Gurobi 5.0.1 (linux64) logging started Tue Jan 1 11:13:00 2013 Optimize a model with 6562 rows, 6561 columns and 30931 nonzeros Presolve removed 2922 rows and 1636 columns Presolve time: 0.09s Presolved: 3640 rows, 4925 columns, 27089 nonzeros Variable types: 80 continuous, 4845 integer (4845 binary) Root relaxation: objective 3.574933e+02, 443 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 357.49332 0 101 - 357.49332 - - 0s 0 0 386.78732 0 127 - 386.78732 - - 0s 0 0 390.65278 0 179 - 390.65278 - - 0s 0 0 391.33090 0 184 - 391.33090 - - 0s 0 0 392.24421 0 183 - 392.24421 - - 0s 0 0 392.39023 0 183 - 392.39023 - - 0s 0 0 394.02466 0 173 - 394.02466 - - 0s 0 0 394.79687 0 178 - 394.79687 - - 0s 0 0 394.81250 0 176 - 394.81250 - - 0s 0 0 394.83333 0 173 - 394.83333 - - 0s 0 0 395.14583 0 174 - 395.14583 - - 0s 0 0 395.31373 0 180 - 395.31373 - - 0s 0 0 395.32207 0 184 - 395.32207 - - 0s 0 0 395.50000 0 147 - 395.50000 - - 0s 0 0 395.81944 0 177 - 395.81944 - - 0s 0 0 395.85000 0 173 - 395.85000 - - 0s 0 0 395.85000 0 182 - 395.85000 - - 0s 0 0 395.85000 0 161 - 395.85000 - - 1s 0 0 395.85000 0 167 - 395.85000 - - 1s 0 0 395.85000 0 166 - 395.85000 - - 1s 0 2 397.10000 0 166 - 397.10000 - - 1s 603 520 470.44024 73 126 - 402.44271 - 25.6 10s 604 521 474.62737 27 131 - 402.44271 - 25.5 19s 605 522 426.73994 34 162 - 404.57249 - 25.5 20s 607 523 470.61026 75 124 - 409.37184 - 25.4 29s 608 524 472.08869 77 147 - 410.51967 - 25.4 37s 611 526 447.21711 31 178 - 413.79207 - 25.3 40s 616 529 484.65853 86 163 - 418.00979 - 25.0 45s 619 531 419.70332 8 157 - 419.70332 - 24.9 52s 621 532 453.73387 34 149 - 419.96456 - 24.8 58s 623 534 510.39308 113 177 - 420.34014 - 24.8 60s 625 535 472.08869 77 155 - 420.72222 - 24.7 68s 627 536 484.65853 86 189 - 421.11325 - 24.6 70s 632 540 435.25406 36 178 - 422.03022 - 24.4 75s 637 543 422.07628 26 177 - 422.07628 - 24.2 80s 786 644 523.58334 84 91 - 422.51539 - 53.7 85s 1104 768 infeasible 66 - 422.73242 - 57.2 90s 1332 868 671.30887 117 71 - 424.75000 - 63.3 95s 1632 1024 626.85424 177 69 - 424.75000 - 64.2 100s 1918 1143 479.51613 30 111 - 425.25000 - 65.8 105s 2191 1209 infeasible 60 - 426.32814 - 68.5 110s 2522 1397 552.12275 110 79 - 426.76570 - 67.8 115s 2912 1743 461.51664 14 170 - 426.76570 - 64.1 120s 3160 1949 535.74370 67 121 - 429.47955 - 66.1 125s 3461 2222 517.87709 60 126 - 429.67477 - 66.5 130s 3789 2548 687.70985 232 48 - 429.67477 - 65.4 135s 4268 2968 609.54295 115 88 - 430.27171 - 61.6 140s 4597 3209 446.02832 14 179 - 432.99429 - 61.9 145s 5118 3668 822.71923 274 44 - 433.25222 - 59.0 150s 5597 4055 519.52682 51 115 - 435.19128 - 57.3 155s 6115 4472 infeasible 62 - 435.42933 - 55.8 160s 6659 4972 564.84695 92 73 - 435.83565 - 53.6 165s 7289 5504 500.97433 55 75 - 436.11947 - 51.5 170s 7791 5908 821.09856 270 35 - 436.11947 - 51.0 175s 8284 6337 infeasible 238 - 436.19926 - 50.3 180s 8684 6681 651.31095 98 79 - 436.37940 - 50.3 185s 8984 6847 530.64007 36 74 - 436.76324 - 51.4 190s 9606 7360 516.44728 44 52 - 436.98097 - 49.8 195s 10114 7781 507.18197 30 112 - 437.11280 - 49.1 200s 10496 8085 522.09495 42 113 - 437.30833 - 49.0 205s 10883 8398 627.30149 156 43 - 437.50000 - 49.2 210s 11485 8900 564.29850 153 74 - 437.50000 - 48.3 215s 12003 9330 463.02862 28 147 - 438.39223 - 47.9 220s 12287 9552 559.93368 70 87 - 438.96023 - 48.5 225s 12793 9985 628.29353 221 52 - 438.96023 - 48.2 230s 13259 10375 infeasible 66 - 439.08428 - 48.1 235s 13619 10673 602.54416 94 69 - 441.64203 - 48.4 240s 13967 10953 511.53183 42 153 - 442.22823 - 48.7 245s 14356 11245 593.79224 109 77 - 442.25072 - 48.8 250s 14831 11586 665.46197 104 48 - 442.37524 - 48.6 255s 15473 12076 578.53377 110 78 - 443.02868 - 47.7 260s 16047 12585 775.55559 320 43 - 443.14020 - 47.1 265s 16428 12871 543.38889 62 86 - 444.04577 - 47.3 270s 17068 13384 603.77619 104 81 - 444.08951 - 46.6 275s 17609 13795 infeasible 201 - 444.12153 - 46.4 280s 18059 14157 684.39969 155 53 - 444.12653 - 46.3 285s 18354 14382 516.09079 45 84 - 444.99895 - 46.7 290s 18926 14898 537.04414 56 123 - 445.35470 - 46.3 295s 19198 15090 485.86028 29 96 - 445.63734 - 46.9 300s 19870 15719 663.66292 184 51 - 445.63734 - 46.3 305s 20402 16164 538.74249 56 100 - 446.43812 - 46.0 310s 20758 16469 655.80282 125 55 - 446.54871 - 46.2 315s 21182 16821 697.96915 178 34 - 446.54871 - 46.3 320s 21570 17101 infeasible 87 - 446.69185 - 46.5 325s 22160 17623 482.57132 26 179 - 447.29684 - 46.2 330s 22425 17826 490.72942 27 107 - 447.47873 - 46.7 335s 23002 18257 622.47844 80 108 - 447.52279 - 46.3 340s 23535 18716 719.88989 217 51 - 447.62698 - 46.2 345s 24116 19192 516.98402 38 131 - 447.85932 - 45.9 350s 24779 19776 510.34312 41 84 - 447.99113 - 45.4 355s 25143 20042 infeasible 48 - 448.63651 - 45.6 360s 25500 20275 463.54464 29 164 - 449.08561 - 45.9 365s 25840 20542 496.09773 26 170 - 449.38645 - 46.1 370s 26190 20815 513.60781 67 112 - 449.60147 - 46.3 375s 26694 21229 762.40872 312 35 - 449.81526 - 46.1 380s 27046 21487 463.55185 35 128 - 449.93521 - 46.2 385s 27473 21876 543.16038 45 71 - 450.07397 - 46.3 390s 27761 22118 577.66810 46 108 - 450.26823 - 46.7 395s 28192 22477 615.06881 67 125 - 450.30291 - 46.7 400s 28502 22710 672.64686 99 83 - 450.55043 - 47.0 405s 28787 22937 523.68142 36 112 - 450.67148 - 47.3 410s 29219 23264 495.28153 21 134 - 450.75000 - 47.3 415s 29685 23679 691.59150 262 80 - 450.78464 - 47.2 420s 30272 24217 642.23650 297 36 - 450.95611 - 46.9 425s 30861 24712 infeasible 19 - 451.11357 - 46.6 430s 31178 24971 539.95804 72 109 - 451.40676 - 46.8 435s 31761 25487 522.00000 49 58 - 451.52093 - 46.6 440s 32508 26181 499.42555 56 92 - 451.58293 - 46.1 445s 33208 26833 512.02954 45 100 - 451.60493 - 45.7 450s 33523 27068 518.74264 44 102 - 451.64286 - 46.0 455s 33790 27271 508.36792 32 150 - 451.82651 - 46.3 460s 34190 27587 556.06154 71 111 - 451.91489 - 46.3 465s 34491 27828 546.26447 71 83 - 452.00000 - 46.6 470s 34676 27955 infeasible 69 - 452.23016 - 47.0 475s 35089 28322 696.27027 145 81 - 452.23730 - 47.1 480s 35481 28624 539.05923 65 117 - 452.61111 - 47.1 485s 36116 29171 762.54748 429 39 - 452.61111 - 46.8 490s 36463 29403 infeasible 68 - 452.85000 - 47.0 495s 36673 29609 676.22343 91 136 - 452.86420 - 47.3 500s 36993 29850 474.21658 33 164 - 453.13997 - 47.5 505s 37256 30047 560.48214 78 87 - 453.25864 - 47.7 510s 37629 30322 553.99338 57 102 - 453.55106 - 47.8 515s 37898 30518 infeasible 53 - 453.70943 - 48.0 520s 38286 30836 633.49371 153 68 - 453.83802 - 48.1 525s 38577 31041 579.73682 70 119 - 453.96983 - 48.2 530s 38880 31268 494.56656 44 148 - 454.15789 - 48.4 535s 39202 31514 524.33617 67 126 - 454.58871 - 48.5 540s 39610 31784 651.73805 153 57 - 454.66488 - 48.6 545s 39967 32047 557.41693 78 101 - 454.74793 - 48.7 550s 40433 32454 infeasible 103 - 454.96848 - 48.6 555s 40799 32778 567.13080 79 100 - 455.00000 - 48.7 560s 40804 32783 569.08949 81 98 - 455.00000 - 48.7 587s 40898 32859 527.71231 36 131 - 455.04860 - 48.9 590s 41081 32954 infeasible 56 - 455.19422 - 49.3 595s 41379 33186 682.92179 84 116 - 455.24892 - 49.4 600s 41774 33545 573.11959 111 107 - 455.49646 - 49.5 605s 42094 33819 583.08608 93 72 - 455.57518 - 49.6 610s 42642 34299 737.02349 154 98 - 455.65397 - 49.4 615s 43016 34572 578.14735 120 52 - 455.70730 - 49.4 620s 43519 35012 546.25735 61 85 - 455.87151 - 49.2 625s 44001 35422 508.31019 44 114 - 455.98451 - 49.2 630s 44575 35891 484.08333 19 123 - 455.99488 - 49.0 635s 44869 36105 infeasible 46 - 456.00000 - 49.1 640s 45214 36416 infeasible 142 - 456.00629 - 49.2 645s 45463 36619 719.65980 131 65 - 456.01554 - 49.4 650s 45886 36970 633.45542 131 38 - 456.16667 - 49.3 655s 46257 37241 infeasible 95 - 456.25000 - 49.4 660s 46479 37402 726.70903 105 111 - 456.33333 - 49.7 665s 47045 37908 666.87784 294 51 - 456.38635 - 49.4 670s 47519 38271 infeasible 30 - 456.63744 - 49.3 675s 47856 38558 517.99223 39 96 - 456.66667 - 49.4 680s 48283 38909 469.70439 15 156 - 456.74359 - 49.5 685s 48583 39143 infeasible 34 - 456.75000 - 49.6 690s 48869 39347 458.48387 18 166 - 456.92308 - 49.8 695s 49176 39606 590.28467 87 90 - 457.00000 - 49.9 700s 49400 39770 471.56074 27 171 - 457.01346 - 50.1 705s 49850 40197 679.38904 264 45 - 457.07703 - 50.1 710s 50442 40640 769.24961 149 52 - 457.12293 - 49.8 715s 50853 40987 588.54133 105 57 - 457.25076 - 49.8 720s 51405 41488 534.00267 61 76 - 457.26148 - 49.6 725s 51823 41830 494.91454 33 144 - 457.27347 - 49.6 730s 52159 42088 494.07172 25 153 - 457.34032 - 49.6 735s 52556 42401 569.88787 90 55 - 457.42351 - 49.7 740s 53107 42847 infeasible 128 - 457.44444 - 49.5 745s 53494 43119 464.77682 28 151 - 457.50000 - 49.6 750s 53822 43370 507.05152 49 147 - 457.53881 - 49.7 755s 54268 43750 482.65805 24 137 - 457.60000 - 49.7 760s 54824 44270 591.11417 83 61 - 457.65217 - 49.5 765s 55304 44689 679.24265 151 53 - 457.73899 - 49.4 770s 55835 45128 542.38759 47 144 - 457.80499 - 49.3 775s 56058 45298 485.65625 22 157 - 457.93583 - 49.5 780s 56439 45599 511.04098 42 118 - 457.93583 - 49.5 785s 56737 45805 505.74970 44 144 - 458.00000 - 49.7 790s 57067 46061 528.42620 47 123 - 458.08630 - 49.7 795s 57522 46419 492.96421 33 162 - 458.15909 - 49.7 800s 57889 46742 650.88072 111 75 - 458.29842 - 49.7 805s 58685 47445 623.50070 277 48 - 458.33333 - 49.3 810s 59010 47674 601.92357 71 129 - 458.35179 - 49.4 815s 59313 47913 554.70988 79 96 - 458.45833 - 49.5 820s 59696 48242 507.54203 51 127 - 458.58744 - 49.5 825s 59965 48457 546.71637 71 113 - 458.66667 - 49.6 830s 60268 48671 564.59679 38 79 - 458.73585 - 49.7 835s 60500 48831 615.82687 83 73 - 458.88557 - 49.8 840s 60651 48916 528.56931 38 112 - 458.93583 - 50.1 845s 61030 49203 465.80952 37 146 - 458.98816 - 50.1 850s 61367 49492 676.74103 136 91 - 459.01083 - 50.2 855s 61831 49892 643.07594 205 56 - 459.02459 - 50.1 860s 62415 50391 679.97861 157 57 - 459.03333 - 49.9 865s 62923 50809 517.25513 48 125 - 459.12500 - 49.8 870s 63205 51021 493.09529 28 157 - 459.29545 - 49.9 875s 63588 51309 619.57836 65 94 - 459.33409 - 50.0 880s 63992 51603 infeasible 66 - 459.59563 - 50.0 885s 64493 52034 infeasible 57 - 459.62983 - 49.9 890s 64814 52283 infeasible 52 - 459.77059 - 49.9 895s 65084 52479 infeasible 52 - 460.00000 - 50.1 900s 65418 52735 516.61311 54 122 - 460.06439 - 50.1 905s 65745 53018 698.62819 146 74 - 460.07670 - 50.2 910s 66294 53507 531.36107 28 142 - 460.11111 - 50.1 915s 66571 53736 549.77952 103 94 - 460.12127 - 50.1 920s 67134 54265 599.05563 65 94 - 460.13333 - 50.0 925s 67857 54913 658.48199 95 87 - 460.14726 - 49.8 930s 68409 55370 646.97956 78 117 - 460.20588 - 49.7 935s 68805 55693 530.71915 69 80 - 460.21168 - 49.7 940s 69265 56064 infeasible 244 - 460.23484 - 49.6 945s 69713 56393 562.43536 56 132 - 460.28427 - 49.6 950s 70146 56754 516.27857 42 62 - 460.32332 - 49.6 955s 70489 57020 infeasible 55 - 460.36687 - 49.6 960s 70751 57203 528.16273 53 126 - 460.44240 - 49.8 965s 71250 57669 659.88379 346 26 - 460.47448 - 49.7 970s 71702 58005 infeasible 49 - 460.51464 - 49.6 975s 71971 58172 473.83523 26 135 - 460.56679 - 49.7 980s 72266 58403 529.14182 53 134 - 460.58311 - 49.7 985s 72632 58690 633.34247 81 123 - 460.63372 - 49.7 990s 72890 58832 infeasible 70 - 460.70000 - 49.8 995s 73349 59219 infeasible 47 - 460.74949 - 49.8 1000s 73835 59670 593.91336 80 91 - 460.82542 - 49.7 1005s 74123 59858 461.92857 16 147 - 461.00000 - 49.8 1010s 74448 60133 562.96965 178 57 - 461.02478 - 49.8 1015s 74818 60449 644.01919 75 56 - 461.11404 - 49.8 1020s 75512 61072 596.44527 108 56 - 461.22222 - 49.6 1025s 76105 61557 510.63584 30 77 - 461.27636 - 49.4 1030s 76451 61821 522.57317 61 93 - 461.32500 - 49.5 1035s 76728 61980 618.00000 58 91 - 461.42108 - 49.6 1040s 77159 62346 651.68180 67 99 - 461.43860 - 49.6 1045s 77465 62606 625.28169 89 74 - 461.48478 - 49.6 1050s 77825 62866 533.12205 55 126 - 461.54868 - 49.7 1055s 78257 63186 555.96120 82 63 - 461.58704 - 49.7 1060s 78643 63496 622.33211 144 43 - 461.61292 - 49.7 1065s 79287 64044 509.31281 48 93 - 461.64987 - 49.6 1070s 79760 64429 562.01873 56 66 - 461.70508 - 49.5 1075s 80203 64780 538.74962 42 59 - 461.76496 - 49.5 1080s 80658 65177 519.03753 70 103 - 461.81470 - 49.5 1085s 81265 65683 539.69707 44 139 - 461.89122 - 49.4 1090s 81519 65863 561.59019 58 45 - 462.00000 - 49.5 1095s 81807 66131 613.45334 101 60 - 462.00000 - 49.5 1100s 82373 66631 554.00000 46 107 - 462.02987 - 49.4 1105s 83061 67262 502.35484 26 132 - 462.05000 - 49.3 1110s 83273 67434 591.28222 54 111 - 462.08909 - 49.4 1115s 83609 67722 656.00000 186 25 - 462.11677 - 49.5 1120s 84035 68096 512.27456 32 111 - 462.14875 - 49.4 1125s 84224 68211 472.53469 25 154 - 462.25000 - 49.6 1130s 84626 68559 464.45297 16 135 - 462.30465 - 49.6 1135s 85079 68984 512.51952 55 120 - 462.31504 - 49.5 1140s 85468 69317 465.25386 33 170 - 462.33333 - 49.6 1145s 85701 69513 504.33138 43 119 - 462.42857 - 49.7 1150s 86053 69833 569.57144 81 121 - 462.54334 - 49.7 1155s 86253 69989 infeasible 90 - 462.55000 - 49.9 1160s 86718 70368 657.26598 216 39 - 462.56507 - 49.9 1165s 87416 70940 infeasible 201 - 462.58479 - 49.7 1170s 87821 71255 647.48947 112 60 - 462.58725 - 49.7 1175s 88280 71668 647.58983 309 48 - 462.60092 - 49.6 1180s 88643 71947 619.34686 88 103 - 462.60909 - 49.7 1185s 89046 72292 635.72093 215 49 - 462.72123 - 49.7 1190s 89541 72735 539.76642 55 122 - 462.77083 - 49.6 1195s 90029 73192 715.12143 332 26 - 462.83333 - 49.5 1200s 90624 73621 497.53230 40 102 - 462.85733 - 49.4 1205s 91062 74007 556.29320 65 144 - 462.87406 - 49.4 1210s 91259 74154 infeasible 44 - 462.89278 - 49.5 1215s 91502 74315 510.43239 25 151 - 462.91672 - 49.6 1220s 91794 74529 485.55413 17 171 - 462.97636 - 49.7 1225s 92318 75030 793.00520 398 30 - 462.97636 - 49.5 1230s 92579 75164 infeasible 29 - 463.01487 - 49.7 1235s 92818 75361 635.40000 66 90 - 463.07390 - 49.7 1240s 93508 75914 638.03432 97 107 - 463.08164 - 49.6 1245s 93808 76124 686.59716 84 71 - 463.22334 - 49.7 1250s 94030 76255 523.94444 41 100 - 463.36009 - 49.8 1255s 94566 76696 606.26450 100 58 - 463.37905 - 49.7 1260s 94907 76951 519.16975 48 131 - 463.45833 - 49.8 1265s 95152 77113 533.75962 52 77 - 463.46667 - 49.9 1270s 95771 77686 733.74031 382 33 - 463.48648 - 49.7 1275s 96224 78057 584.84055 133 36 - 463.58147 - 49.7 1280s 96866 78675 667.08763 287 31 - 463.59087 - 49.5 1285s 97271 78990 531.10816 55 139 - 463.61607 - 49.5 1290s 97565 79176 524.48984 45 128 - 463.63408 - 49.6 1295s 97846 79385 501.09492 40 97 - 463.69908 - 49.7 1300s 98304 79776 501.61512 49 94 - 463.73941 - 49.7 1305s 98606 80034 568.86076 61 77 - 463.74240 - 49.7 1310s 99134 80502 793.88398 327 35 - 463.80660 - 49.7 1315s 99579 80868 566.88620 40 128 - 463.83333 - 49.7 1320s 99917 81131 581.03841 100 49 - 463.87992 - 49.7 1325s 100364 81534 infeasible 85 - 463.88863 - 49.7 1330s 100651 81753 534.77936 47 123 - 463.94752 - 49.8 1335s 100870 81906 504.76542 27 127 - 463.96552 - 49.9 1340s 101309 82296 653.82968 150 47 - 463.99650 - 49.8 1345s 101822 82701 542.53454 62 146 - 464.00000 - 49.8 1350s 102073 82904 536.66807 32 151 - 464.05882 - 49.9 1355s 102410 83105 479.18750 34 139 - 464.19895 - 49.9 1360s 103038 83684 863.96644 370 38 - 464.24192 - 49.8 1365s 103449 84028 581.41346 61 74 - 464.24888 - 49.8 1370s 104046 84548 587.90327 111 31 - 464.26252 - 49.7 1375s 104553 84951 497.05620 37 156 - 464.34177 - 49.6 1380s 105020 85384 734.03581 323 34 - 464.34267 - 49.6 1385s 105713 86012 774.75834 371 48 - 464.35689 - 49.4 1390s 106205 86329 611.41726 49 119 - 464.37500 - 49.4 1395s 106527 86575 514.26473 34 103 - 464.40857 - 49.4 1400s 106838 86810 693.03639 170 85 - 464.40857 - 49.5 1405s 107088 87019 673.57834 118 68 - 464.41137 - 49.6 1410s 107591 87414 648.68075 128 74 - 464.41667 - 49.6 1415s 108192 87929 515.77486 32 113 - 464.45148 - 49.5 1420s 108519 88176 566.33536 42 151 - 464.49968 - 49.5 1425s 108769 88370 513.46656 27 122 - 464.50000 - 49.6 1430s 109265 88810 658.40141 175 68 - 464.52237 - 49.6 1435s 109602 89093 595.33854 61 69 - 464.57020 - 49.6 1440s 109877 89322 634.69439 53 141 - 464.62500 - 49.7 1445s 110313 89695 711.81826 266 32 - 464.62696 - 49.6 1450s 110808 90108 615.76163 99 61 - 464.63713 - 49.6 1455s 111307 90513 498.80967 35 134 - 464.70032 - 49.6 1460s 111635 90789 602.25963 97 67 - 464.72512 - 49.6 1465s 112300 91419 infeasible 484 - 464.72537 - 49.4 1470s 112619 91648 693.72433 116 56 - 464.79017 - 49.5 1475s 112922 91863 609.71123 67 72 - 464.82693 - 49.5 1480s 113687 92589 622.91861 239 32 - 464.84342 - 49.3 1485s 114389 93200 infeasible 113 - 464.87450 - 49.2 1490s 114791 93464 567.67595 47 80 - 464.90802 - 49.2 1495s 115312 93921 658.84366 126 36 - 464.91407 - 49.2 1500s 115899 94464 554.92949 54 95 - 464.92231 - 49.1 1505s 116639 95134 479.46970 25 147 - 464.94088 - 49.0 1510s 117016 95450 594.06358 87 89 - 464.95161 - 49.0 1515s 117289 95652 569.49678 74 126 - 465.00000 - 49.1 1520s 117661 95948 515.74728 36 86 - 465.05612 - 49.1 1525s 117952 96139 502.08564 32 122 - 465.27206 - 49.2 1530s 118375 96464 654.73331 187 41 - 465.33333 - 49.2 1535s 118728 96675 512.96574 46 138 - 465.36667 - 49.2 1540s 119116 96949 575.42444 35 115 - 465.40743 - 49.2 1545s 119505 97162 714.22261 94 108 - 465.41195 - 49.2 1550s 119857 97426 575.80161 135 55 - 465.42778 - 49.3 1555s 120441 97956 644.11856 106 90 - 465.43603 - 49.2 1560s 120944 98383 infeasible 95 - 465.47066 - 49.1 1565s 121599 98970 522.09078 32 134 - 465.50000 - 49.0 1570s 121861 99159 492.08333 21 158 - 465.52954 - 49.1 1575s 122297 99575 635.44251 324 42 - 465.55520 - 49.0 1580s 122631 99835 511.87500 29 154 - 465.60000 - 49.0 1585s 122920 100045 518.50000 22 139 - 465.63626 - 49.1 1590s 123334 100399 infeasible 85 - 465.63700 - 49.1 1595s 123701 100693 603.00360 83 106 - 465.63889 - 49.1 1600s 124005 100881 infeasible 45 - 465.66667 - 49.2 1605s 124260 101069 infeasible 42 - 465.67679 - 49.3 1610s 124635 101394 549.36906 63 128 - 465.69321 - 49.3 1615s 125058 101745 684.63162 193 38 - 465.72381 - 49.3 1620s 125476 102079 infeasible 46 - 465.75000 - 49.3 1625s 125791 102314 631.05638 87 75 - 465.81271 - 49.4 1630s 126511 102910 586.06799 78 65 - 465.87500 - 49.2 1635s 127023 103338 infeasible 49 - 465.91000 - 49.2 1640s 127499 103744 562.28323 58 125 - 465.93574 - 49.2 1645s 127742 103889 infeasible 60 - 465.97115 - 49.2 1650s 128169 104272 522.12552 31 87 - 466.00000 - 49.2 1655s 128551 104654 759.87513 271 33 - 466.00000 - 49.2 1660s 128913 104942 614.59259 59 76 - 466.00000 - 49.2 1665s 129648 105592 628.45328 206 29 - 466.04922 - 49.1 1670s 130066 105917 576.00000 71 54 - 466.06327 - 49.1 1675s 130715 106477 infeasible 83 - 466.09102 - 49.0 1680s 131314 107002 708.11445 164 66 - 466.10223 - 48.9 1685s 131825 107416 581.79831 92 111 - 466.11594 - 48.9 1690s 132044 107555 569.44109 88 85 - 466.16667 - 49.0 1695s 132622 108079 508.37390 27 151 - 466.20833 - 48.9 1700s 132889 108292 584.14008 94 67 - 466.22885 - 49.0 1705s 133598 108943 503.84048 24 85 - 466.24146 - 48.9 1710s 134029 109302 infeasible 60 - 466.26730 - 48.8 1715s 134635 109847 816.21363 325 14 - 466.29167 - 48.8 1720s 134953 110081 628.00000 67 45 - 466.32590 - 48.8 1725s 135496 110573 519.09644 29 117 - 466.35506 - 48.7 1730s 135830 110865 630.63235 97 73 - 466.37032 - 48.7 1735s 136587 111486 641.64683 166 39 - 466.43996 - 48.6 1740s 137179 111998 494.45306 32 130 - 466.48078 - 48.5 1745s 137496 112238 infeasible 47 - 466.50137 - 48.6 1750s 137758 112416 528.76778 55 93 - 466.53158 - 48.6 1755s 138148 112723 674.37038 116 108 - 466.54348 - 48.6 1760s 138410 112913 630.67547 85 100 - 466.57370 - 48.7 1765s 138789 113176 545.70094 50 127 - 466.61057 - 48.8 1770s 139106 113416 637.63132 129 87 - 466.62500 - 48.8 1775s 139495 113606 560.80622 57 71 - 466.66667 - 48.8 1780s 139824 113893 595.67746 65 79 - 466.67012 - 48.9 1785s 140374 114364 584.70228 72 123 - 466.71740 - 48.8 1790s 140833 114717 infeasible 48 - 466.74185 - 48.8 1795s 141272 115118 530.03920 36 95 - 466.74739 - 48.8 1800s 141630 115400 560.18769 60 145 - 466.75768 - 48.8 1805s 141848 115582 534.35913 48 92 - 466.76734 - 48.9 1810s 142224 115840 693.35698 100 78 - 466.76910 - 48.9 1815s 142568 116092 467.98000 26 147 - 466.79492 - 49.0 1820s 142978 116470 799.67368 306 22 - 466.80000 - 48.9 1825s 143214 116628 521.50294 37 107 - 466.85714 - 49.0 1830s 143534 116842 496.63351 29 172 - 466.89787 - 49.0 1835s 143879 117143 593.33990 51 87 - 466.91667 - 49.1 1840s 144239 117477 705.78467 209 26 - 466.92260 - 49.1 1845s 144588 117752 498.84474 37 93 - 467.00000 - 49.1 1850s 144882 117976 671.24050 103 128 - 467.02083 - 49.1 1855s 145204 118213 527.07950 41 103 - 467.08453 - 49.2 1860s 145544 118502 670.57671 145 96 - 467.11529 - 49.2 1865s 145891 118798 661.46619 142 46 - 467.16667 - 49.2 1870s 146246 119082 578.10676 86 107 - 467.20000 - 49.2 1875s 146943 119678 598.27587 59 117 - 467.23421 - 49.1 1880s 147221 119882 infeasible 46 - 467.29113 - 49.2 1885s 147578 120159 740.13062 181 39 - 467.29255 - 49.2 1890s 148211 120721 575.65531 65 127 - 467.30884 - 49.1 1895s 148496 120920 530.46609 67 82 - 467.35922 - 49.2 1900s 149205 121550 563.21618 67 58 - 467.36210 - 49.1 1905s 149680 121970 583.26249 91 87 - 467.40857 - 49.0 1910s 150089 122260 520.55043 38 114 - 467.48546 - 49.1 1915s 150731 122831 556.01077 57 92 - 467.50000 - 49.0 1920s 151316 123334 656.71980 92 71 - 467.50760 - 48.9 1925s 151601 123563 499.89523 23 160 - 467.53548 - 49.0 1930s 151894 123806 533.84044 32 152 - 467.56766 - 49.0 1935s 152581 124385 615.23895 86 114 - 467.57665 - 48.9 1940s 152863 124585 588.02209 52 63 - 467.62662 - 49.0 1945s 153436 125107 502.62744 31 136 - 467.63408 - 48.9 1950s 153901 125492 533.67760 34 153 - 467.70808 - 48.9 1955s 154094 125623 524.31482 59 120 - 467.78376 - 49.0 1960s 154387 125830 613.54545 63 98 - 467.80893 - 49.0 1965s 154690 126054 511.13531 45 116 - 467.86425 - 49.0 1970s 155042 126338 663.13548 112 65 - 467.90705 - 49.1 1975s 155534 126774 796.49019 265 52 - 467.96657 - 49.0 1980s 156103 127168 511.45558 49 99 - 468.00000 - 49.0 1985s 156446 127437 558.65768 56 134 - 468.02698 - 49.0 1990s 156849 127779 747.40990 164 71 - 468.06000 - 49.0 1995s 157236 128069 561.28789 69 81 - 468.09549 - 49.0 2000s 157863 128619 659.95260 121 62 - 468.10027 - 49.0 2005s 158373 129032 584.95977 39 161 - 468.11246 - 48.9 2010s 158676 129290 684.88897 98 70 - 468.15135 - 49.0 2015s 159018 129558 575.77237 70 92 - 468.22868 - 49.0 2020s 159308 129770 563.78389 40 160 - 468.27195 - 49.1 2025s 159629 130023 555.40514 82 131 - 468.30000 - 49.1 2030s 159767 130091 498.74397 29 175 - 468.33584 - 49.2 2035s 160036 130328 610.08881 87 47 - 468.34358 - 49.2 2040s 160591 130738 548.28575 43 133 - 468.39082 - 49.2 2045s 160881 130966 538.36638 53 119 - 468.45551 - 49.2 2050s 161198 131191 509.24357 23 171 - 468.47645 - 49.3 2055s 161759 131718 765.33333 380 19 - 468.50000 - 49.2 2060s 162281 132051 726.60030 242 53 - 468.50000 - 49.2 2065s 162664 132294 523.38718 37 135 - 468.54770 - 49.2 2070s 163011 132594 598.00902 94 134 - 468.56167 - 49.2 2075s 163294 132787 494.75000 33 101 - 468.58909 - 49.3 2080s 163788 133211 494.51502 19 169 - 468.59040 - 49.2 2085s 164198 133581 609.63545 66 126 - 468.61693 - 49.2 2090s 164500 133809 551.66813 41 146 - 468.63153 - 49.3 2095s 164701 133955 503.98024 38 159 - 468.64258 - 49.3 2100s 165369 134551 512.09390 25 152 - 468.65737 - 49.2 2105s 165670 134788 547.14709 51 56 - 468.70015 - 49.3 2110s 166180 135236 486.13030 29 113 - 468.70517 - 49.2 2115s 166816 135826 556.08453 59 98 - 468.72549 - 49.2 2120s 167090 136052 626.29181 93 74 - 468.73152 - 49.2 2125s 167473 136344 536.55605 42 132 - 468.77252 - 49.2 2130s 167736 136555 506.67290 32 108 - 468.79697 - 49.3 2135s 168215 136902 infeasible 53 - 468.87264 - 49.3 2140s 168411 137032 553.40681 63 137 - 468.90763 - 49.3 2145s 168737 137296 589.22793 78 96 - 468.95769 - 49.4 2150s 169056 137523 533.98515 53 57 - 469.00000 - 49.4 2155s 169547 137966 489.24491 15 164 - 469.00000 - 49.4 2160s 169829 138169 517.41670 37 154 - 469.01230 - 49.4 2165s 170400 138684 803.61574 324 26 - 469.02564 - 49.4 2170s 170874 139051 527.65320 57 150 - 469.05573 - 49.4 2175s 171201 139289 595.99626 66 129 - 469.08333 - 49.4 2180s 171459 139505 568.00746 55 125 - 469.11111 - 49.4 2185s 171981 139955 739.04091 284 41 - 469.11518 - 49.4 2190s 172392 140254 608.11062 48 124 - 469.15408 - 49.4 2195s 172861 140602 865.96433 210 43 - 469.15794 - 49.4 2200s 173436 141114 666.32690 284 35 - 469.15909 - 49.3 2205s 173921 141486 530.95881 30 131 - 469.19525 - 49.3 2210s 174186 141680 547.77853 63 114 - 469.24402 - 49.3 2215s 174637 142095 679.81729 254 48 - 469.25942 - 49.3 2220s 175085 142441 595.29141 96 42 - 469.28774 - 49.3 2225s 175752 143044 infeasible 53 - 469.28786 - 49.3 2230s 176071 143329 711.07386 91 81 - 469.31217 - 49.3 2235s 176659 143798 542.68611 46 77 - 469.32984 - 49.3 2240s 177025 144129 667.16353 216 23 - 469.33140 - 49.3 2245s 177427 144433 489.03979 30 168 - 469.34880 - 49.3 2250s 177674 144608 623.00000 59 84 - 469.38466 - 49.3 2255s 178034 144916 622.59796 90 98 - 469.38915 - 49.3 2260s 178337 145119 540.58877 38 151 - 469.42689 - 49.4 2265s 178657 145388 infeasible 109 - 469.43128 - 49.4 2270s 179056 145681 533.03042 45 122 - 469.46709 - 49.4 2275s 179285 145834 infeasible 107 - 469.49324 - 49.5 2280s 179633 146066 516.21865 58 124 - 469.50000 - 49.5 2285s 179980 146305 550.13966 32 164 - 469.51550 - 49.5 2290s 180259 146490 infeasible 44 - 469.53640 - 49.6 2295s 180698 146869 691.35886 196 34 - 469.59771 - 49.6 2300s 181188 147289 539.08953 23 153 - 469.64568 - 49.6 2305s 181758 147793 780.00774 359 29 - 469.66667 - 49.5 2310s 182038 147953 522.05385 36 153 - 469.74074 - 49.6 2315s 182550 148423 560.06957 73 110 - 469.75000 - 49.5 2320s 183039 148842 708.72658 302 33 - 469.76290 - 49.5 2325s 183327 149018 infeasible 95 - 469.79067 - 49.5 2330s 183702 149325 541.03643 53 94 - 469.84044 - 49.5 2335s 183967 149496 527.64602 52 111 - 469.89486 - 49.6 2340s 184258 149741 656.06887 117 71 - 469.91119 - 49.6 2345s 184848 150220 530.07117 36 100 - 469.94742 - 49.5 2350s 185166 150437 499.60714 19 140 - 469.96299 - 49.6 2355s 185486 150679 infeasible 111 - 469.99405 - 49.6 2360s 185801 150902 520.75065 63 140 - 470.00000 - 49.6 2365s 186309 151295 515.95325 27 119 - 470.03125 - 49.6 2370s 186725 151655 568.26521 53 68 - 470.06961 - 49.6 2375s 187138 151980 infeasible 141 - 470.07267 - 49.6 2380s 187308 152058 infeasible 40 - 470.11285 - 49.7 2385s 187501 152163 522.06237 46 85 - 470.20787 - 49.8 2390s 187784 152376 552.05027 58 118 - 470.27649 - 49.8 2395s 188099 152607 518.38874 30 113 - 470.35000 - 49.8 2400s 188730 153125 516.20833 28 174 - 470.40000 - 49.8 2405s 189016 153369 576.94587 71 71 - 470.41587 - 49.8 2410s 189583 153856 625.32116 97 37 - 470.43164 - 49.8 2415s 190074 154255 531.68451 31 98 - 470.48860 - 49.7 2420s 190411 154519 566.37251 75 74 - 470.50000 - 49.8 2425s 191126 155137 500.31287 25 162 - 470.50005 - 49.7 2430s 191424 155363 572.70529 54 87 - 470.51695 - 49.7 2435s 192071 155940 513.42726 30 143 - 470.52895 - 49.6 2440s 192345 156121 535.72439 35 108 - 470.61111 - 49.7 2445s 192625 156325 593.69586 87 140 - 470.65000 - 49.7 2450s 193112 156677 560.96765 93 48 - 470.66667 - 49.7 2455s 193519 156976 infeasible 37 - 470.68245 - 49.7 2460s 193861 157280 565.53598 85 94 - 470.70619 - 49.7 2465s 194557 157933 687.41958 106 71 - 470.72243 - 49.6 2470s 194860 158178 768.18543 139 45 - 470.72905 - 49.6 2475s 195180 158432 650.31681 111 85 - 470.75000 - 49.7 2480s 195731 158933 664.54777 328 30 - 470.78271 - 49.6 2485s 196057 159206 694.06847 108 96 - 470.82894 - 49.7 2490s 196318 159409 681.19375 96 76 - 470.83977 - 49.7 2495s 196584 159581 506.29357 31 154 - 470.87097 - 49.8 2500s 196841 159776 infeasible 57 - 470.90094 - 49.8 2505s 197134 159983 550.64446 69 81 - 470.94126 - 49.8 2510s 197761 160557 570.47041 72 111 - 470.94473 - 49.8 2515s 198015 160733 infeasible 45 - 470.97277 - 49.8 2520s 198363 161038 636.74064 94 114 - 470.98423 - 49.8 2525s 198812 161405 infeasible 88 - 471.00000 - 49.8 2530s 199141 161666 infeasible 55 - 471.07608 - 49.8 2535s 199429 161902 infeasible 58 - 471.11973 - 49.9 2540s 199872 162283 infeasible 36 - 471.14023 - 49.9 2545s 200058 162417 infeasible 43 - 471.15682 - 49.9 2550s 200524 162826 505.48443 46 148 - 471.17345 - 49.9 2555s 200997 163226 484.93825 25 167 - 471.18562 - 49.9 2560s 201335 163494 561.16667 53 92 - 471.20763 - 49.9 2565s 201573 163642 530.13883 50 138 - 471.25000 - 49.9 2570s 201907 163932 566.00350 46 88 - 471.29549 - 50.0 2575s 202248 164201 556.75521 85 111 - 471.30941 - 50.0 2580s 202821 164611 511.62495 58 129 - 471.33253 - 49.9 2585s 203145 164872 552.30954 66 121 - 471.33414 - 50.0 2590s 203769 165383 493.00000 23 140 - 471.34405 - 49.9 2595s 203987 165553 661.47745 83 127 - 471.37500 - 49.9 2600s 204194 165708 infeasible 103 - 471.38138 - 50.0 2605s 204469 165878 534.48435 44 143 - 471.41047 - 50.0 2610s 204749 166102 603.14286 75 100 - 471.45910 - 50.1 2615s 205155 166448 553.04858 32 94 - 471.46483 - 50.1 2620s 205666 166883 482.56800 26 157 - 471.47170 - 50.0 2625s 205865 167004 486.62186 20 116 - 471.47723 - 50.1 2630s 206124 167189 505.62284 39 162 - 471.51282 - 50.2 2635s 206463 167427 501.21014 43 149 - 471.55912 - 50.2 2640s 207114 167948 901.88780 309 36 - 471.56250 - 50.1 2645s 207572 168286 569.81757 54 75 - 471.58926 - 50.1 2650s 208132 168782 infeasible 87 - 471.61755 - 50.1 2655s 208367 168915 540.12194 29 152 - 471.63636 - 50.1 2660s 208657 169147 512.75000 25 163 - 471.66745 - 50.1 2665s 208937 169337 infeasible 39 - 471.75227 - 50.2 2670s 209161 169505 506.36126 27 119 - 471.78563 - 50.2 2675s 209518 169768 510.09677 26 134 - 471.80947 - 50.2 2680s 209764 169958 530.08834 23 137 - 471.83697 - 50.3 2685s 210212 170334 infeasible 83 - 471.89201 - 50.3 2690s 210574 170625 645.94700 156 69 - 471.93750 - 50.3 2695s 211069 171000 548.50000 24 149 - 471.96321 - 50.3 2700s 211618 171519 837.38920 389 46 - 471.96519 - 50.2 2705s 212021 171839 586.31447 44 135 - 472.00000 - 50.2 2710s 212252 171978 496.67054 25 143 - 472.01238 - 50.3 2715s 212943 172596 911.26770 437 55 - 472.01238 - 50.2 2720s 213331 172875 605.67964 55 81 - 472.03799 - 50.2 2725s 213610 173085 549.31427 76 124 - 472.07097 - 50.2 2730s 214051 173397 infeasible 44 - 472.08654 - 50.2 2735s 214224 173522 594.36536 49 136 - 472.12377 - 50.3 2740s 214493 173731 infeasible 37 - 472.12500 - 50.3 2745s 214698 173870 infeasible 45 - 472.18056 - 50.4 2750s 214951 174041 558.58963 74 83 - 472.18750 - 50.4 2755s 215450 174488 809.02886 316 44 - 472.19444 - 50.4 2760s 215757 174683 605.40362 47 145 - 472.25076 - 50.4 2765s 216029 174875 553.06721 44 142 - 472.31823 - 50.5 2770s 216270 175063 infeasible 40 - 472.33238 - 50.5 2775s 216603 175313 549.61363 42 118 - 472.36290 - 50.5 2780s 216911 175579 509.00206 36 140 - 472.38023 - 50.6 2785s 217316 175916 541.41995 31 77 - 472.39006 - 50.6 2790s 217673 176177 605.20000 83 85 - 472.40391 - 50.6 2795s 218095 176531 515.21989 34 125 - 472.41905 - 50.6 2800s 218491 176868 675.06585 249 24 - 472.42804 - 50.5 2805s 218808 177078 510.45238 49 111 - 472.46667 - 50.6 2810s 219205 177414 507.70862 35 127 - 472.48361 - 50.6 2815s 219511 177658 597.77300 116 54 - 472.50000 - 50.6 2820s 220052 178109 490.28571 33 147 - 472.51816 - 50.6 2825s 220384 178380 511.91134 35 162 - 472.53033 - 50.6 2830s 220759 178697 563.54504 75 119 - 472.56436 - 50.6 2835s 221060 178930 539.15116 48 56 - 472.60776 - 50.6 2840s 221480 179274 infeasible 112 - 472.63110 - 50.6 2845s 221883 179617 602.32267 78 114 - 472.64489 - 50.6 2850s 222151 179823 infeasible 39 - 472.65307 - 50.7 2855s 222504 180136 769.82140 182 76 - 472.65917 - 50.7 2860s 222982 180478 562.69397 77 115 - 472.67418 - 50.7 2865s 223291 180699 541.47545 93 124 - 472.71496 - 50.7 2870s 223604 180933 571.29167 43 120 - 472.75000 - 50.7 2875s 223871 181136 601.33227 92 121 - 472.75238 - 50.8 2880s 224137 181308 532.58934 33 120 - 472.76385 - 50.8 2885s 224433 181539 infeasible 58 - 472.78424 - 50.8 2890s 224732 181786 640.18165 54 100 - 472.78746 - 50.8 2895s 225083 182086 589.84302 94 61 - 472.81714 - 50.9 2900s 225362 182286 535.69471 47 106 - 472.83865 - 50.9 2905s 225963 182833 602.24586 66 95 - 472.83972 - 50.8 2910s 226268 183052 681.40101 100 92 - 472.84079 - 50.9 2915s 226490 183194 533.27524 33 110 - 472.89895 - 50.9 2920s 226689 183315 infeasible 43 - 472.90542 - 51.0 2925s 226966 183540 536.69086 82 91 - 472.94591 - 51.0 2930s 227497 184007 598.38382 118 54 - 472.95455 - 51.0 2935s 228032 184469 595.00691 81 85 - 473.00000 - 50.9 2940s 228430 184795 infeasible 97 - 473.00000 - 50.9 2945s 228703 184934 515.41207 36 152 - 473.00000 - 51.0 2950s 228994 185137 536.50234 42 129 - 473.03523 - 51.0 2955s 229661 185658 infeasible 358 - 473.03523 - 50.9 2960s 230257 186118 518.01926 33 107 - 473.04884 - 50.9 2965s 230871 186621 481.63388 24 153 - 473.06667 - 50.8 2970s 231414 187103 546.84143 46 108 - 473.07988 - 50.8 2975s 231861 187486 547.71106 42 80 - 473.10417 - 50.8 2980s 232081 187634 525.68937 33 65 - 473.11603 - 50.8 2985s 232619 188143 862.62738 362 43 - 473.13080 - 50.8 2990s 232971 188411 561.26220 24 94 - 473.15476 - 50.8 2995s 233436 188753 infeasible 50 - 473.16840 - 50.8 3000s 233677 188923 529.66544 55 70 - 473.21478 - 50.8 3005s 234133 189331 689.67861 221 41 - 473.23611 - 50.8 3010s 234557 189683 861.17947 231 56 - 473.24339 - 50.8 3015s 234932 189979 507.37338 55 125 - 473.26923 - 50.8 3020s 235251 190207 532.52731 53 102 - 473.28400 - 50.8 3025s 235530 190417 523.73774 43 149 - 473.31824 - 50.8 3030s 235934 190750 674.38064 129 75 - 473.32898 - 50.8 3035s 236358 191106 506.30528 50 131 - 473.35581 - 50.8 3040s 236761 191404 522.08331 44 98 - 473.39500 - 50.8 3045s 236948 191495 515.74286 34 140 - 473.42171 - 50.9 3050s 237220 191661 522.94732 34 134 - 473.44000 - 50.9 3055s 237451 191804 513.93896 35 164 - 473.46154 - 51.0 3060s 237856 192142 733.03322 96 122 - 473.46532 - 51.0 3065s 238273 192519 622.50562 191 41 - 473.47436 - 50.9 3070s 238719 192881 506.87687 58 76 - 473.49954 - 50.9 3075s 239214 193346 704.72772 332 36 - 473.50000 - 50.9 3080s 239614 193646 509.86629 52 109 - 473.50799 - 50.9 3085s 240252 194250 573.97954 93 116 - 473.52470 - 50.9 3090s 240477 194409 519.00176 22 143 - 473.53586 - 50.9 3095s 240814 194696 626.02012 71 120 - 473.54155 - 50.9 3100s 241148 194950 505.72917 42 104 - 473.55049 - 50.9 3105s 241810 195534 783.57459 406 40 - 473.55556 - 50.9 3110s 242224 195819 526.54010 38 157 - 473.61182 - 50.9 3115s 242538 196085 516.39899 50 129 - 473.64216 - 50.9 3120s 242896 196379 562.33205 71 92 - 473.65747 - 50.9 3125s 243368 196759 502.52620 26 162 - 473.66703 - 50.9 3130s 243652 196975 553.04317 54 99 - 473.67670 - 50.9 3135s 243964 197208 infeasible 55 - 473.68889 - 50.9 3140s 244312 197506 590.73649 85 39 - 473.73418 - 50.9 3145s 244959 198051 559.45308 93 117 - 473.73984 - 50.9 3150s 245410 198427 717.31644 270 29 - 473.74809 - 50.8 3155s 245704 198693 661.69510 101 92 - 473.75000 - 50.9 3160s 246524 199394 628.94479 88 132 - 473.75804 - 50.8 3165s 247116 199864 536.12500 32 96 - 473.77281 - 50.7 3170s 247362 200018 522.18981 37 142 - 473.80668 - 50.8 3175s 247713 200299 infeasible 209 - 473.80668 - 50.8 3180s 247940 200442 infeasible 52 - 473.84668 - 50.8 3185s 248253 200673 595.63811 51 79 - 473.87923 - 50.9 3190s 248924 201298 487.67275 33 128 - 473.89873 - 50.8 3195s 249500 201797 836.84852 401 25 - 473.90843 - 50.8 3200s 250211 202432 649.29820 91 88 - 473.92857 - 50.7 3205s 250515 202646 539.81160 39 77 - 473.94722 - 50.7 3210s 250844 202902 infeasible 72 - 473.95445 - 50.7 3215s 251264 203234 630.89338 135 91 - 473.96026 - 50.7 3220s 251649 203504 508.69333 46 133 - 474.00000 - 50.7 3225s 252012 203813 715.11678 181 39 - 474.00000 - 50.7 3230s 252607 204272 494.68843 33 123 - 474.00870 - 50.7 3235s 253218 204774 565.20259 43 99 - 474.02209 - 50.7 3240s 253834 205266 772.18535 253 58 - 474.02703 - 50.6 3245s 254213 205495 561.83671 45 127 - 474.04641 - 50.6 3250s 254517 205723 604.95367 99 75 - 474.06836 - 50.7 3255s 255006 206125 594.01754 77 90 - 474.10021 - 50.6 3260s 255465 206552 771.08233 265 46 - 474.10338 - 50.6 3265s 255751 206741 528.66581 32 68 - 474.14373 - 50.6 3270s 256291 207180 568.28434 89 52 - 474.16268 - 50.6 3275s 256782 207497 infeasible 39 - 474.17145 - 50.6 3280s 257041 207678 541.47859 71 77 - 474.19212 - 50.6 3285s 257533 208103 623.29402 191 43 - 474.21586 - 50.6 3290s 258194 208662 766.57446 300 60 - 474.22591 - 50.6 3295s 258513 208873 519.56429 32 151 - 474.25992 - 50.6 3300s 258962 209262 755.32949 128 46 - 474.26737 - 50.6 3305s 259402 209572 551.85469 62 114 - 474.28225 - 50.6 3310s 259730 209804 487.79415 25 142 - 474.30593 - 50.6 3315s 260154 210160 610.65217 217 53 - 474.32231 - 50.6 3320s 260445 210379 516.78259 35 141 - 474.36239 - 50.6 3325s 261033 210883 505.87537 30 149 - 474.37500 - 50.6 3330s 261324 211092 575.38208 51 84 - 474.42912 - 50.6 3335s 261861 211564 513.90278 25 121 - 474.44212 - 50.6 3340s 262155 211786 487.40230 26 122 - 474.46745 - 50.6 3345s 262489 212039 573.11461 52 106 - 474.47904 - 50.6 3350s 262801 212297 521.07551 69 129 - 474.50348 - 50.6 3355s 263054 212483 527.00782 41 141 - 474.52891 - 50.7 3360s 263378 212725 582.01544 80 90 - 474.54713 - 50.7 3365s 263935 213222 585.57331 80 126 - 474.54717 - 50.6 3370s 264145 213324 524.68182 30 127 - 474.56625 - 50.7 3375s 264463 213582 562.52283 77 92 - 474.59459 - 50.7 3380s 264812 213855 581.40811 66 119 - 474.63426 - 50.7 3385s 265295 214271 695.98999 256 46 - 474.63946 - 50.7 3390s 265629 214545 807.44480 170 67 - 474.66288 - 50.7 3395s 266101 214923 653.27869 86 114 - 474.67728 - 50.7 3400s 266430 215138 infeasible 30 - 474.70364 - 50.7 3405s 267022 215653 531.48725 30 132 - 474.74743 - 50.7 3410s 267415 215982 infeasible 42 - 474.75000 - 50.7 3415s 267911 216406 744.43054 327 28 - 474.75000 - 50.6 3420s 268393 216812 750.92654 162 63 - 474.78150 - 50.6 3425s 268705 217048 609.95953 86 97 - 474.79999 - 50.7 3430s 269295 217566 667.83671 122 78 - 474.82047 - 50.6 3435s 269999 218181 543.67106 51 106 - 474.83333 - 50.6 3440s 270698 218729 508.35542 42 65 - 474.84631 - 50.5 3445s 271280 219186 infeasible 51 - 474.85000 - 50.5 3450s 271599 219425 518.57698 41 88 - 474.87255 - 50.5 3455s 271866 219598 521.08611 53 92 - 474.87638 - 50.5 3460s 272180 219832 669.74640 107 51 - 474.88202 - 50.5 3465s 272560 220104 517.72797 33 77 - 474.91452 - 50.5 3470s 272861 220333 609.22359 91 71 - 474.94301 - 50.6 3475s 273413 220791 490.01069 23 101 - 474.97083 - 50.5 3480s 273923 221259 557.65568 50 146 - 474.98574 - 50.5 3485s 274203 221427 infeasible 38 - 475.00000 - 50.5 3490s 274691 221867 560.42641 91 94 - 475.00000 - 50.5 3495s 275074 222144 535.10419 42 145 - 475.00775 - 50.5 3500s 275514 222560 717.66187 316 25 - 475.02267 - 50.5 3505s 275868 222840 627.92856 112 30 - 475.03284 - 50.5 3510s 276192 223057 604.03934 58 120 - 475.09496 - 50.5 3515s 276399 223198 infeasible 77 - 475.14515 - 50.6 3520s 276702 223395 infeasible 90 - 475.15000 - 50.6 3525s 277061 223665 522.44549 48 110 - 475.16009 - 50.6 3530s 277515 224044 infeasible 137 - 475.17044 - 50.6 3535s 278266 224721 603.89612 76 116 - 475.18239 - 50.5 3540s 279018 225334 504.58745 35 156 - 475.19739 - 50.4 3545s 279304 225557 617.85715 48 62 - 475.24095 - 50.5 3550s 279784 225975 675.09132 131 59 - 475.24476 - 50.5 3555s 280383 226469 550.58046 58 120 - 475.26737 - 50.4 3560s 281134 227147 511.87597 21 153 - 475.27644 - 50.3 3565s 281783 227735 561.06143 88 139 - 475.29091 - 50.3 3570s 282176 227987 497.78070 47 135 - 475.30050 - 50.3 3575s 282520 228266 487.12656 46 163 - 475.30802 - 50.3 3580s 282858 228550 538.39629 46 141 - 475.31433 - 50.3 3585s 283091 228713 517.94461 36 160 - 475.34431 - 50.4 3590s 283384 228968 639.28703 69 96 - 475.35078 - 50.4 3595s Cutting planes: Learned: 17 Gomory: 61 Cover: 372 Implied bound: 262 Clique: 18 MIR: 848 GUB cover: 18 Zero half: 318 Explored 283758 nodes (14300586 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.760000000000e+02, gap -