500s 34858 29019 infeasible 112 - 494.44986 - 39.6 505s 35254 29370 632.83010 200 64 - 494.48480 - 39.6 510s 35881 29911 827.39063 285 16 - 494.48480 - 39.3 515s 36424 30370 653.35788 158 99 - 494.51186 - 39.2 520s 36833 30711 635.08389 135 92 - 494.51338 - 39.3 525s 37277 31070 557.22463 73 139 - 494.54497 - 39.4 530s 37789 31526 786.53305 146 64 - 494.54984 - 39.4 535s 38326 31950 587.02143 63 126 - 494.60491 - 39.3 540s 38789 32373 541.39480 65 97 - 494.63052 - 39.4 545s 39356 32855 543.89880 64 147 - 494.68850 - 39.3 550s 39796 33179 infeasible 56 - 494.71137 - 39.3 555s 40213 33491 infeasible 92 - 494.71453 - 39.4 560s 40525 33741 572.93214 92 125 - 494.73428 - 39.6 565s 40804 33970 621.14104 163 58 - 494.73484 - 39.5 602s 41123 34262 635.66491 166 101 - 494.74051 - 39.4 605s 41332 34427 640.12390 88 122 - 494.75382 - 39.7 610s 41762 34789 572.98802 64 144 - 494.78127 - 39.7 615s 42291 35272 544.57885 89 128 - 494.78826 - 39.6 620s 42732 35645 663.23412 148 90 - 494.81135 - 39.7 625s 42978 35851 643.15145 112 74 - 494.81135 - 39.9 630s 43497 36270 510.06802 55 133 - 494.83621 - 39.8 635s 43895 36600 549.98555 67 146 - 494.84538 - 39.8 640s 44491 37149 510.12551 50 140 - 494.84962 - 39.8 645s 44904 37479 544.05984 69 123 - 494.86381 - 39.8 650s 45368 37899 725.66311 217 40 - 494.88955 - 39.8 655s 45755 38230 583.48792 96 121 - 494.91225 - 39.7 660s 46172 38557 533.38117 65 133 - 494.92277 - 39.8 665s 46620 38899 infeasible 130 - 494.93643 - 39.8 670s 47219 39456 510.49453 43 169 - 494.97641 - 39.6 675s 47809 39981 582.20868 79 116 - 495.02686 - 39.5 680s 48279 40376 702.14613 154 44 - 495.08440 - 39.5 685s 48816 40822 496.08657 43 140 - 495.14445 - 39.5 690s 49067 41045 600.91427 87 92 - 495.14766 - 39.6 695s 49681 41603 582.78086 83 114 - 495.18243 - 39.5 700s 50026 41855 559.37074 104 89 - 495.19252 - 39.6 705s 50410 42189 542.38003 65 98 - 495.22225 - 39.7 710s 50634 42373 559.36252 66 95 - 495.22225 - 39.9 715s 50962 42659 511.46542 51 188 - 495.23533 - 40.0 720s 51216 42885 548.96745 80 99 - 495.24415 - 40.1 725s 51616 43225 655.07516 160 70 - 495.25039 - 40.1 730s 52254 43769 594.16885 133 58 - 495.27158 - 40.0 735s 52570 44049 608.99194 119 95 - 495.32378 - 40.1 740s 53094 44504 571.59858 73 86 - 495.34102 - 40.1 745s 53510 44815 infeasible 92 - 495.34314 - 40.1 750s 53838 45099 579.08030 80 92 - 495.34654 - 40.2 755s 54508 45558 547.19231 65 91 - 495.39811 - 40.0 760s 54912 45893 623.91116 119 88 - 495.41597 - 40.1 765s 55358 46277 609.71736 134 71 - 495.43992 - 40.1 770s 55798 46615 626.62860 88 128 - 495.46921 - 40.2 775s 56518 47185 549.45640 83 110 - 495.47452 - 40.0 780s 57002 47612 infeasible 61 - 495.50560 - 40.0 785s 57401 47932 565.77486 87 141 - 495.53656 - 40.0 790s 57917 48387 521.98968 61 155 - 495.54401 - 40.0 795s 58226 48644 518.16419 54 122 - 495.59233 - 40.1 800s 58720 49084 561.24135 92 99 - 495.59762 - 40.1 805s 59259 49505 infeasible 104 - 495.60890 - 40.1 810s 59633 49795 524.09455 53 135 - 495.62725 - 40.2 815s 59960 50068 628.53945 95 72 - 495.63899 - 40.3 820s 60494 50540 587.20976 66 135 - 495.65262 - 40.3 825s 61033 50992 585.45760 90 85 - 495.66148 - 40.2 830s 61433 51312 497.48408 46 155 - 495.67787 - 40.2 835s 61814 51630 577.68320 106 78 - 495.68603 - 40.3 840s 62546 52246 567.63735 70 119 - 495.70721 - 40.1 845s 63111 52732 616.35412 107 105 - 495.72378 - 40.1 850s 64004 53488 571.66657 64 120 - 495.74697 - 39.8 855s 64422 53838 520.20773 39 178 - 495.74698 - 39.9 860s 64965 54319 562.93756 59 132 - 495.74725 - 39.9 865s 65334 54626 655.14087 136 52 - 495.76844 - 39.9 870s 65836 55050 infeasible 88 - 495.76981 - 39.9 875s 66205 55337 628.36097 128 115 - 495.78091 - 40.0 880s 66569 55623 infeasible 71 - 495.81135 - 40.1 885s 67001 55995 620.92519 116 83 - 495.82800 - 40.1 890s 67439 56341 569.37301 66 107 - 495.83245 - 40.1 895s 67812 56666 infeasible 87 - 495.84895 - 40.2 900s 68111 56902 722.61266 131 111 - 495.86804 - 40.3 905s 68515 57194 561.20211 68 149 - 495.89829 - 40.4 910s 69195 57789 531.33379 72 148 - 495.96138 - 40.3 915s 69577 58125 520.85810 48 160 - 495.97269 - 40.3 920s 69932 58429 667.40299 145 94 - 495.97923 - 40.4 925s 70264 58675 601.55383 74 137 - 495.98472 - 40.5 930s 70905 59155 498.41755 44 100 - 495.99652 - 40.4 935s 71221 59457 611.74637 105 89 - 496.00036 - 40.5 940s 71490 59694 546.05432 77 94 - 496.01482 - 40.5 945s 71943 60068 infeasible 61 - 496.04822 - 40.5 950s 72264 60285 511.53846 44 90 - 496.08503 - 40.6 955s 72555 60482 511.88779 66 140 - 496.09505 - 40.7 960s 73111 60975 565.34960 80 80 - 496.10400 - 40.7 965s 73567 61353 512.67013 58 156 - 496.13506 - 40.7 970s 73887 61583 521.27114 44 146 - 496.16228 - 40.8 975s 74184 61791 500.20511 42 154 - 496.17032 - 40.8 980s 74568 62144 584.57772 102 68 - 496.17537 - 40.9 985s 74950 62464 infeasible 124 - 496.19461 - 40.9 990s 75520 62940 infeasible 66 - 496.22225 - 40.9 995s 75830 63168 infeasible 104 - 496.23339 - 41.0 1000s 76127 63426 540.74262 78 122 - 496.24615 - 41.1 1005s 76496 63709 590.72202 81 111 - 496.25612 - 41.1 1010s 76910 64059 577.54450 72 130 - 496.27127 - 41.1 1015s 77191 64270 infeasible 75 - 496.27553 - 41.2 1020s 77875 64880 739.57895 409 21 - 496.28272 - 41.0 1025s 78575 65440 733.33185 311 46 - 496.30028 - 40.9 1030s 78869 65678 596.26735 89 93 - 496.31946 - 41.0 1035s 79536 66297 infeasible 299 - 496.36060 - 40.9 1040s 80033 66705 infeasible 74 - 496.36443 - 40.9 1045s 80217 66875 610.32716 99 89 - 496.36668 - 41.1 1050s 80853 67430 512.49412 76 160 - 496.37984 - 40.9 1055s 81407 67944 626.39753 213 52 - 496.38513 - 40.9 1060s 81764 68239 637.53839 99 111 - 496.40780 - 40.9 1065s 82334 68718 591.87409 75 135 - 496.41006 - 40.9 1070s 82825 69163 669.43648 115 93 - 496.42239 - 40.9 1075s 83063 69331 infeasible 87 - 496.43436 - 41.0 1080s 83393 69583 557.50106 76 153 - 496.44432 - 41.1 1085s 83651 69781 530.32430 59 133 - 496.44861 - 41.2 1090s 84064 70103 512.87117 73 159 - 496.46569 - 41.2 1095s 84475 70472 595.54689 62 144 - 496.46977 - 41.2 1100s 84859 70794 792.42008 239 45 - 496.46977 - 41.3 1105s 85265 71131 511.67224 54 148 - 496.48812 - 41.3 1110s 85571 71389 643.71138 119 126 - 496.49433 - 41.4 1115s 85971 71701 infeasible 186 - 496.50149 - 41.4 1120s 86345 71986 536.52001 61 172 - 496.51312 - 41.4 1125s 86716 72308 646.91216 137 108 - 496.52300 - 41.5 1130s 87173 72690 521.01975 59 151 - 496.55033 - 41.5 1135s 87678 73087 502.78682 44 144 - 496.57757 - 41.5 1140s 88063 73444 736.39145 204 58 - 496.58468 - 41.5 1145s 88503 73784 infeasible 87 - 496.59378 - 41.5 1150s 88878 74079 632.14967 123 84 - 496.61680 - 41.6 1155s 89258 74368 678.28784 89 93 - 496.62756 - 41.6 1160s 89576 74631 545.65891 64 154 - 496.64377 - 41.7 1165s 89846 74815 546.91241 66 143 - 496.65207 - 41.8 1170s 90145 75046 625.09095 71 118 - 496.67029 - 41.8 1175s 90468 75311 infeasible 137 - 496.67029 - 41.9 1180s 90880 75663 560.21953 62 86 - 496.67307 - 41.9 1185s 91171 75916 587.33972 84 101 - 496.67307 - 42.0 1190s 91607 76303 infeasible 88 - 496.68314 - 42.0 1195s 91845 76505 585.98253 101 108 - 496.68781 - 42.0 1200s 92247 76835 629.75997 129 113 - 496.71571 - 42.0 1205s 92561 77097 558.67861 69 137 - 496.72050 - 42.1 1210s 93093 77549 519.61577 54 157 - 496.72995 - 42.1 1215s 93720 78120 532.59361 61 155 - 496.74642 - 42.0 1220s 94012 78337 565.35215 70 140 - 496.75890 - 42.1 1225s 94498 78750 infeasible 62 - 496.77503 - 42.1 1230s 94896 79110 770.57806 210 29 - 496.77585 - 42.1 1235s 95221 79351 527.39502 49 124 - 496.78882 - 42.1 1240s 95545 79621 736.79431 165 58 - 496.79665 - 42.2 1245s 96175 80188 662.48329 127 103 - 496.80183 - 42.1 1250s 96518 80427 574.33982 111 123 - 496.80848 - 42.2 1255s 97061 80889 infeasible 141 - 496.82369 - 42.2 1260s 97343 81141 692.43751 106 108 - 496.82820 - 42.2 1265s 97612 81352 517.56991 53 141 - 496.86314 - 42.3 1270s 98190 81819 514.00176 54 131 - 496.86893 - 42.3 1275s 98679 82263 589.45252 94 137 - 496.88141 - 42.3 1280s 99030 82547 538.79598 65 113 - 496.90570 - 42.3 1285s 99314 82766 infeasible 90 - 496.91755 - 42.3 1290s 99584 82994 612.55541 96 107 - 496.92277 - 42.4 1295s 100208 83457 606.75038 84 109 - 496.92435 - 42.4 1300s 100525 83698 713.16859 133 95 - 496.92468 - 42.4 1305s 101074 84111 620.92911 126 85 - 496.93465 - 42.4 1310s 101420 84364 594.13053 67 117 - 496.96667 - 42.4 1315s 101917 84805 605.83451 110 107 - 496.96890 - 42.4 1320s 102258 85068 520.80227 63 147 - 496.98019 - 42.4 1325s 102875 85561 537.77760 47 140 - 496.98689 - 42.3 1330s 103218 85853 590.09161 133 82 - 497.00386 - 42.4 1335s 103611 86160 614.96852 82 149 - 497.04148 - 42.4 1340s 104402 86738 537.51920 73 142 - 497.05890 - 42.3 1345s 104760 87022 577.94762 100 109 - 497.06733 - 42.3 1350s 105437 87631 736.63497 225 50 - 497.06991 - 42.3 1355s 106169 88232 588.34998 133 96 - 497.09469 - 42.1 1360s 107107 89073 612.95414 65 110 - 497.11356 - 42.0 1365s 107529 89441 513.17477 45 109 - 497.13271 - 42.0 1370s 107947 89812 599.94091 136 88 - 497.15165 - 42.0 1375s 108509 90275 586.92790 132 63 - 497.19004 - 41.9 1380s 108785 90456 605.66000 76 128 - 497.19941 - 42.0 1385s 109163 90717 623.69109 76 126 - 497.20670 - 42.0 1390s 109652 91169 595.43697 89 97 - 497.21702 - 42.0 1395s 110171 91599 502.67344 51 147 - 497.25101 - 42.0 1400s 110552 91921 695.77042 140 52 - 497.27158 - 42.0 1405s 111104 92399 588.44725 60 106 - 497.30765 - 42.0 1410s 111351 92571 638.97644 82 133 - 497.30765 - 42.1 1415s 111796 92981 750.58028 201 65 - 497.31022 - 42.1 1420s 112115 93238 infeasible 142 - 497.31491 - 42.1 1425s 112462 93505 573.33627 98 91 - 497.33966 - 42.1 1430s 113048 94007 519.05061 64 144 - 497.35086 - 42.1 1435s 113488 94363 520.61057 78 114 - 497.36691 - 42.1 1440s 113868 94661 513.68344 48 145 - 497.38546 - 42.1 1445s 114089 94848 608.34571 62 116 - 497.39083 - 42.2 1450s 114945 95582 724.19472 164 73 - 497.40726 - 42.1 1455s 115395 95944 545.02847 79 144 - 497.46452 - 42.1 1460s 115582 96089 630.15279 97 101 - 497.46668 - 42.2 1465s 115838 96307 694.31174 139 97 - 497.46977 - 42.3 1470s 116185 96597 517.94803 56 169 - 497.47410 - 42.3 1475s 116451 96826 544.21683 70 90 - 497.48163 - 42.4 1480s 116761 97046 567.41484 54 132 - 497.48440 - 42.4 1485s 117175 97407 589.79722 118 144 - 497.48985 - 42.4 1490s 117587 97710 537.45411 59 155 - 497.49414 - 42.5 1495s 117926 98009 590.02989 72 121 - 497.49789 - 42.5 1500s 118246 98288 601.93197 146 88 - 497.50336 - 42.5 1505s 118792 98752 548.79884 66 113 - 497.50808 - 42.5 1510s 119176 99071 625.68505 60 150 - 497.52670 - 42.5 1515s 119695 99453 589.15353 116 75 - 497.52991 - 42.5 1520s 120238 99958 550.49474 61 125 - 497.53692 - 42.5 1525s 120736 100405 716.47963 120 77 - 497.54097 - 42.4 1530s 121127 100702 643.75566 76 135 - 497.56520 - 42.5 1535s 121628 101133 519.74935 50 133 - 497.57237 - 42.5 1540s 122156 101551 infeasible 206 - 497.58468 - 42.4 1545s 122501 101843 636.23808 128 73 - 497.59610 - 42.5 1550s 122820 102129 578.01280 98 113 - 497.60780 - 42.5 1555s 123492 102748 768.78366 350 39 - 497.62023 - 42.4 1560s 123977 103153 533.77717 76 132 - 497.62273 - 42.4 1565s 124271 103401 620.31829 75 137 - 497.64127 - 42.5 1570s 124888 103888 500.57673 60 160 - 497.65551 - 42.4 1575s 125324 104245 562.88660 79 101 - 497.67011 - 42.5 1580s 125662 104523 596.43255 87 114 - 497.67029 - 42.5 1585s 126035 104833 608.51311 65 126 - 497.67845 - 42.5 1590s 126637 105323 521.76489 53 157 - 497.69345 - 42.5 1595s 127014 105646 590.85267 74 131 - 497.70137 - 42.5 1600s 127389 105945 586.78851 96 72 - 497.70795 - 42.5 1605s 127946 106448 750.71123 206 25 - 497.71249 - 42.5 1610s 128340 106729 639.04713 139 79 - 497.72165 - 42.5 1615s 128656 106995 553.02916 64 85 - 497.72481 - 42.6 1620s 129083 107372 516.10575 76 140 - 497.72600 - 42.6 1625s 129515 107746 552.52190 122 118 - 497.73168 - 42.6 1630s 129848 108023 581.67757 67 97 - 497.74160 - 42.6 1635s 130465 108538 526.76170 60 141 - 497.74458 - 42.6 1640s 130766 108767 502.16981 46 171 - 497.75058 - 42.6 1645s 131196 109162 612.87190 202 78 - 497.76169 - 42.6 1650s 131782 109631 530.79999 50 144 - 497.77273 - 42.6 1655s 132177 109997 584.35714 65 111 - 497.78370 - 42.6 1660s 132702 110473 774.58440 218 55 - 497.78382 - 42.5 1665s 133044 110760 579.71798 73 108 - 497.78666 - 42.6 1670s 133560 111209 708.33745 163 54 - 497.79160 - 42.6 1675s 133992 111564 621.89617 97 114 - 497.79630 - 42.6 1680s 134344 111837 614.35572 73 116 - 497.82667 - 42.6 1685s 135047 112441 901.17195 358 37 - 497.83967 - 42.5 1690s 135316 112625 763.76902 125 101 - 497.86602 - 42.6 1695s 135554 112797 568.80528 74 125 - 497.87087 - 42.6 1700s 135868 113051 568.92424 99 113 - 497.87561 - 42.7 1705s 136204 113307 588.10670 85 148 - 497.87856 - 42.7 1710s 136612 113663 674.57036 144 100 - 497.87921 - 42.7 1715s 137008 114003 644.75380 76 146 - 497.89131 - 42.7 1720s 137440 114360 547.78884 88 127 - 497.90748 - 42.8 1725s 137685 114532 549.50757 56 169 - 497.91959 - 42.8 1730s 138034 114833 556.43153 69 144 - 497.93334 - 42.8 1735s 138616 115323 562.16549 67 113 - 497.93495 - 42.8 1740s 139018 115663 581.64129 69 119 - 497.94314 - 42.8 1745s 139247 115837 infeasible 69 - 497.95760 - 42.9 1750s 139882 116395 620.56824 129 65 - 497.96267 - 42.8 1755s 140522 116911 543.29264 79 137 - 497.96276 - 42.8 1760s 140812 117093 infeasible 153 - 497.96405 - 42.8 1765s 141169 117413 521.45987 56 132 - 497.97820 - 42.9 1770s 141814 117945 532.61064 71 108 - 497.98902 - 42.8 1775s 142233 118256 522.21038 47 151 - 498.00000 - 42.8 1780s 142641 118625 576.34855 71 142 - 498.00595 - 42.8 1785s 142903 118838 infeasible 145 - 498.00803 - 42.8 1790s 143270 119097 619.09993 90 121 - 498.02416 - 42.9 1795s 143661 119344 608.92113 88 106 - 498.03364 - 42.9 1800s 144007 119630 621.51008 106 114 - 498.05205 - 42.9 1805s 144419 119992 743.59448 148 105 - 498.06211 - 42.9 1810s 144809 120288 600.83639 67 139 - 498.06796 - 42.9 1815s 145116 120545 518.61170 53 163 - 498.07455 - 43.0 1820s 145395 120755 568.53423 96 101 - 498.10505 - 43.0 1825s 145670 120972 561.43882 66 147 - 498.12253 - 43.1 1830s 146065 121301 605.18649 112 76 - 498.13010 - 43.1 1835s 146495 121701 631.11358 138 68 - 498.13305 - 43.1 1840s 147084 122177 555.61307 96 78 - 498.13619 - 43.1 1845s 147473 122512 610.97582 64 122 - 498.14121 - 43.1 1850s 147825 122812 712.40027 145 76 - 498.15302 - 43.1 1855s 148234 123165 635.73823 101 85 - 498.15302 - 43.1 1860s 148438 123313 539.16476 65 127 - 498.16330 - 43.2 1865s 148846 123681 626.61072 109 99 - 498.16429 - 43.2 1870s 149313 124093 516.01037 67 154 - 498.17029 - 43.2 1875s 149716 124409 562.18058 78 147 - 498.19154 - 43.2 1880s 150060 124683 511.08709 53 137 - 498.19529 - 43.2 1885s 150561 125107 527.44487 77 135 - 498.20312 - 43.2 1890s 151037 125495 557.32183 63 153 - 498.20455 - 43.2 1895s 151325 125729 528.09335 59 155 - 498.20629 - 43.3 1900s 151899 126207 699.97732 166 68 - 498.21785 - 43.2 1905s 152189 126433 527.30769 48 132 - 498.23287 - 43.3 1910s 152541 126747 566.55734 73 130 - 498.23899 - 43.3 1915s 152983 127118 514.91991 39 136 - 498.25453 - 43.3 1920s 153231 127342 615.20202 134 80 - 498.25757 - 43.3 1925s 153686 127722 567.42137 60 120 - 498.26950 - 43.3 1930s 153978 127979 599.20054 114 73 - 498.26950 - 43.3 1935s 154294 128227 662.76379 85 126 - 498.27564 - 43.4 1940s 154566 128447 594.42285 57 110 - 498.28152 - 43.4 1945s 154760 128597 536.60137 52 103 - 498.28807 - 43.5 1950s 155514 129264 553.55260 62 137 - 498.30765 - 43.4 1955s 156132 129847 778.12891 333 41 - 498.30765 - 43.4 1960s 156414 130051 632.74227 87 140 - 498.30765 - 43.4 1965s 156828 130382 600.51369 103 118 - 498.31650 - 43.4 1970s 157498 130936 565.14092 67 151 - 498.33495 - 43.4 1975s 158054 131368 526.03480 63 142 - 498.34050 - 43.4 1980s 158312 131562 629.31556 112 109 - 498.35796 - 43.4 1985s 158722 131890 645.55055 85 111 - 498.36188 - 43.4 1990s 159020 132106 infeasible 71 - 498.37040 - 43.5 1995s 159290 132316 525.94053 62 149 - 498.38676 - 43.5 2000s 159567 132551 625.93201 84 131 - 498.38904 - 43.6 2005s 160051 132947 767.99502 142 90 - 498.39290 - 43.6 2010s 160457 133256 508.87463 51 152 - 498.40874 - 43.6 2015s 160713 133453 584.36264 87 106 - 498.41959 - 43.6 2020s 161040 133727 625.70444 75 132 - 498.41959 - 43.6 2025s 161425 134038 506.63002 65 144 - 498.44181 - 43.7 2030s 161813 134375 569.21055 69 138 - 498.46739 - 43.7 2035s 162130 134619 523.82428 62 174 - 498.47688 - 43.7 2040s 162437 134890 592.81713 96 90 - 498.48263 - 43.7 2045s 162969 135332 698.64445 148 107 - 498.49209 - 43.7 2050s 163305 135610 732.60460 209 66 - 498.49325 - 43.7 2055s 163616 135827 568.32444 62 106 - 498.50431 - 43.8 2060s 163931 136114 656.19279 113 136 - 498.50828 - 43.8 2065s 164141 136272 551.99200 58 159 - 498.51412 - 43.8 2070s 164500 136567 infeasible 80 - 498.52518 - 43.9 2075s 164792 136793 521.77921 43 147 - 498.54035 - 43.9 2080s 165157 137109 550.34793 64 153 - 498.54433 - 43.9 2085s 165507 137423 621.96629 132 95 - 498.55211 - 43.9 2090s 165866 137698 596.11400 63 93 - 498.56599 - 44.0 2095s 166170 137934 581.64644 70 126 - 498.56684 - 44.0 2100s 166478 138218 571.70265 79 81 - 498.56965 - 44.0 2105s 166981 138655 618.35616 98 136 - 498.58740 - 44.0 2110s 167467 139018 502.47676 44 120 - 498.59970 - 44.0 2115s 168219 139676 689.72328 167 75 - 498.59973 - 43.9 2120s 168510 139917 571.76218 63 130 - 498.60977 - 44.0 2125s 168810 140155 infeasible 84 - 498.64052 - 44.0 2130s 169296 140590 530.45896 52 172 - 498.65071 - 44.0 2135s 169629 140867 545.04688 80 125 - 498.65830 - 44.0 2140s 169967 141177 751.14006 160 75 - 498.65965 - 44.1 2145s 170642 141736 566.00056 108 79 - 498.66183 - 44.0 2150s 170924 141938 665.82865 86 126 - 498.66562 - 44.1 2155s 171205 142139 555.54219 60 133 - 498.67564 - 44.1 2160s 171533 142415 569.83884 77 86 - 498.67836 - 44.1 2165s 171820 142648 621.18041 98 91 - 498.68200 - 44.1 2170s 172464 143164 516.31839 52 124 - 498.69261 - 44.1 2175s 172863 143529 576.05614 93 76 - 498.70455 - 44.1 2180s 173323 143913 552.19822 71 167 - 498.71220 - 44.1 2185s 173783 144331 556.77716 71 119 - 498.71484 - 44.1 2190s 174309 144773 563.21282 62 164 - 498.71989 - 44.0 2195s 174731 145143 689.52622 135 110 - 498.73562 - 44.0 2200s 175129 145485 596.10253 66 142 - 498.74046 - 44.1 2205s 175554 145834 561.69033 68 119 - 498.74483 - 44.1 2210s 176005 146216 603.54437 78 123 - 498.75157 - 44.1 2215s 176813 146942 infeasible 352 - 498.75381 - 44.0 2220s 177248 147282 628.92004 115 110 - 498.75490 - 44.0 2225s 177777 147756 719.31860 194 41 - 498.75938 - 44.0 2230s 178278 148194 578.52979 61 138 - 498.76404 - 44.0 2235s 178461 148309 513.46471 45 155 - 498.77585 - 44.0 2240s 178751 148546 531.40951 61 157 - 498.77678 - 44.0 2245s 179314 149005 576.79133 81 119 - 498.78095 - 44.0 2250s 179688 149278 535.33976 68 126 - 498.79480 - 44.0 2255s 180132 149624 infeasible 165 - 498.79621 - 44.0 2260s 180487 149899 601.11327 125 103 - 498.79839 - 44.1 2265s 181155 150479 509.29620 51 172 - 498.81127 - 44.0 2270s 181424 150674 545.79547 63 121 - 498.82567 - 44.0 2275s 181875 151043 504.20114 56 156 - 498.83432 - 44.0 2280s 182131 151253 577.97132 86 110 - 498.83945 - 44.1 2285s 182581 151673 594.67095 110 107 - 498.84931 - 44.1 2290s 182894 151910 infeasible 68 - 498.87194 - 44.1 2295s 183421 152361 601.24237 113 87 - 498.88158 - 44.1 2300s 184116 152915 631.86806 76 121 - 498.88848 - 44.0 2305s 184550 153285 510.33636 53 147 - 498.89568 - 44.0 2310s 184883 153575 614.41456 111 85 - 498.90086 - 44.0 2315s 185521 154142 565.60627 69 157 - 498.90215 - 44.0 2320s 185966 154506 589.26171 90 124 - 498.90905 - 44.0 2325s 186380 154800 512.32367 59 106 - 498.92819 - 44.0 2330s 186838 155197 537.59998 51 159 - 498.93230 - 44.0 2335s 187123 155432 563.26495 103 98 - 498.94238 - 44.0 2340s 187487 155746 586.10800 71 143 - 498.95259 - 44.1 2345s 188078 156258 550.89553 55 157 - 498.95928 - 44.0 2350s 188474 156589 585.55079 72 156 - 498.97281 - 44.0 2355s 189276 157305 infeasible 430 - 498.97347 - 43.9 2360s 189983 157885 503.39466 47 126 - 498.97840 - 43.9 2365s 190280 158130 506.84254 58 128 - 498.99682 - 43.9 2370s 190686 158483 535.82824 58 136 - 499.00000 - 43.9 2375s 191053 158762 673.27634 83 133 - 499.00898 - 44.0 2380s 191301 158960 601.68019 100 114 - 499.00981 - 44.0 2385s 191696 159281 672.77035 223 61 - 499.01280 - 44.0 2390s 192177 159690 590.88219 122 46 - 499.02622 - 44.0 2395s 192631 160079 689.42762 135 69 - 499.03492 - 44.0 2400s 193296 160668 586.68128 83 144 - 499.04853 - 43.9 2405s 193826 161147 infeasible 164 - 499.06072 - 43.9 2410s 194096 161351 infeasible 63 - 499.06428 - 44.0 2415s 194415 161572 521.89903 47 153 - 499.06705 - 44.0 2420s 194995 162040 infeasible 58 - 499.07794 - 43.9 2425s 195462 162448 585.21508 101 105 - 499.08845 - 43.9 2430s 195991 162897 645.98103 126 89 - 499.09849 - 43.9 2435s 196401 163230 655.77128 106 92 - 499.10559 - 43.9 2440s 196857 163611 627.76384 62 150 - 499.10912 - 43.9 2445s 197450 164076 544.99468 61 171 - 499.11632 - 43.9 2450s 197750 164336 670.66919 123 96 - 499.11857 - 44.0 2455s 198134 164650 infeasible 224 - 499.12694 - 44.0 2460s 198493 164901 506.63259 54 155 - 499.13593 - 44.0 2465s 198919 165256 521.96739 51 80 - 499.14447 - 44.0 2470s 199646 165877 605.05951 70 153 - 499.15302 - 43.9 2475s 200015 166180 infeasible 150 - 499.15302 - 43.9 2480s 200373 166462 565.40003 103 94 - 499.15302 - 43.9 2485s 200819 166850 677.37967 114 137 - 499.15302 - 43.9 2490s 201304 167264 538.43728 60 157 - 499.15305 - 43.9 2495s 201599 167525 599.20556 164 72 - 499.15360 - 44.0 2500s 201904 167734 534.30925 51 127 - 499.15659 - 44.0 2505s 202426 168148 infeasible 65 - 499.15659 - 44.0 2510s 202912 168567 575.83665 81 145 - 499.15960 - 44.0 2515s 203176 168735 636.95833 117 72 - 499.16596 - 44.0 2520s 203562 169059 infeasible 156 - 499.16718 - 44.0 2525s 203984 169417 infeasible 72 - 499.17009 - 44.0 2530s 204375 169764 infeasible 118 - 499.17575 - 44.0 2535s 204799 170118 502.27987 44 172 - 499.18518 - 44.0 2540s 205112 170371 573.22458 77 144 - 499.19222 - 44.0 2545s 205445 170621 583.53701 65 119 - 499.20077 - 44.1 2550s 205894 171002 606.73238 110 124 - 499.20417 - 44.1 2555s 206659 171662 509.10154 54 165 - 499.21014 - 44.0 2560s 207019 171946 571.81502 78 161 - 499.21149 - 44.0 2565s 207507 172380 708.78705 160 59 - 499.22626 - 44.0 2570s 208232 173016 545.16421 58 128 - 499.23500 - 43.9 2575s 208398 173178 614.07156 101 90 - 499.23500 - 44.0 2580s 208814 173499 614.74722 79 151 - 499.23823 - 44.0 2585s 209226 173808 575.39384 57 162 - 499.24395 - 44.0 2590s 209502 174020 527.05993 67 145 - 499.25654 - 44.0 2595s 209808 174261 593.05785 74 128 - 499.26449 - 44.1 2600s 210195 174592 507.13804 62 145 - 499.27158 - 44.1 2605s 210511 174864 649.12641 100 77 - 499.27921 - 44.1 2610s 210899 175184 567.82619 88 106 - 499.27955 - 44.1 2615s 211370 175619 640.47469 150 104 - 499.28272 - 44.1 2620s 211814 175963 588.19856 116 105 - 499.28508 - 44.1 2625s 212853 176871 infeasible 70 - 499.29677 - 44.0 2630s 213213 177190 666.22031 143 115 - 499.30157 - 44.0 2635s 213809 177710 534.74982 48 188 - 499.30932 - 44.0 2640s 214241 178086 643.63471 68 130 - 499.31106 - 44.0 2645s 214465 178273 621.37300 54 109 - 499.31161 - 44.0 2650s 215056 178792 770.52519 148 100 - 499.31191 - 44.0 2655s 215451 179111 716.68629 126 111 - 499.32393 - 44.0 2660s 215856 179464 infeasible 147 - 499.32666 - 44.0 2665s 216168 179700 584.88006 74 144 - 499.32870 - 44.0 2670s 216480 179954 618.45871 71 148 - 499.33465 - 44.1 2675s 216776 180212 560.78256 65 144 - 499.33674 - 44.1 2680s 217155 180533 690.74198 175 96 - 499.33817 - 44.1 2685s 217587 180854 500.58564 51 143 - 499.34050 - 44.1 2690s 217964 181177 631.37927 153 95 - 499.34050 - 44.1 2695s 218441 181605 infeasible 81 - 499.34363 - 44.1 2700s 218806 181892 infeasible 58 - 499.35440 - 44.1 2705s 219178 182184 605.81963 96 90 - 499.35564 - 44.1 2710s 219444 182380 infeasible 111 - 499.36040 - 44.2 2715s 219831 182692 576.99978 125 98 - 499.36632 - 44.2 2720s 220146 182952 638.69746 87 135 - 499.38222 - 44.2 2725s 220506 183250 548.04289 72 152 - 499.39076 - 44.2 2730s 220953 183630 581.89450 121 86 - 499.40261 - 44.2 2735s 221509 184085 560.83693 104 109 - 499.41013 - 44.2 2740s 222215 184669 544.51321 69 110 - 499.42108 - 44.1 2745s 222729 185112 infeasible 79 - 499.42915 - 44.1 2750s 223242 185548 636.41671 126 73 - 499.43731 - 44.1 2755s 223656 185873 565.36965 78 120 - 499.44181 - 44.1 2760s 223981 186158 637.94222 171 100 - 499.44181 - 44.1 2765s 224458 186555 670.58291 156 66 - 499.44267 - 44.1 2770s 224603 186642 701.46221 102 126 - 499.44523 - 44.2 2775s 224864 186845 562.54190 85 97 - 499.44888 - 44.2 2780s 225230 187117 infeasible 59 - 499.44902 - 44.2 2785s 225574 187386 510.62168 58 136 - 499.45034 - 44.2 2790s 226299 188053 546.83864 60 145 - 499.45880 - 44.2 2795s 226723 188426 676.42421 135 76 - 499.46569 - 44.2 2800s 227180 188832 694.85173 190 74 - 499.46797 - 44.2 2805s 227632 189156 624.69677 69 159 - 499.47267 - 44.2 2810s 228051 189498 520.80205 61 175 - 499.47463 - 44.2 2815s 228715 190061 560.46535 67 145 - 499.47947 - 44.1 2820s 229165 190428 infeasible 63 - 499.48645 - 44.1 2825s 229614 190811 601.28992 59 124 - 499.48926 - 44.1 2830s 229909 191057 612.87715 110 113 - 499.49157 - 44.2 2835s 230345 191432 660.86119 128 86 - 499.49540 - 44.2 2840s 230983 191966 592.49170 100 79 - 499.49984 - 44.1 2845s 231579 192414 603.18331 118 131 - 499.49990 - 44.1 2850s 232028 192765 518.36458 55 94 - 499.52064 - 44.1 2855s 232352 193027 598.10069 101 113 - 499.52605 - 44.1 2860s 232763 193334 588.02548 72 121 - 499.52891 - 44.2 2865s 233138 193652 521.28230 61 168 - 499.53582 - 44.2 2870s 233763 194165 563.12924 86 112 - 499.54336 - 44.2 2875s 234295 194642 615.64919 172 80 - 499.55211 - 44.1 2880s 234801 195062 549.32827 66 134 - 499.56104 - 44.1 2886s 235056 195300 600.10634 110 94 - 499.56204 - 44.1 2890s 235456 195621 infeasible 147 - 499.57498 - 44.1 2895s 235901 195983 511.49514 50 119 - 499.57923 - 44.1 2900s 236403 196422 567.79262 91 100 - 499.57995 - 44.1 2905s 237165 197077 550.29076 55 103 - 499.58612 - 44.1 2910s 237606 197448 509.75074 53 117 - 499.58888 - 44.1 2915s 237824 197610 624.14508 90 133 - 499.59907 - 44.1 2920s 238206 197946 564.35112 73 162 - 499.60079 - 44.1 2925s 238580 198259 649.05209 104 97 - 499.60473 - 44.1 2930s 238983 198542 613.25264 65 127 - 499.60839 - 44.1 2935s 239318 198829 643.66496 127 97 - 499.60850 - 44.2 2940s 239822 199245 infeasible 66 - 499.61933 - 44.1 2945s 240333 199659 523.66987 45 149 - 499.62325 - 44.1 2950s 240833 200107 infeasible 65 - 499.63052 - 44.1 2955s 241732 200892 588.61587 92 112 - 499.63789 - 44.0 2960s 242107 201206 584.07851 97 98 - 499.64092 - 44.1 2965s 242554 201580 708.29589 136 94 - 499.64409 - 44.1 2970s 243259 202123 569.06529 121 81 - 499.64560 - 44.0 2975s 243557 202361 564.46360 101 101 - 499.64855 - 44.1 2980s 244157 202876 566.04163 60 156 - 499.65270 - 44.0 2985s 244430 203086 607.22824 80 127 - 499.65834 - 44.1 2990s 244573 203196 553.88332 71 150 - 499.66423 - 44.1 2995s 244991 203548 infeasible 131 - 499.67005 - 44.1 3000s 245190 203685 527.28000 59 154 - 499.67807 - 44.1 3005s 245559 204030 644.84877 98 107 - 499.67817 - 44.1 3010s 245811 204232 infeasible 120 - 499.67817 - 44.2 3015s 246208 204565 518.76811 55 131 - 499.68325 - 44.2 3020s 246519 204812 554.83868 78 72 - 499.68861 - 44.2 3025s 247080 205280 infeasible 99 - 499.68867 - 44.2 3030s 247534 205698 704.60259 273 40 - 499.69404 - 44.2 3035s 248175 206252 529.74676 62 96 - 499.70502 - 44.1 3040s 248526 206563 570.45401 58 158 - 499.71114 - 44.2 3045s 248821 206802 604.34482 78 96 - 499.71579 - 44.2 3050s 249168 207083 651.29011 77 156 - 499.71898 - 44.2 3055s 249458 207323 553.81110 90 102 - 499.72025 - 44.2 3060s 250098 207864 685.08884 100 114 - 499.72262 - 44.2 3065s 250332 208033 508.79747 52 152 - 499.73435 - 44.2 3070s 250595 208226 infeasible 82 - 499.74847 - 44.2 3075s 251311 208794 infeasible 62 - 499.75165 - 44.2 3080s 251656 209071 562.72603 68 115 - 499.75930 - 44.2 3085s 252028 209371 623.86708 97 76 - 499.76866 - 44.2 3090s 252481 209758 642.66781 139 91 - 499.77127 - 44.2 3095s 252867 210070 797.22862 234 68 - 499.77362 - 44.2 3100s 253200 210314 586.54298 70 156 - 499.78305 - 44.2 3105s 253621 210665 525.06259 60 144 - 499.78442 - 44.2 3110s 254438 211318 859.72390 428 22 - 499.78442 - 44.2 3115s 254704 211508 563.09233 78 146 - 499.79522 - 44.2 3120s 255171 211934 606.15790 96 102 - 499.79754 - 44.2 3125s 255342 212064 569.55630 61 140 - 499.80108 - 44.2 3130s 255678 212340 651.43541 133 89 - 499.80320 - 44.2 3135s 256019 212617 592.80814 71 150 - 499.81109 - 44.3 3140s 256422 212946 577.44298 102 81 - 499.81260 - 44.3 3145s 256701 213140 614.94388 60 126 - 499.81601 - 44.3 3150s 257044 213425 548.36264 61 130 - 499.81963 - 44.3 3155s 257447 213778 680.67813 148 100 - 499.82151 - 44.3 3160s 257795 214026 607.33727 75 112 - 499.82694 - 44.3 3165s 258131 214297 582.28813 54 134 - 499.83030 - 44.4 3170s 258465 214560 528.27376 56 150 - 499.84055 - 44.4 3175s 258991 214994 631.84747 113 114 - 499.84497 - 44.4 3180s 259382 215281 561.64039 84 149 - 499.85085 - 44.4 3185s 260049 215804 599.00926 68 119 - 499.85155 - 44.3 3190s 260422 216110 568.75602 66 113 - 499.85894 - 44.3 3195s 260692 216325 564.04491 71 100 - 499.86603 - 44.4 3200s 261043 216648 567.57463 82 129 - 499.86621 - 44.4 3205s 261361 216878 infeasible 74 - 499.86958 - 44.4 3210s 261865 217305 617.27309 66 120 - 499.87751 - 44.4 3215s 262312 217688 619.30782 126 113 - 499.88947 - 44.4 3220s 262746 218069 700.91556 161 66 - 499.89568 - 44.4 3225s 263076 218355 661.99982 113 95 - 499.89568 - 44.4 3230s 263585 218757 758.48791 240 47 - 499.90132 - 44.4 3235s 264072 219155 604.42103 86 124 - 499.90318 - 44.4 3240s 264673 219699 570.97402 77 130 - 499.90603 - 44.3 3245s 265233 220192 715.56348 125 118 - 499.91177 - 44.3 3250s 265668 220554 728.58584 247 58 - 499.91614 - 44.3 3255s 266286 221069 555.85663 41 133 - 499.92089 - 44.3 3260s 266720 221447 676.96335 82 137 - 499.92278 - 44.3 3265s 267010 221679 640.03934 134 96 - 499.92449 - 44.3 3270s 267353 221947 534.33771 62 150 - 499.93435 - 44.3 3275s 267684 222228 560.76121 95 123 - 499.93676 - 44.3 3280s 268317 222775 554.15437 72 127 - 499.94153 - 44.3 3285s 268797 223168 556.22647 69 126 - 499.95111 - 44.3 3290s 269175 223460 557.50588 82 79 - 499.95855 - 44.3 3295s 269832 224026 609.18109 97 114 - 499.96297 - 44.3 3300s 270187 224295 594.14533 121 91 - 499.96389 - 44.3 3305s 270537 224583 589.11606 60 143 - 499.97363 - 44.3 3310s 271161 225091 531.11077 64 146 - 499.97963 - 44.3 3315s 271553 225428 555.93392 64 143 - 499.98260 - 44.3 3320s 271846 225625 infeasible 85 - 499.98731 - 44.3 3325s 272238 225945 533.23764 56 132 - 499.99746 - 44.3 3330s 272659 226304 512.96424 51 109 - 499.99820 - 44.3 3335s 273110 226687 675.11580 225 42 - 500.00029 - 44.3 3340s 273442 226916 526.01777 53 97 - 500.00573 - 44.3 3345s 273838 227211 533.69686 76 126 - 500.01251 - 44.3 3350s 274264 227553 578.39845 64 136 - 500.01890 - 44.3 3355s 274640 227865 566.55307 90 88 - 500.02514 - 44.4 3360s 274971 228131 636.97873 66 124 - 500.03583 - 44.4 3365s 275407 228526 621.92299 125 95 - 500.03600 - 44.4 3370s 275618 228677 infeasible 69 - 500.03756 - 44.4 3375s 275936 228907 546.36913 59 125 - 500.05064 - 44.4 3380s 276317 229222 600.01161 119 84 - 500.05312 - 44.4 3385s 277025 229788 561.55874 61 145 - 500.06987 - 44.4 3390s 277281 229985 525.78163 59 159 - 500.07571 - 44.4 3395s 277690 230352 604.82280 161 99 - 500.07809 - 44.4 3400s 278346 230891 591.42979 131 70 - 500.08128 - 44.4 3405s 279166 231550 668.67639 125 106 - 500.08351 - 44.3 3410s 279454 231782 534.70198 51 102 - 500.08970 - 44.3 3415s 279859 232100 552.11541 68 154 - 500.09268 - 44.3 3420s 280427 232619 743.51028 250 59 - 500.09268 - 44.3 3425s 280829 232931 558.82465 63 124 - 500.10426 - 44.3 3430s 281147 233215 653.87135 156 117 - 500.10430 - 44.3 3435s 281455 233455 618.13471 101 95 - 500.11466 - 44.4 3440s 281920 233828 507.92728 59 88 - 500.11729 - 44.3 3445s 282209 234031 infeasible 184 - 500.11729 - 44.4 3450s 282436 234206 infeasible 131 - 500.11857 - 44.4 3455s 282690 234400 630.06792 118 88 - 500.12544 - 44.4 3460s 282990 234637 508.45621 54 88 - 500.12903 - 44.5 3465s 283480 235019 679.98642 167 66 - 500.13014 - 44.5 3470s 283957 235421 infeasible 67 - 500.14039 - 44.4 3475s 284369 235778 infeasible 79 - 500.14247 - 44.4 3480s 284924 236281 687.49672 310 62 - 500.14288 - 44.4 3485s 285414 236680 564.73100 61 130 - 500.15302 - 44.4 3490s 285928 237138 545.01229 71 117 - 500.15302 - 44.4 3495s 286327 237463 567.22066 69 106 - 500.15467 - 44.4 3500s 286867 237869 510.10607 68 141 - 500.15659 - 44.4 3505s 287202 238170 551.28021 68 135 - 500.15683 - 44.4 3510s 287780 238680 504.88429 59 88 - 500.16336 - 44.4 3515s 288295 239120 543.17558 71 125 - 500.16649 - 44.4 3520s 288817 239555 530.79278 63 173 - 500.17705 - 44.4 3525s 289554 240152 712.60372 151 75 - 500.17782 - 44.3 3530s 289933 240447 505.27944 61 151 - 500.18271 - 44.3 3535s 290329 240774 infeasible 66 - 500.18881 - 44.3 3540s 290743 241084 619.32662 72 119 - 500.19075 - 44.3 3545s 291202 241449 727.12098 135 88 - 500.20019 - 44.3 3550s 291590 241764 525.43369 52 149 - 500.20253 - 44.4 3555s 291833 241939 578.54669 62 164 - 500.20597 - 44.4 3560s 292207 242259 604.36608 129 78 - 500.20845 - 44.4 3565s 292767 242680 638.67745 80 122 - 500.21800 - 44.4 3570s 293113 242914 642.27033 78 130 - 500.22179 - 44.4 3575s 293383 243148 747.40335 152 79 - 500.22183 - 44.4 3580s 293759 243443 507.48716 49 118 - 500.22809 - 44.4 3585s 294085 243701 614.98720 97 136 - 500.22923 - 44.4 3590s 294506 244050 555.07410 91 131 - 500.23586 - 44.4 3595s Cutting planes: Learned: 27 Gomory: 29 Cover: 188 Implied bound: 22 Clique: 14 MIR: 295 GUB cover: 31 Zero half: 95 Explored 295009 nodes (13106371 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.010000000000e+02, gap -