Gurobi 5.0.1 (linux64) logging started Tue Jan 1 02:12:54 2013 Optimize a model with 6562 rows, 6561 columns and 31131 nonzeros Presolve removed 2499 rows and 1417 columns Presolve time: 0.09s Presolved: 4063 rows, 5144 columns, 29552 nonzeros Variable types: 80 continuous, 5064 integer (5064 binary) Root relaxation: objective 3.425861e+02, 410 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 342.58614 0 106 - 342.58614 - - 0s 0 0 380.52410 0 145 - 380.52410 - - 0s 0 0 383.18347 0 157 - 383.18347 - - 0s 0 0 384.58333 0 134 - 384.58333 - - 0s 0 0 384.65152 0 137 - 384.65152 - - 0s 0 0 384.86275 0 151 - 384.86275 - - 0s 0 0 384.97143 0 164 - 384.97143 - - 0s 0 0 384.97268 0 167 - 384.97268 - - 0s 0 0 385.37179 0 109 - 385.37179 - - 0s 0 0 385.83333 0 126 - 385.83333 - - 0s 0 0 385.93333 0 161 - 385.93333 - - 0s 0 0 385.93333 0 129 - 385.93333 - - 0s 0 0 386.02083 0 142 - 386.02083 - - 0s 0 0 386.04167 0 154 - 386.04167 - - 0s 0 0 386.30952 0 134 - 386.30952 - - 0s 0 0 386.30952 0 152 - 386.30952 - - 0s 0 0 386.30952 0 142 - 386.30952 - - 1s 0 0 386.30952 0 137 - 386.30952 - - 1s 0 0 386.30952 0 145 - 386.30952 - - 1s 0 0 386.30952 0 146 - 386.30952 - - 1s 0 0 386.30952 0 142 - 386.30952 - - 1s 0 2 386.47436 0 138 - 386.47436 - - 2s 601 490 567.63089 113 142 - 391.41257 - 23.3 5s 603 491 414.01263 17 124 - 391.41257 - 23.2 11s 604 492 393.89827 9 142 - 391.41257 - 23.2 17s 605 493 442.31849 34 150 - 391.52876 - 23.2 25s 606 493 547.04061 77 131 - 394.79139 - 23.1 32s 607 494 410.47666 14 141 - 396.99591 - 23.1 41s 608 495 416.47632 20 155 - 397.51870 - 23.0 49s 609 495 567.63089 113 149 - 398.75647 - 23.0 56s 610 496 604.78977 103 165 - 399.79860 - 23.0 61s 612 497 461.13971 52 158 - 400.34185 - 22.9 66s 613 498 451.37367 31 148 - 401.09984 - 22.9 75s 616 500 442.31849 34 166 - 403.29098 - 22.7 83s 617 501 414.01263 17 144 - 403.85246 - 22.7 87s 619 502 477.35370 49 180 - 404.51337 - 22.6 90s 622 504 477.35370 49 191 - 405.01671 - 22.5 95s 625 506 414.01263 17 168 - 405.29915 - 22.4 100s 628 508 410.47666 14 194 - 405.59287 - 22.3 105s 632 511 442.31849 34 186 - 405.88915 - 22.2 110s 636 513 547.04061 77 215 - 406.21192 - 22.0 115s 640 516 406.70042 7 222 - 406.70042 - 21.9 121s 643 518 461.13971 52 217 - 407.01677 - 21.8 126s 657 529 420.16823 21 156 - 407.02145 - 45.1 130s 1115 827 639.56735 250 51 - 407.02145 - 40.9 135s 1512 1039 481.87075 84 119 - 407.05226 - 44.0 140s 1830 1233 610.09859 135 40 - 407.31567 - 47.8 145s 2189 1431 415.38032 26 121 - 408.05623 - 48.2 150s 2678 1851 436.06230 33 123 - 408.32401 - 46.9 155s 3084 2218 547.83116 100 103 - 408.32893 - 47.3 160s 3590 2703 727.64124 335 37 - 408.32893 - 45.1 165s 4304 3327 714.85991 246 38 - 408.44333 - 41.8 170s 4777 3701 infeasible 127 - 408.65715 - 42.2 175s 5110 3994 559.95443 99 112 - 408.77564 - 43.2 180s 5538 4378 414.83513 30 169 - 408.85059 - 43.8 185s 5820 4632 488.57739 71 102 - 408.89252 - 45.8 190s 6211 4967 412.44746 22 177 - 409.16643 - 46.0 195s 6594 5292 434.55165 26 161 - 409.56138 - 46.1 200s 6979 5653 494.78974 100 85 - 409.62928 - 46.3 205s 7482 6118 603.10458 211 67 - 409.64192 - 45.5 210s 7922 6522 606.02620 209 63 - 409.68758 - 45.1 215s 8354 6906 587.03413 161 67 - 409.71405 - 45.1 220s 8635 7145 557.49660 119 81 - 409.71698 - 46.1 225s 9099 7473 infeasible 109 - 409.76886 - 45.8 230s 9550 7816 502.65720 94 107 - 409.84598 - 45.8 235s 9970 8158 453.23759 42 145 - 410.07657 - 45.9 240s 10379 8489 467.44046 66 112 - 410.11596 - 45.8 245s 10922 8954 492.64023 53 133 - 410.33546 - 45.3 250s 11569 9388 488.51485 60 107 - 410.43296 - 44.6 255s 11925 9692 515.93313 63 102 - 410.53239 - 45.0 260s 12439 10123 465.93828 57 130 - 410.64669 - 44.6 265s 13006 10605 426.37748 32 171 - 410.92380 - 44.2 270s 13354 10933 459.38979 63 121 - 411.04421 - 44.5 275s 13638 11149 459.09788 38 153 - 411.20156 - 45.0 280s 13958 11395 infeasible 129 - 411.25982 - 45.4 285s 14312 11681 451.60898 47 133 - 411.39140 - 45.6 290s 14845 12201 639.78293 426 34 - 411.39140 - 44.8 295s 15179 12471 infeasible 77 - 411.48606 - 45.2 300s 15635 12885 529.96674 70 81 - 411.79817 - 45.2 305s 15938 13128 475.60400 71 115 - 411.97614 - 45.6 310s 16324 13466 430.52567 34 175 - 412.03821 - 45.7 315s 16942 14034 infeasible 154 - 412.10958 - 45.2 320s 17428 14442 457.76948 49 112 - 412.30388 - 44.9 325s 18118 14997 970.74457 361 28 - 412.30388 - 44.0 330s 18624 15397 431.80601 33 152 - 412.39328 - 43.9 335s 19150 15879 592.46413 146 66 - 412.50677 - 43.8 340s 19885 16499 611.93214 248 75 - 412.50765 - 43.2 345s 20402 16894 542.80705 130 77 - 412.57785 - 43.1 350s 20910 17361 516.82460 65 119 - 412.62206 - 42.9 355s 21421 17824 625.58291 260 41 - 412.66827 - 42.8 360s 21897 18231 infeasible 111 - 412.86794 - 42.7 365s 22353 18636 461.98073 45 97 - 412.95610 - 42.8 370s 22797 19047 577.14431 147 88 - 413.15035 - 42.9 375s 23161 19324 515.51054 79 106 - 413.29078 - 43.1 380s 23491 19607 551.43729 97 113 - 413.52461 - 43.3 385s 24010 20010 415.04723 24 170 - 413.61838 - 43.1 390s 24587 20566 534.45295 180 98 - 413.80303 - 42.9 395s 24925 20840 482.25556 80 95 - 413.95781 - 43.1 400s 25453 21323 541.13776 108 65 - 413.97268 - 42.9 405s 25856 21638 438.93373 37 107 - 414.05349 - 43.0 410s 26287 22039 668.80075 196 54 - 414.16847 - 43.0 415s 26869 22522 474.39531 57 118 - 414.28746 - 42.7 420s 27378 22963 416.32582 31 174 - 414.37563 - 42.6 425s 27952 23457 479.83743 63 92 - 414.42380 - 42.4 430s 28459 23877 532.83246 93 95 - 414.51567 - 42.4 435s 28793 24122 538.07752 72 86 - 414.55044 - 42.6 440s 29393 24674 505.60024 165 70 - 414.57631 - 42.3 445s 30048 25230 467.67946 56 132 - 414.63869 - 42.1 450s 30551 25694 594.77479 205 68 - 414.83019 - 41.9 455s 31083 26161 532.69520 60 88 - 414.85863 - 41.6 460s 31525 26535 484.57651 81 126 - 414.87085 - 41.7 465s 32107 27070 696.66890 235 62 - 414.90454 - 41.5 470s 32812 27632 725.11719 305 25 - 414.93708 - 41.1 475s 33368 28076 533.21939 81 104 - 414.97351 - 41.0 480s 34050 28654 562.23723 135 76 - 414.98674 - 40.7 485s 34729 29243 419.94200 30 153 - 415.02111 - 40.4 490s 35304 29722 491.99865 74 117 - 415.04105 - 40.4 495s 35752 30158 520.86340 146 62 - 415.04723 - 40.5 500s 36350 30663 522.12251 54 110 - 415.04965 - 40.3 505s 37116 31357 749.88786 456 34 - 415.07721 - 39.9 510s 37709 31873 513.20861 112 70 - 415.13025 - 39.8 515s 38231 32331 516.50285 59 127 - 415.22386 - 39.8 520s 38620 32654 485.95512 66 137 - 415.24282 - 39.8 525s 39188 33097 482.34767 45 102 - 415.36530 - 39.8 530s 39926 33802 503.00988 92 103 - 415.39532 - 39.5 535s 40569 34399 617.34691 132 80 - 415.47373 - 39.3 540s 40804 34613 514.52270 90 116 - 415.47628 - 39.3 582s 41104 34899 549.07801 168 65 - 415.51249 - 39.3 585s 41580 35307 511.16374 71 113 - 415.60556 - 39.3 590s 42286 35958 451.37906 42 155 - 415.61408 - 39.1 595s 42738 36356 631.87987 158 81 - 415.64838 - 39.2 600s 43204 36761 423.74924 29 144 - 415.67743 - 39.1 605s 43504 37006 463.86078 47 136 - 415.76842 - 39.3 610s 44079 37528 650.08965 162 65 - 415.77936 - 39.2 615s 44579 37973 646.80063 229 56 - 415.79199 - 39.1 620s 45105 38441 561.95890 104 74 - 415.82680 - 39.1 625s 45885 39054 452.13133 40 127 - 415.84630 - 38.8 630s 46339 39438 593.36024 64 95 - 415.93293 - 38.9 635s 46859 39897 561.89310 114 52 - 415.93618 - 38.9 640s 47504 40457 infeasible 367 - 415.97126 - 38.8 645s 48112 40920 574.57502 99 97 - 416.01255 - 38.7 650s 48670 41298 420.65777 29 154 - 416.04687 - 38.6 655s 49133 41722 440.95010 42 137 - 416.05327 - 38.7 660s 49677 42230 714.10393 289 56 - 416.15678 - 38.7 665s 50180 42630 424.28606 25 158 - 416.42007 - 38.7 670s 50906 43157 460.54301 36 150 - 416.44991 - 38.5 675s 51419 43572 437.49267 38 165 - 416.48599 - 38.5 680s 51939 44058 508.54691 119 80 - 416.53164 - 38.5 685s 52656 44688 537.22854 100 89 - 416.60799 - 38.3 690s 53386 45240 523.00248 89 108 - 416.61267 - 38.1 695s 54101 45844 455.64623 39 139 - 416.64787 - 37.9 700s 54603 46275 455.65733 57 141 - 416.81923 - 38.0 705s 55091 46688 428.39227 30 162 - 416.90483 - 38.0 710s 55617 47186 606.42947 152 65 - 416.90526 - 38.0 715s 56231 47683 484.83874 47 117 - 416.97867 - 37.9 720s 56693 48083 563.46005 139 77 - 416.99552 - 38.0 725s 57051 48328 509.64071 42 121 - 417.04089 - 38.1 730s 57661 48873 460.37481 43 152 - 417.06401 - 38.1 735s 58263 49332 535.64371 57 104 - 417.10320 - 38.0 740s 58472 49518 600.70871 126 101 - 417.16964 - 38.2 745s 59055 49959 439.58572 39 151 - 417.32979 - 38.2 750s 59490 50355 597.94450 118 72 - 417.36272 - 38.2 755s 60122 50831 infeasible 168 - 417.38756 - 38.2 760s 60558 51225 519.85251 90 84 - 417.46918 - 38.2 765s 61206 51761 infeasible 263 - 417.48457 - 38.0 770s 61609 52068 428.62470 30 152 - 417.55546 - 38.0 775s 62091 52522 472.93719 30 111 - 417.57159 - 38.0 780s 62451 52821 464.59816 55 147 - 417.58919 - 38.1 785s 63041 53333 880.44720 367 27 - 417.58919 - 38.0 790s 63566 53808 508.41992 58 103 - 417.61081 - 38.0 795s 63990 54171 infeasible 80 - 417.65775 - 38.1 800s 64370 54481 710.66991 161 97 - 417.72495 - 38.2 805s 65071 55100 647.35430 217 66 - 417.74224 - 38.0 810s 65359 55300 infeasible 58 - 417.81716 - 38.2 815s 65743 55648 465.20959 68 122 - 417.84636 - 38.3 820s 66357 56211 567.15648 97 86 - 417.88738 - 38.2 825s 66831 56647 616.86216 199 57 - 417.88738 - 38.2 830s 67441 57189 420.93662 26 199 - 417.92324 - 38.1 835s 67688 57406 584.22225 84 106 - 417.93924 - 38.3 840s 68072 57738 560.33843 98 94 - 417.96654 - 38.3 845s 68632 58236 639.76766 157 68 - 417.98678 - 38.3 850s 69289 58804 628.10676 279 52 - 418.04970 - 38.2 855s 69829 59298 509.62113 160 96 - 418.06274 - 38.2 860s 70291 59695 544.44061 68 71 - 418.09016 - 38.3 865s 70770 60102 460.19927 56 127 - 418.22395 - 38.3 870s 71058 60328 469.28464 34 147 - 418.24428 - 38.4 875s 71560 60789 675.75164 219 69 - 418.25746 - 38.4 880s 72154 61257 512.97902 82 104 - 418.27734 - 38.4 885s 72756 61808 473.12451 37 104 - 418.36455 - 38.3 890s 73301 62302 445.15160 32 136 - 418.40914 - 38.3 895s 73526 62494 603.75573 107 85 - 418.41868 - 38.4 900s 73904 62815 481.66243 56 161 - 418.43970 - 38.5 905s 74203 63072 infeasible 111 - 418.50308 - 38.6 910s 74715 63436 544.33333 81 89 - 418.55821 - 38.6 915s 75062 63736 577.60628 108 72 - 418.62049 - 38.6 920s 75469 64060 583.77983 111 102 - 418.65160 - 38.7 925s 75956 64496 605.17961 148 50 - 418.67269 - 38.7 930s 76409 64905 537.03956 142 49 - 418.73697 - 38.7 935s 76762 65178 526.33786 92 82 - 418.74667 - 38.7 940s 77208 65553 667.74480 215 62 - 418.75248 - 38.8 945s 77780 66036 669.91660 217 74 - 418.77746 - 38.7 950s 78519 66649 infeasible 328 - 418.81591 - 38.6 955s 79194 67230 679.18558 310 43 - 418.81866 - 38.4 960s 79657 67587 449.93094 43 152 - 418.84476 - 38.5 965s 80210 68064 532.60809 114 73 - 418.84773 - 38.4 970s 80827 68647 infeasible 160 - 418.90469 - 38.3 975s 81183 68928 480.57254 49 111 - 419.02974 - 38.4 980s 81685 69369 infeasible 54 - 419.04687 - 38.4 985s 82222 69806 474.50438 68 148 - 419.04808 - 38.4 990s 82655 70173 667.05781 187 57 - 419.06499 - 38.4 995s 83070 70503 501.07155 64 150 - 419.12465 - 38.5 1000s 83614 70878 445.80400 34 96 - 419.20112 - 38.5 1005s 84046 71254 528.13748 78 108 - 419.20135 - 38.5 1010s 84900 71912 infeasible 276 - 419.20183 - 38.3 1015s 85314 72294 705.41385 162 69 - 419.20978 - 38.4 1020s 85661 72563 453.55327 46 158 - 419.24246 - 38.4 1025s 86039 72912 560.78639 120 87 - 419.27408 - 38.5 1030s 86668 73442 466.14412 69 137 - 419.37429 - 38.4 1035s 87394 74052 infeasible 86 - 419.37544 - 38.3 1040s 87887 74507 619.33238 307 62 - 419.39470 - 38.3 1045s 88376 74884 468.01406 43 43 - 419.49126 - 38.4 1050s 89031 75519 601.65957 225 50 - 419.49137 - 38.3 1055s 89642 75998 436.26499 34 146 - 419.51555 - 38.3 1060s 90130 76430 infeasible 122 - 419.54941 - 38.3 1065s 90746 76997 520.42115 113 133 - 419.55208 - 38.2 1070s 91416 77558 541.76193 150 48 - 419.55208 - 38.2 1075s 91931 78027 601.31057 99 38 - 419.55327 - 38.1 1080s 92431 78362 426.31751 32 157 - 419.55878 - 38.2 1085s 92810 78691 527.83418 96 75 - 419.59250 - 38.2 1090s 93654 79447 771.14830 332 76 - 419.60805 - 38.1 1095s 94013 79705 505.31052 63 129 - 419.69954 - 38.1 1100s 94469 80080 444.07925 41 162 - 419.75982 - 38.2 1105s 94963 80545 687.07830 227 58 - 419.76104 - 38.2 1110s 95552 81059 437.23288 42 162 - 419.84060 - 38.1 1115s 96262 81718 534.47165 141 83 - 419.84299 - 38.1 1120s 96856 82273 603.95280 273 54 - 419.85813 - 38.0 1125s 97458 82769 593.85183 158 66 - 419.88817 - 38.0 1130s 98067 83227 454.08400 42 117 - 419.88861 - 38.0 1135s 98495 83551 464.92883 53 107 - 419.91151 - 38.0 1140s 98889 83900 infeasible 92 - 419.92527 - 38.0 1145s 99451 84313 484.71012 69 110 - 420.01863 - 38.0 1150s 100007 84784 512.08010 71 123 - 420.08027 - 37.9 1155s 100590 85345 577.64201 175 91 - 420.09704 - 37.9 1160s 101280 85924 451.29700 43 147 - 420.10765 - 37.8 1165s 101716 86324 469.22370 41 150 - 420.11144 - 37.8 1170s 102118 86668 442.61624 44 167 - 420.13884 - 37.9 1175s 102691 87196 592.78874 172 77 - 420.14889 - 37.8 1180s 103059 87513 450.48319 47 173 - 420.16986 - 37.9 1185s 103610 87958 466.77299 45 142 - 420.18170 - 37.9 1190s 103846 88170 561.76323 78 105 - 420.20157 - 38.0 1195s 104359 88560 428.28257 29 170 - 420.22668 - 38.0 1200s 104624 88789 544.20750 80 118 - 420.24404 - 38.1 1205s 105032 89165 693.61709 245 59 - 420.24796 - 38.1 1210s 105648 89666 908.64650 267 51 - 420.24954 - 38.1 1215s 106107 90058 547.15437 120 92 - 420.25785 - 38.1 1220s 106769 90570 438.35709 33 154 - 420.27351 - 38.1 1225s 107131 90874 infeasible 68 - 420.28459 - 38.1 1230s 107655 91350 773.94823 246 50 - 420.28885 - 38.1 1235s 108082 91729 612.36931 205 66 - 420.30437 - 38.1 1240s 108432 92010 infeasible 63 - 420.31182 - 38.2 1245s 108702 92246 476.24581 58 115 - 420.31775 - 38.3 1250s 109095 92582 615.46592 206 72 - 420.32076 - 38.3 1255s 109487 92904 554.56733 85 114 - 420.34770 - 38.4 1260s 109973 93319 457.10112 48 124 - 420.37311 - 38.4 1265s 110475 93756 442.57606 40 161 - 420.41203 - 38.4 1270s 110874 94031 545.18634 106 100 - 420.42893 - 38.4 1275s 111412 94477 650.51538 214 58 - 420.48126 - 38.4 1280s 111905 94889 561.82603 92 109 - 420.49818 - 38.4 1285s 112304 95254 454.03410 48 147 - 420.50355 - 38.4 1290s 112706 95601 440.49039 37 153 - 420.51448 - 38.5 1295s 113259 96113 561.31065 135 62 - 420.53295 - 38.4 1300s 113658 96426 540.46679 96 85 - 420.54120 - 38.5 1305s 114169 96845 454.46800 35 144 - 420.55810 - 38.5 1310s 114471 97119 625.45284 126 86 - 420.57512 - 38.5 1315s 115070 97659 693.42751 244 26 - 420.57836 - 38.5 1320s 115485 97960 472.55937 45 145 - 420.60714 - 38.5 1325s 115753 98176 495.28871 78 149 - 420.63497 - 38.6 1330s 116247 98634 787.75186 297 67 - 420.64609 - 38.6 1335s 116767 99021 486.12394 54 126 - 420.67194 - 38.6 1340s 117302 99486 547.56637 89 136 - 420.70107 - 38.6 1345s 117859 99990 469.54619 73 117 - 420.71718 - 38.6 1350s 118114 100179 578.09958 60 141 - 420.74378 - 38.7 1355s 118402 100442 584.45358 169 69 - 420.74592 - 38.7 1360s 118854 100778 infeasible 131 - 420.76133 - 38.7 1365s 119453 101277 441.18994 41 141 - 420.78690 - 38.7 1370s 119993 101741 429.04318 33 153 - 420.79380 - 38.7 1375s 120404 102105 423.90014 32 169 - 420.80460 - 38.7 1380s 120719 102392 467.24983 43 128 - 420.83115 - 38.8 1385s 121043 102670 464.75905 49 119 - 420.85179 - 38.9 1390s 121578 103103 426.56008 31 103 - 420.87607 - 38.8 1395s 122051 103519 432.12556 31 138 - 420.89103 - 38.8 1400s 122306 103740 508.87532 93 95 - 420.90467 - 38.9 1405s 122733 104084 533.06710 88 92 - 420.91852 - 38.9 1410s 123334 104623 565.49682 153 61 - 420.92205 - 38.9 1415s 123604 104849 535.44276 81 141 - 420.93662 - 39.0 1420s 123922 105103 617.34494 104 70 - 420.94319 - 39.0 1425s 124195 105315 473.10826 57 153 - 420.94964 - 39.1 1430s 124672 105744 459.33733 45 135 - 420.95745 - 39.1 1435s 125026 106033 450.72985 35 149 - 420.95906 - 39.1 1440s 125498 106435 infeasible 282 - 420.95906 - 39.2 1445s 126069 106911 511.78272 79 114 - 420.97156 - 39.1 1450s 126575 107348 441.50089 37 163 - 420.98913 - 39.1 1455s 126879 107628 589.03346 95 113 - 420.99674 - 39.2 1460s 127324 107975 444.49067 41 132 - 421.00112 - 39.2 1465s 127799 108380 438.07979 35 151 - 421.00996 - 39.2 1470s 128213 108770 473.46647 80 113 - 421.01406 - 39.2 1475s 128706 109179 441.22248 37 158 - 421.04404 - 39.2 1480s 128948 109368 465.72516 61 119 - 421.05046 - 39.3 1485s 129499 109877 541.84970 79 113 - 421.05762 - 39.3 1490s 129952 110271 467.59323 55 116 - 421.06463 - 39.3 1495s 130271 110526 infeasible 48 - 421.12343 - 39.3 1500s 130591 110794 460.44325 44 153 - 421.15044 - 39.4 1505s 131034 111195 523.12784 65 107 - 421.15110 - 39.4 1510s 131515 111624 547.84513 105 70 - 421.16448 - 39.4 1515s 131998 112027 463.16588 39 143 - 421.17197 - 39.4 1520s 132552 112503 539.57438 63 138 - 421.19328 - 39.4 1525s 133009 112887 482.63058 57 108 - 421.19480 - 39.4 1530s 133365 113140 436.46930 41 141 - 421.23428 - 39.4 1535s 133643 113376 592.02140 96 77 - 421.23818 - 39.5 1540s 134345 114011 428.41362 30 164 - 421.24887 - 39.4 1545s 134842 114447 526.72945 66 81 - 421.25965 - 39.4 1550s 135218 114777 463.23851 30 144 - 421.27641 - 39.5 1555s 135788 115206 797.34684 274 43 - 421.29380 - 39.4 1560s 136066 115435 506.20617 79 132 - 421.32343 - 39.5 1565s 136382 115688 484.12581 101 90 - 421.33502 - 39.6 1570s 136837 116077 infeasible 168 - 421.34235 - 39.6 1575s 137149 116293 infeasible 40 - 421.35327 - 39.7 1580s 137779 116836 475.70551 50 142 - 421.36340 - 39.6 1585s 138049 117046 585.01415 88 87 - 421.36656 - 39.7 1590s 138358 117289 515.63173 90 78 - 421.38415 - 39.7 1595s 138936 117821 822.79457 209 69 - 421.38415 - 39.7 1600s 139447 118247 645.48898 137 69 - 421.39796 - 39.7 1605s 140040 118699 427.44468 29 117 - 421.41744 - 39.7 1610s 140378 118975 437.59614 28 145 - 421.45327 - 39.7 1615s 140693 119245 453.30507 50 124 - 421.46058 - 39.7 1620s 141364 119862 490.41122 46 154 - 421.47198 - 39.7 1625s 141717 120174 499.09304 64 115 - 421.48245 - 39.7 1630s 142124 120531 464.47750 43 88 - 421.48710 - 39.7 1635s 142815 121180 861.89908 380 30 - 421.48710 - 39.7 1640s 142989 121320 446.84748 41 138 - 421.49028 - 39.7 1645s 143436 121747 704.38308 262 36 - 421.49492 - 39.7 1650s 143824 122114 624.21809 195 78 - 421.50139 - 39.7 1655s 144243 122465 519.16182 116 84 - 421.52782 - 39.7 1660s 144854 123017 457.81859 33 148 - 421.55296 - 39.7 1665s 145346 123404 433.85319 42 145 - 421.55546 - 39.7 1670s 145921 123893 422.04317 27 177 - 421.56324 - 39.7 1675s 146119 124071 infeasible 85 - 421.56381 - 39.8 1680s 146608 124539 741.71472 279 66 - 421.58589 - 39.8 1685s 146887 124750 476.31308 61 128 - 421.60360 - 39.8 1690s 147179 124975 448.56078 47 130 - 421.64344 - 39.9 1695s 147387 125153 507.90750 65 132 - 421.64609 - 40.0 1700s 147943 125642 516.21775 63 106 - 421.64954 - 40.0 1705s 148216 125848 546.60149 88 64 - 421.66235 - 40.0 1710s 148669 126233 634.54241 132 109 - 421.66904 - 40.0 1715s 149130 126599 494.88793 93 127 - 421.68219 - 40.0 1720s 149495 126907 459.73069 56 125 - 421.70775 - 40.1 1725s 149789 127155 467.21460 44 153 - 421.71854 - 40.1 1730s 150241 127552 464.57592 52 109 - 421.72326 - 40.1 1735s 150719 127975 infeasible 280 - 421.72913 - 40.1 1740s 151088 128294 464.90496 47 134 - 421.76957 - 40.2 1745s 151440 128611 485.49234 75 134 - 421.78823 - 40.2 1750s 151690 128809 510.77211 46 91 - 421.80030 - 40.2 1755s 152145 129190 615.67014 105 98 - 421.80267 - 40.2 1760s 152678 129670 518.21548 68 93 - 421.83821 - 40.2 1765s 153119 130045 450.31822 33 151 - 421.83898 - 40.2 1770s 153450 130335 infeasible 89 - 421.85290 - 40.2 1775s 153689 130528 495.76402 62 151 - 421.86226 - 40.3 1780s 154082 130895 624.17281 217 56 - 421.86388 - 40.3 1785s 154684 131398 506.18976 55 133 - 421.88634 - 40.3 1790s 155044 131722 439.04954 38 144 - 421.89758 - 40.3 1795s 155579 132199 705.93206 298 62 - 421.90554 - 40.3 1800s 156227 132655 477.77078 45 125 - 421.91590 - 40.3 1805s 156774 133127 infeasible 88 - 421.94582 - 40.2 1810s 156997 133313 437.50772 35 147 - 421.95763 - 40.3 1815s 157491 133781 473.89652 48 136 - 421.96575 - 40.3 1820s 158029 134258 439.78748 38 122 - 421.97892 - 40.3 1825s 158522 134687 445.86339 40 155 - 421.99652 - 40.2 1830s 158966 135116 500.30314 74 142 - 422.00639 - 40.2 1835s 159442 135528 736.43685 189 65 - 422.01487 - 40.3 1840s 159970 135964 470.97992 45 137 - 422.05327 - 40.2 1845s 160551 136498 551.35766 92 116 - 422.05581 - 40.2 1850s 161232 137069 444.75513 41 153 - 422.07331 - 40.2 1855s 161725 137511 697.21369 239 66 - 422.08017 - 40.2 1860s 162020 137726 493.27386 64 116 - 422.09173 - 40.2 1865s 162564 138213 716.50030 230 46 - 422.10599 - 40.2 1870s 163048 138597 580.54223 180 87 - 422.10657 - 40.2 1875s 163483 138979 635.40702 151 92 - 422.12565 - 40.2 1880s 163953 139358 433.69613 37 161 - 422.14797 - 40.2 1885s 164202 139533 436.21117 38 140 - 422.15567 - 40.3 1890s 164609 139908 467.65443 60 115 - 422.16298 - 40.3 1895s 165012 140253 463.23397 52 156 - 422.16612 - 40.3 1900s 165288 140478 434.25809 33 152 - 422.17454 - 40.3 1905s 165621 140796 651.39332 226 97 - 422.17454 - 40.4 1910s 166114 141219 437.65852 26 163 - 422.18997 - 40.3 1915s 166441 141510 498.18459 69 132 - 422.19779 - 40.4 1920s 166906 141872 466.99209 54 106 - 422.21114 - 40.4 1925s 167421 142344 470.06093 59 112 - 422.21274 - 40.4 1930s 168037 142896 542.90758 97 119 - 422.22560 - 40.4 1935s 168315 143119 473.52051 63 123 - 422.24806 - 40.4 1940s 168723 143485 449.77689 47 147 - 422.25990 - 40.4 1945s 169060 143770 infeasible 127 - 422.26467 - 40.4 1950s 169578 144112 432.99873 26 141 - 422.26889 - 40.4 1955s 169961 144444 651.42316 154 90 - 422.28885 - 40.5 1960s 170487 144882 424.19639 28 163 - 422.29472 - 40.4 1965s 170920 145247 431.92114 31 167 - 422.29926 - 40.5 1970s 171231 145516 492.36262 86 135 - 422.30939 - 40.5 1975s 171654 145852 465.66620 62 139 - 422.31751 - 40.5 1980s 172266 146408 535.28025 155 79 - 422.32203 - 40.5 1985s 172874 146902 503.38004 57 99 - 422.32764 - 40.5 1990s 173317 147279 568.66532 131 99 - 422.33281 - 40.5 1995s 173763 147684 435.94340 32 142 - 422.35042 - 40.5 2000s 174102 147961 491.88419 62 117 - 422.35840 - 40.5 2005s 174304 148125 infeasible 87 - 422.36340 - 40.5 2010s 174697 148474 461.23184 44 117 - 422.38922 - 40.6 2015s 175077 148800 520.93471 83 121 - 422.39492 - 40.6 2020s 175446 149124 661.87338 169 74 - 422.40656 - 40.6 2025s 175793 149398 463.95117 33 142 - 422.41327 - 40.6 2030s 176169 149724 478.62048 76 128 - 422.41434 - 40.6 2035s 176704 150205 532.36717 72 120 - 422.42734 - 40.6 2040s 177107 150548 479.33597 57 147 - 422.45496 - 40.6 2045s 177719 151093 443.11041 36 148 - 422.46834 - 40.6 2050s 178269 151564 479.46443 39 144 - 422.47518 - 40.6 2055s 178599 151825 460.53758 46 142 - 422.51138 - 40.6 2060s 178920 152090 439.91129 37 133 - 422.55327 - 40.6 2065s 179347 152465 512.72026 57 125 - 422.55944 - 40.7 2070s 180076 153118 630.94080 236 78 - 422.56588 - 40.6 2075s 180473 153403 574.12167 84 104 - 422.58219 - 40.6 2080s 180884 153742 infeasible 92 - 422.59332 - 40.6 2085s 181196 154016 537.53054 108 83 - 422.60043 - 40.7 2090s 181893 154633 464.65804 47 115 - 422.60998 - 40.6 2095s 182245 154947 519.91347 80 107 - 422.61143 - 40.6 2100s 182701 155297 502.55861 61 123 - 422.62603 - 40.6 2105s 183240 155756 432.87083 35 138 - 422.63314 - 40.6 2110s 183601 156048 448.61525 47 129 - 422.64589 - 40.7 2115s 183835 156245 535.99038 84 101 - 422.65135 - 40.7 2120s 184499 156833 461.68988 44 155 - 422.67112 - 40.6 2125s 184945 157250 539.14100 64 131 - 422.69251 - 40.7 2130s 185403 157674 475.40430 55 116 - 422.71044 - 40.6 2135s 185925 158119 554.00508 91 116 - 422.71821 - 40.6 2140s 186472 158648 715.00530 266 63 - 422.71994 - 40.6 2145s 186855 158941 591.67631 133 112 - 422.72796 - 40.6 2150s 187398 159394 447.43352 40 106 - 422.75166 - 40.6 2155s 187839 159794 621.06129 162 70 - 422.75792 - 40.6 2160s 188496 160312 560.50520 94 113 - 422.76663 - 40.6 2165s 188779 160539 529.96743 73 123 - 422.77324 - 40.6 2170s 189129 160843 473.66792 55 113 - 422.78148 - 40.6 2175s 189601 161248 710.05927 230 81 - 422.78215 - 40.7 2180s 190073 161599 527.80121 66 116 - 422.79626 - 40.7 2185s 190506 161965 732.68137 212 52 - 422.82329 - 40.7 2190s 191050 162463 535.30388 74 138 - 422.82830 - 40.6 2195s 191424 162781 infeasible 93 - 422.82896 - 40.7 2200s 191783 163080 536.11771 102 80 - 422.83694 - 40.7 2205s 192412 163654 641.73700 151 110 - 422.84012 - 40.7 2210s 192740 163914 504.48094 66 121 - 422.84821 - 40.7 2215s 192951 164089 507.06865 73 90 - 422.85579 - 40.7 2220s 193421 164487 440.22580 30 165 - 422.86457 - 40.7 2225s 193880 164903 498.78208 71 131 - 422.86969 - 40.7 2230s 194273 165251 439.21298 33 126 - 422.87124 - 40.7 2235s 194521 165453 583.31139 81 92 - 422.88661 - 40.8 2240s 194980 165821 451.86658 47 155 - 422.89616 - 40.8 2245s 195314 166103 664.38447 159 69 - 422.90355 - 40.8 2250s 195747 166413 infeasible 78 - 422.92357 - 40.8 2255s 196237 166848 724.37828 249 55 - 422.92959 - 40.8 2260s 196714 167208 455.77604 48 146 - 422.94656 - 40.8 2265s 197042 167481 530.52665 97 117 - 422.95283 - 40.8 2270s 197258 167651 infeasible 85 - 422.96408 - 40.9 2275s 197566 167907 535.20845 70 133 - 422.97140 - 40.9 2280s 197963 168212 429.76161 30 124 - 422.97845 - 40.9 2285s 198244 168416 429.07830 28 171 - 422.98771 - 41.0 2290s 198600 168716 528.07850 69 103 - 423.00748 - 41.0 2295s 199141 169186 443.43419 42 101 - 423.01085 - 41.0 2300s 199685 169686 432.56850 29 151 - 423.03360 - 41.0 2305s 200246 170167 infeasible 103 - 423.04020 - 40.9 2310s 200535 170406 498.78651 66 82 - 423.05327 - 41.0 2315s 201150 170924 453.68691 49 119 - 423.05965 - 40.9 2320s 201405 171125 453.06527 50 147 - 423.06388 - 41.0 2325s 201688 171346 439.14796 34 153 - 423.08900 - 41.0 2330s 201933 171557 503.44567 77 125 - 423.09750 - 41.0 2335s 202344 171904 713.95599 126 105 - 423.11022 - 41.1 2340s 202627 172113 432.94325 29 163 - 423.11644 - 41.1 2345s 202948 172360 471.01990 49 83 - 423.12320 - 41.1 2350s 203288 172633 448.94318 36 115 - 423.12972 - 41.1 2355s 203741 173033 457.69343 44 125 - 423.14476 - 41.1 2360s 204109 173373 540.75030 93 92 - 423.15475 - 41.2 2365s 204572 173776 infeasible 112 - 423.15512 - 41.1 2370s 204985 174130 454.81725 50 139 - 423.16590 - 41.1 2375s 205461 174541 492.91664 47 124 - 423.17091 - 41.1 2380s 205899 174927 453.19999 32 144 - 423.17280 - 41.1 2385s 206379 175347 561.60143 103 120 - 423.17827 - 41.1 2390s 206707 175629 511.17575 94 89 - 423.19251 - 41.2 2395s 207157 176015 544.97583 64 125 - 423.22688 - 41.2 2400s 207425 176253 infeasible 63 - 423.25111 - 41.2 2405s 207717 176494 infeasible 49 - 423.26842 - 41.2 2410s 208192 176902 425.10446 36 159 - 423.27065 - 41.2 2415s 208841 177502 611.35699 153 63 - 423.27101 - 41.2 2420s 209562 178135 474.43654 69 112 - 423.29472 - 41.1 2425s 210259 178770 561.08202 102 97 - 423.29488 - 41.1 2430s 210811 179250 541.90607 195 43 - 423.30887 - 41.1 2435s 211342 179714 438.25065 34 158 - 423.32571 - 41.1 2440s 211840 180179 506.90057 73 111 - 423.33058 - 41.1 2445s 212263 180536 451.43593 42 164 - 423.35684 - 41.1 2450s 212684 180911 618.34086 126 82 - 423.36675 - 41.1 2455s 213075 181229 516.46400 105 78 - 423.37313 - 41.1 2460s 213706 181735 infeasible 83 - 423.38661 - 41.1 2465s 214016 181974 482.06215 81 120 - 423.40014 - 41.1 2470s 214287 182207 538.12037 101 130 - 423.41616 - 41.1 2475s 214656 182525 433.86309 33 164 - 423.43208 - 41.1 2480s 215197 182991 515.17814 74 122 - 423.43405 - 41.1 2485s 215437 183179 454.85776 52 141 - 423.44073 - 41.2 2490s 215850 183534 535.00000 69 96 - 423.45086 - 41.2 2495s 216328 183969 633.86623 238 58 - 423.45967 - 41.2 2500s 216792 184347 482.23770 47 152 - 423.47064 - 41.2 2505s 217091 184596 475.55078 41 154 - 423.47602 - 41.2 2510s 217388 184868 530.75768 75 126 - 423.48063 - 41.2 2515s 217884 185316 445.88979 28 139 - 423.49109 - 41.2 2520s 218269 185629 448.39405 51 125 - 423.50375 - 41.2 2525s 218756 186062 598.27391 215 71 - 423.50586 - 41.2 2530s 219196 186430 469.72000 60 130 - 423.51370 - 41.2 2535s 219543 186730 462.02837 53 90 - 423.53890 - 41.2 2540s 220113 187233 564.94144 122 73 - 423.54020 - 41.2 2545s 220656 187704 523.25392 66 112 - 423.54961 - 41.2 2550s 221151 188115 480.93828 75 75 - 423.56463 - 41.2 2555s 221395 188303 infeasible 108 - 423.57358 - 41.2 2560s 221812 188661 497.39405 66 100 - 423.59174 - 41.2 2565s 222390 189145 530.68464 68 129 - 423.59529 - 41.2 2570s 223011 189686 508.05327 94 133 - 423.60994 - 41.2 2575s 223570 190153 436.90621 38 154 - 423.61893 - 41.2 2580s 223973 190488 799.61381 274 61 - 423.61893 - 41.2 2585s 224404 190839 492.92904 54 160 - 423.63451 - 41.2 2590s 224805 191188 552.71054 87 106 - 423.63778 - 41.2 2595s 225071 191387 461.32890 46 114 - 423.64226 - 41.2 2600s 225833 192030 488.53118 50 113 - 423.65327 - 41.2 2605s 226319 192416 485.17649 61 115 - 423.65470 - 41.2 2610s 226934 192957 862.18805 408 35 - 423.65908 - 41.1 2615s 227628 193506 566.23873 70 87 - 423.66667 - 41.1 2620s 228184 193963 473.27565 47 127 - 423.68907 - 41.1 2625s 228533 194204 454.50806 40 139 - 423.69145 - 41.1 2630s 228845 194483 629.90349 134 82 - 423.69157 - 41.1 2635s 229471 194980 523.21867 74 98 - 423.69390 - 41.1 2640s 229786 195238 549.60124 68 134 - 423.70801 - 41.1 2645s 230547 195887 515.85414 98 75 - 423.71005 - 41.1 2650s 230881 196141 452.84963 45 119 - 423.72898 - 41.1 2655s 231393 196597 460.16649 57 145 - 423.73020 - 41.1 2660s 231666 196818 484.28670 67 136 - 423.74195 - 41.1 2665s 232251 197348 495.69196 55 126 - 423.75125 - 41.1 2670s 232470 197499 576.30525 86 83 - 423.76975 - 41.1 2675s 232790 197754 infeasible 66 - 423.77825 - 41.2 2680s 233035 197928 433.35135 33 124 - 423.79290 - 41.2 2685s 233394 198271 582.51666 114 114 - 423.79536 - 41.2 2690s 234016 198739 442.78044 38 147 - 423.82424 - 41.2 2695s 234407 199084 606.32850 126 73 - 423.82658 - 41.2 2700s 234766 199344 485.20847 62 135 - 423.84360 - 41.2 2705s 235197 199723 456.83808 53 135 - 423.84907 - 41.2 2710s 235699 200119 545.66992 63 106 - 423.85146 - 41.2 2715s 236172 200544 629.72644 205 56 - 423.86109 - 41.2 2720s 236615 200894 infeasible 78 - 423.88294 - 41.2 2725s 236966 201179 593.89657 120 108 - 423.88661 - 41.2 2730s 237512 201654 503.44339 56 134 - 423.89428 - 41.2 2735s 237893 201953 455.12492 52 114 - 423.89561 - 41.2 2740s 238183 202178 450.40493 41 142 - 423.89915 - 41.3 2745s 238645 202562 infeasible 118 - 423.91225 - 41.3 2750s 239413 203223 482.01862 57 128 - 423.91302 - 41.2 2755s 239964 203676 538.77822 76 101 - 423.91749 - 41.2 2760s 240330 204016 651.14188 177 67 - 423.92253 - 41.2 2765s 240700 204284 493.18504 72 121 - 423.93935 - 41.2 2770s 241375 204904 425.49896 27 157 - 423.94061 - 41.2 2775s 241826 205314 439.97851 34 156 - 423.94329 - 41.2 2780s 242121 205531 448.40085 43 144 - 423.95102 - 41.2 2785s 242534 205928 683.45573 317 46 - 423.96217 - 41.2 2790s 243191 206451 435.08649 30 160 - 423.96642 - 41.2 2795s 243577 206802 560.19733 74 105 - 423.96941 - 41.2 2800s 244181 207315 436.19799 27 152 - 423.97674 - 41.2 2805s 244601 207687 436.65905 32 136 - 423.98726 - 41.2 2810s 244958 208020 527.52862 95 98 - 424.00287 - 41.2 2815s 245377 208384 454.69743 59 133 - 424.01012 - 41.2 2820s 245719 208696 533.55432 91 74 - 424.01241 - 41.2 2825s 246323 209255 492.23846 53 99 - 424.02130 - 41.2 2830s 246870 209741 489.49951 77 112 - 424.03071 - 41.2 2835s 247143 209957 470.70428 64 131 - 424.04257 - 41.2 2840s 247572 210358 668.49255 89 99 - 424.04603 - 41.2 2845s 248189 210919 531.49260 81 122 - 424.05327 - 41.1 2850s 248558 211260 674.07904 178 65 - 424.05327 - 41.2 2855s 249145 211795 535.54785 99 91 - 424.05534 - 41.1 2860s 249695 212288 439.51498 32 154 - 424.05867 - 41.1 2865s 249966 212523 524.62654 84 89 - 424.07206 - 41.2 2870s 250336 212842 infeasible 114 - 424.07749 - 41.2 2875s 250602 213024 471.01728 46 139 - 424.08266 - 41.2 2880s 250863 213230 455.51093 57 140 - 424.09186 - 41.3 2885s 251276 213621 453.11743 32 138 - 424.10370 - 41.3 2890s 251729 214008 infeasible 82 - 424.10728 - 41.3 2895s 252123 214370 530.26095 89 120 - 424.11934 - 41.3 2900s 252666 214858 559.41526 74 111 - 424.12733 - 41.3 2905s 253394 215503 450.29547 38 142 - 424.14088 - 41.2 2910s 253757 215820 infeasible 90 - 424.14338 - 41.2 2915s 254202 216190 431.64963 32 137 - 424.15719 - 41.2 2920s 254612 216553 474.46667 82 85 - 424.17226 - 41.2 2925s 255194 217062 546.49057 82 72 - 424.17551 - 41.2 2930s 255746 217506 448.96156 32 92 - 424.18026 - 41.2 2935s 256064 217770 554.73211 94 92 - 424.18604 - 41.2 2940s 256421 218097 458.67444 44 149 - 424.19403 - 41.2 2945s 256928 218546 509.20046 87 109 - 424.19932 - 41.2 2950s 257642 219188 infeasible 56 - 424.20548 - 41.2 2955s 258251 219712 551.24417 67 109 - 424.20555 - 41.1 2960s 258571 219954 infeasible 85 - 424.21700 - 41.2 2965s 258869 220193 479.33552 62 151 - 424.22410 - 41.2 2970s 259335 220551 439.83145 33 108 - 424.24049 - 41.2 2975s 259622 220790 449.90191 30 172 - 424.24158 - 41.2 2980s 260153 221264 474.96800 45 154 - 424.24652 - 41.2 2985s 260613 221688 551.37541 92 87 - 424.25144 - 41.2 2990s 261263 222258 440.21681 32 179 - 424.26912 - 41.2 2995s 261548 222486 489.39700 52 119 - 424.27102 - 41.2 3000s 262058 222913 439.91714 31 130 - 424.29389 - 41.2 3005s 262429 223232 448.32136 47 117 - 424.30320 - 41.2 3010s 262992 223748 511.71132 68 139 - 424.31002 - 41.2 3015s 263560 224289 619.18946 216 72 - 424.31452 - 41.2 3020s 263946 224588 459.49864 50 149 - 424.31677 - 41.2 3025s 264203 224783 523.69345 100 112 - 424.31952 - 41.2 3030s 264510 225015 infeasible 64 - 424.32606 - 41.2 3035s 264989 225428 600.11600 89 98 - 424.32843 - 41.2 3040s 265324 225700 481.31250 67 99 - 424.33242 - 41.2 3045s 265672 226010 infeasible 176 - 424.33668 - 41.3 3050s 266018 226298 453.92776 50 71 - 424.33720 - 41.3 3055s 266298 226521 439.55192 34 156 - 424.35043 - 41.3 3060s 266799 226964 519.88964 136 79 - 424.35063 - 41.3 3065s 267185 227291 445.97868 36 137 - 424.35485 - 41.3 3070s 267718 227787 539.62996 122 54 - 424.36046 - 41.3 3075s 268304 228324 587.52086 148 65 - 424.36154 - 41.3 3080s 268817 228756 infeasible 107 - 424.36432 - 41.3 3085s 269164 229045 infeasible 84 - 424.37099 - 41.3 3090s 269658 229439 infeasible 77 - 424.38033 - 41.3 3095s 270165 229882 532.16438 82 86 - 424.38801 - 41.3 3100s 270694 230357 527.99277 67 137 - 424.39843 - 41.3 3105s 271006 230599 476.67370 54 117 - 424.40819 - 41.3 3110s 271517 230988 432.09412 33 162 - 424.41033 - 41.3 3115s 271826 231257 535.00000 75 87 - 424.42398 - 41.3 3120s 272308 231683 588.77531 188 78 - 424.42856 - 41.3 3125s 272843 232072 465.19928 42 117 - 424.43592 - 41.3 3130s 273331 232466 431.62834 32 153 - 424.44500 - 41.3 3135s 273907 232954 556.68776 80 87 - 424.44924 - 41.3 3140s 274381 233343 455.28364 37 138 - 424.45735 - 41.3 3145s 274652 233552 564.85777 90 141 - 424.46663 - 41.3 3150s 274904 233741 433.26866 34 160 - 424.47876 - 41.3 3155s 275387 234183 507.96347 61 117 - 424.47956 - 41.3 3160s 275733 234476 486.62844 53 148 - 424.48096 - 41.3 3165s 275954 234658 546.06971 64 84 - 424.48178 - 41.4 3170s 276374 235060 697.32255 248 76 - 424.49036 - 41.4 3175s 276735 235339 447.47160 37 139 - 424.49308 - 41.4 3180s 277133 235661 474.86358 53 143 - 424.50363 - 41.4 3185s 277505 235974 571.25535 77 124 - 424.50773 - 41.4 3190s 277929 236334 437.60051 40 169 - 424.51239 - 41.4 3195s 278359 236685 434.00785 33 152 - 424.52391 - 41.4 3200s 278632 236898 551.21639 60 122 - 424.52737 - 41.4 3205s 279135 237344 577.86837 71 132 - 424.53337 - 41.4 3210s 279635 237784 464.95328 44 134 - 424.53605 - 41.4 3215s 279934 238041 526.41330 97 119 - 424.54493 - 41.5 3220s 280379 238413 439.03005 32 134 - 424.55327 - 41.5 3225s 280795 238776 infeasible 156 - 424.55327 - 41.5 3230s 281154 239074 540.76494 79 98 - 424.55819 - 41.5 3235s 281672 239521 444.03074 33 160 - 424.58132 - 41.5 3240s 282207 240021 565.61980 170 63 - 424.58927 - 41.5 3245s 282982 240747 445.85164 38 146 - 424.59210 - 41.4 3250s 283336 241040 445.52881 29 145 - 424.59454 - 41.4 3255s 283628 241283 430.39058 30 155 - 424.60541 - 41.5 3260s 284164 241760 515.58036 109 61 - 424.60974 - 41.5 3265s 284555 242106 510.15208 70 125 - 424.61341 - 41.5 3270s 284797 242297 554.94433 89 132 - 424.61939 - 41.5 3275s 285060 242510 454.24928 38 124 - 424.62837 - 41.5 3280s 285553 242966 736.22791 231 35 - 424.63310 - 41.5 3285s 286213 243533 660.90375 250 66 - 424.63592 - 41.5 3290s 286628 243865 451.49726 42 127 - 424.65327 - 41.5 3295s 286955 244148 534.31477 66 104 - 424.66520 - 41.5 3300s 287451 244573 512.29053 56 131 - 424.66896 - 41.5 3305s 287725 244787 463.26555 50 134 - 424.67540 - 41.5 3310s 288329 245307 459.01769 57 147 - 424.67695 - 41.5 3315s 288662 245586 514.50390 75 134 - 424.68257 - 41.5 3320s 289154 246041 505.21946 58 133 - 424.69566 - 41.5 3325s 289455 246270 441.61428 39 125 - 424.70455 - 41.5 3330s 289775 246517 665.06891 73 102 - 424.71591 - 41.6 3335s 290127 246798 513.89223 93 46 - 424.72010 - 41.6 3340s 290709 247313 503.05227 118 96 - 424.72370 - 41.5 3345s 291222 247766 483.13342 69 116 - 424.73391 - 41.5 3350s 291935 248405 443.84566 42 128 - 424.74527 - 41.5 3355s 292467 248894 461.66409 50 164 - 424.74749 - 41.5 3360s 292973 249319 438.71761 34 89 - 424.75386 - 41.5 3365s 293151 249457 514.29948 70 121 - 424.75859 - 41.5 3370s 293446 249717 534.29482 102 111 - 424.76404 - 41.6 3375s 293679 249901 449.11580 32 136 - 424.77039 - 41.6 3380s 293940 250124 639.30733 119 100 - 424.77223 - 41.6 3385s 294306 250418 536.50740 92 115 - 424.77890 - 41.6 3390s 294880 250940 600.96786 131 72 - 424.78060 - 41.6 3395s 295240 251209 440.47066 33 136 - 424.79219 - 41.6 3400s 295593 251464 444.77829 34 121 - 424.80206 - 41.6 3405s 295907 251715 452.42292 33 149 - 424.81156 - 41.6 3410s 296220 251947 503.81176 68 128 - 424.82021 - 41.7 3415s 296674 252324 440.70706 33 143 - 424.82817 - 41.7 3420s 297053 252656 449.79196 44 146 - 424.84473 - 41.7 3425s 297366 252913 infeasible 64 - 424.85045 - 41.7 3430s 297639 253098 500.68907 50 115 - 424.86252 - 41.7 3435s 298221 253638 494.10625 48 66 - 424.86385 - 41.7 3440s 298519 253878 485.54318 42 127 - 424.87018 - 41.7 3445s 298741 254065 495.39477 49 101 - 424.87314 - 41.7 3450s 299273 254511 459.47373 39 115 - 424.88007 - 41.7 3455s 299690 254857 525.40610 64 110 - 424.88573 - 41.7 3460s 300070 255143 464.76680 54 123 - 424.88955 - 41.7 3465s 300613 255594 471.19570 71 111 - 424.89608 - 41.7 3470s 301062 256007 507.90843 65 124 - 424.90156 - 41.7 3475s 301357 256225 442.18884 37 111 - 424.91371 - 41.7 3480s 301557 256369 infeasible 64 - 424.91551 - 41.8 3485s 301865 256639 592.20417 123 88 - 424.91972 - 41.8 3490s 302290 257034 571.21627 71 110 - 424.94550 - 41.8 3495s 302787 257478 645.30214 273 49 - 424.94699 - 41.8 3500s 303386 257931 447.83377 43 138 - 424.95199 - 41.8 3505s 303636 258146 504.29179 71 135 - 424.95831 - 41.8 3510s 304019 258487 611.66123 199 79 - 424.96277 - 41.8 3515s 304410 258809 478.33590 49 137 - 424.96458 - 41.8 3520s 304714 259075 560.37447 116 87 - 424.96628 - 41.8 3525s 305305 259587 436.05327 32 151 - 424.97568 - 41.8 3530s 305841 260067 464.68554 57 115 - 424.97975 - 41.8 3535s 306078 260272 546.42673 83 91 - 424.98288 - 41.8 3540s 306384 260522 467.76814 45 142 - 424.99741 - 41.8 3545s 306703 260790 448.31862 44 140 - 425.01734 - 41.9 3550s 306984 261007 442.71762 36 99 - 425.02793 - 41.9 3555s 307221 261223 500.26483 68 134 - 425.03124 - 41.9 3560s 307548 261506 543.85194 129 83 - 425.03677 - 41.9 3565s 308067 261988 infeasible 185 - 425.04906 - 41.9 3570s 308308 262180 504.50293 63 118 - 425.05363 - 41.9 3575s 308572 262369 425.95163 32 134 - 425.07010 - 41.9 3580s 308974 262705 567.03499 96 124 - 425.07462 - 41.9 3585s 309565 263218 588.45486 115 116 - 425.08287 - 41.9 3590s 309814 263422 515.77360 76 131 - 425.08617 - 41.9 3595s Cutting planes: Learned: 17 Gomory: 45 Cover: 373 Implied bound: 269 Clique: 16 MIR: 1007 GUB cover: 13 Zero half: 389 Mod-K: 1 Explored 310290 nodes (13015759 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.260000000000e+02, gap -