Gurobi 5.0.1 (linux64) logging started Mon Dec 31 00:12:34 2012 Optimize a model with 6722 rows, 6561 columns and 42220 nonzeros Presolve removed 1408 rows and 1852 columns Presolve time: 0.10s Presolved: 5314 rows, 4709 columns, 33229 nonzeros Variable types: 80 continuous, 4629 integer (4629 binary) Root relaxation: objective 4.524980e+02, 675 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 452.49804 0 140 - 452.49804 - - 0s 0 0 459.13872 0 159 - 459.13872 - - 0s 0 0 460.59538 0 171 - 460.59538 - - 0s 0 0 460.93119 0 133 - 460.93119 - - 1s 0 0 461.11731 0 170 - 461.11731 - - 1s 0 0 461.19266 0 136 - 461.19266 - - 1s 0 0 461.35933 0 127 - 461.35933 - - 1s 0 0 461.35933 0 127 - 461.35933 - - 1s 0 0 461.35933 0 97 - 461.35933 - - 1s 0 2 461.43519 0 97 - 461.43519 - - 2s 352 300 579.67655 61 56 - 469.28296 - 33.1 5s 603 532 581.14048 80 148 - 469.29901 - 33.1 13s 604 533 564.00276 33 113 - 469.29901 - 33.0 17s 605 534 528.38002 11 145 - 469.29901 - 33.0 22s 606 534 526.80816 59 133 - 469.29901 - 32.9 28s 607 535 516.68523 19 142 - 469.29901 - 32.9 33s 608 536 561.15433 36 153 - 472.54891 - 32.8 37s 610 537 516.68523 19 151 - 473.80374 - 32.7 42s 612 538 629.68027 39 121 - 475.46888 - 32.6 49s 613 539 561.15433 36 127 - 475.51214 - 32.6 51s 615 540 544.37456 19 155 - 476.39012 - 32.5 61s 616 541 476.65735 4 159 - 476.65735 - 32.4 70s 618 542 544.37456 19 156 - 477.82864 - 32.3 76s 619 543 495.17086 12 135 - 478.33609 - 32.2 84s 620 544 629.68027 39 146 - 478.43013 - 32.2 87s 621 544 592.96790 90 156 - 478.65319 - 32.1 92s 622 545 495.17086 12 161 - 479.27415 - 32.1 96s 623 546 479.40272 4 152 - 479.40272 - 32.0 105s 624 546 562.98202 17 154 - 479.46820 - 32.0 110s 625 547 559.12186 25 154 - 479.65788 - 31.9 117s 626 548 535.93081 12 151 - 479.83643 - 31.9 123s 627 548 544.37456 19 152 - 479.90471 - 31.8 125s 628 549 535.93081 12 167 - 479.97386 - 31.8 134s 629 550 581.14048 80 147 - 480.01487 - 31.7 138s 630 550 561.80487 29 157 - 480.05228 - 31.7 141s 633 552 535.93081 12 166 - 480.08332 - 31.5 146s 648 564 504.24877 22 124 - 480.54371 - 48.8 150s 890 721 561.99207 143 133 - 480.54371 - 54.4 155s 1298 913 518.95549 31 132 - 481.94401 - 50.1 160s 1682 1147 558.05829 46 93 - 482.16167 - 48.6 165s 2133 1380 554.09329 33 106 - 484.52332 - 45.1 170s 2516 1682 541.09904 90 118 - 489.65951 - 45.1 175s 3031 2099 769.95099 212 26 - 489.65951 - 43.9 180s 3523 2505 621.72254 158 20 - 489.68338 - 43.0 185s 3977 2904 infeasible 107 - 489.80040 - 42.8 190s 4465 3297 565.05189 83 32 - 490.00613 - 43.0 195s 5138 3908 infeasible 144 - 490.65398 - 40.9 200s 5527 4229 554.18416 30 124 - 490.99829 - 42.2 205s 6124 4741 529.15201 25 94 - 491.19900 - 40.9 210s 6508 5063 672.67179 143 67 - 491.19900 - 41.4 215s 7044 5497 639.97418 105 65 - 491.42289 - 40.6 220s 7624 5973 524.28428 37 115 - 492.13991 - 40.1 225s 8113 6390 619.70436 65 104 - 492.37879 - 40.2 230s 8490 6714 582.77201 64 76 - 492.39993 - 40.7 235s 9115 7251 579.43922 99 47 - 492.58652 - 40.1 240s 9569 7635 511.28697 31 74 - 492.60169 - 40.3 245s 10155 8132 541.81418 43 115 - 492.62806 - 39.9 250s 10678 8603 548.99896 46 103 - 492.64903 - 39.4 255s 11350 9193 649.33060 109 86 - 492.69336 - 38.9 260s 12022 9779 595.73205 59 106 - 492.80163 - 38.5 265s 12490 10166 535.27656 42 111 - 492.86517 - 38.5 270s 13010 10616 555.24193 38 102 - 492.96401 - 38.5 275s 13628 11107 548.13721 46 116 - 492.97665 - 38.2 280s 14276 11671 563.49908 107 64 - 493.05514 - 37.7 285s 14910 12228 658.94442 253 44 - 493.05514 - 37.2 290s 15517 12673 500.69946 29 140 - 493.10622 - 37.2 295s 16161 13216 506.45219 34 131 - 493.12141 - 36.8 300s 16785 13764 infeasible 111 - 493.15426 - 36.7 305s 17211 14068 552.46842 35 164 - 493.22106 - 37.2 310s 17570 14361 531.11553 49 77 - 493.23853 - 37.6 315s 18153 14837 511.27776 28 124 - 493.30438 - 37.4 320s 18621 15200 519.89844 37 122 - 493.48339 - 37.6 325s 19198 15709 505.74717 34 170 - 493.51506 - 37.5 330s 19815 16266 622.55046 90 80 - 493.53362 - 37.3 335s 20305 16674 infeasible 103 - 493.55360 - 37.4 340s 20556 16863 infeasible 56 - 493.59008 - 37.7 345s 21030 17243 519.87341 41 105 - 493.62072 - 37.8 350s 21534 17698 636.29758 133 101 - 493.67277 - 37.8 355s 22019 18125 614.08243 232 20 - 493.70362 - 37.7 360s 22591 18593 548.47661 45 111 - 493.72652 - 37.6 365s 22945 18925 532.15458 28 130 - 493.81614 - 38.0 370s 23511 19403 543.00887 42 96 - 493.95288 - 37.9 375s 23882 19719 530.69683 40 102 - 494.07291 - 38.2 380s 24425 20209 666.78338 161 65 - 494.10880 - 38.1 385s 24889 20541 556.64089 33 124 - 494.24829 - 38.1 390s 25410 21004 701.67265 181 92 - 494.28797 - 38.1 395s 25892 21398 591.79108 58 70 - 494.36227 - 38.3 400s 26452 21882 609.13399 128 76 - 494.39061 - 38.3 405s 27044 22376 596.47615 111 71 - 494.43509 - 38.3 410s 27652 22892 512.67911 29 104 - 494.55068 - 38.2 415s 28122 23304 538.83599 78 95 - 494.63570 - 38.3 420s 28697 23753 561.88020 85 70 - 494.66092 - 38.2 425s 29337 24327 572.62544 108 70 - 494.94889 - 38.1 430s 29886 24807 677.81813 125 101 - 495.06721 - 38.2 435s 30593 25401 693.36884 134 68 - 495.20427 - 38.0 440s 31159 25912 610.93628 113 75 - 495.35286 - 37.9 445s 31729 26399 564.54469 94 68 - 495.49828 - 37.7 450s 32314 26910 564.25908 39 101 - 495.64961 - 37.7 455s 32768 27280 565.44310 104 71 - 495.78528 - 37.8 460s 33245 27658 558.31829 100 91 - 495.86643 - 37.9 465s 33707 28054 583.22636 108 114 - 495.99308 - 37.9 470s 34208 28441 525.06608 44 147 - 496.05252 - 38.0 475s 34823 28985 621.90646 147 75 - 496.20583 - 37.8 480s 35330 29417 577.64692 85 91 - 496.38884 - 37.8 485s 35914 29954 553.93936 47 107 - 496.45659 - 37.6 490s 36488 30462 infeasible 109 - 496.55840 - 37.6 495s 37115 31011 607.26891 133 34 - 496.59271 - 37.5 500s 37728 31549 613.17247 95 97 - 496.66409 - 37.5 505s 38413 32128 529.27183 30 101 - 496.75788 - 37.3 510s 38995 32647 576.60939 107 75 - 496.80895 - 37.3 515s 39694 33233 519.42412 41 103 - 496.97529 - 37.2 520s 40312 33785 infeasible 231 - 497.07141 - 37.1 525s 40804 34163 549.86278 57 61 - 497.15422 - 37.1 567s 41239 34506 555.75744 52 131 - 497.20691 - 37.0 570s 41782 34988 545.77466 82 57 - 497.28625 - 37.0 575s 42381 35520 infeasible 121 - 497.39507 - 36.9 580s 43034 36106 691.89785 128 64 - 497.50396 - 36.9 585s 43726 36731 661.21090 260 72 - 497.54223 - 36.7 590s 44363 37264 582.39690 137 74 - 497.62627 - 36.6 595s 44964 37760 591.78320 105 86 - 497.72417 - 36.6 600s 45558 38259 530.21879 40 133 - 497.74303 - 36.7 605s 46313 38923 583.25890 114 86 - 497.78421 - 36.5 610s 46840 39347 518.07533 33 120 - 497.99829 - 36.6 615s 47337 39756 505.11214 29 111 - 498.03857 - 36.6 620s 47835 40210 676.82794 120 93 - 498.07460 - 36.7 625s 48471 40772 681.70556 169 21 - 498.07825 - 36.6 630s 49023 41212 527.79853 43 108 - 498.09406 - 36.7 635s 49819 41902 636.30213 137 119 - 498.11667 - 36.5 640s 50565 42537 533.45789 42 108 - 498.17930 - 36.4 645s 51156 43084 621.32093 133 127 - 498.18923 - 36.3 650s 51476 43346 infeasible 99 - 498.21117 - 36.5 655s 52041 43823 565.43009 79 57 - 498.23359 - 36.5 660s 52803 44489 649.88513 110 93 - 498.31668 - 36.3 665s 53145 44778 539.86957 73 80 - 498.32779 - 36.5 670s 53801 45367 530.43174 90 87 - 498.39305 - 36.4 675s 54399 45890 579.88170 118 88 - 498.45328 - 36.4 680s 54881 46296 522.99829 36 85 - 498.49896 - 36.4 685s 55379 46710 606.64933 102 60 - 498.49896 - 36.5 690s 55903 47146 611.52769 69 107 - 498.52621 - 36.5 695s 56536 47654 499.49831 25 115 - 498.57936 - 36.5 700s 57076 48111 591.21078 47 79 - 498.64431 - 36.5 705s 57807 48757 635.42864 111 69 - 498.72187 - 36.4 710s 58380 49248 526.26567 33 153 - 498.80682 - 36.4 715s 58976 49770 561.13910 106 25 - 498.91156 - 36.4 720s 59452 50189 543.10040 103 117 - 498.99353 - 36.4 725s 59974 50635 561.33287 70 102 - 499.00000 - 36.5 730s 60633 51179 593.99829 45 102 - 499.07140 - 36.4 735s 61206 51672 569.40025 106 87 - 499.11462 - 36.4 740s 61621 52025 570.40506 91 87 - 499.15983 - 36.5 745s 61987 52343 infeasible 112 - 499.25132 - 36.6 750s 62529 52823 519.05239 44 117 - 499.30560 - 36.7 755s 63111 53332 533.44335 52 84 - 499.35664 - 36.7 760s 63615 53764 712.98867 159 96 - 499.36188 - 36.7 765s 64181 54205 539.97228 35 144 - 499.39674 - 36.8 770s 64840 54780 infeasible 184 - 499.40750 - 36.7 775s 65625 55468 543.25213 67 76 - 499.45084 - 36.5 780s 66017 55796 658.51436 94 81 - 499.46697 - 36.6 785s 66410 56141 infeasible 113 - 499.49799 - 36.7 790s 66833 56490 570.00785 64 42 - 499.50070 - 36.8 795s 67541 57114 514.11647 35 106 - 499.58111 - 36.7 800s 68302 57798 546.01836 41 116 - 499.65778 - 36.5 805s 68915 58346 612.01104 109 105 - 499.72242 - 36.5 810s 69523 58865 589.65174 75 104 - 499.77740 - 36.4 815s 70080 59360 571.11100 54 87 - 499.86120 - 36.5 820s 70821 59987 infeasible 148 - 499.96318 - 36.4 825s 71407 60501 627.71845 118 80 - 499.97763 - 36.3 830s 71805 60836 507.99696 31 89 - 499.99836 - 36.4 835s 72435 61374 infeasible 119 - 500.03268 - 36.4 840s 72933 61792 610.77116 171 51 - 500.04198 - 36.4 845s 73703 62452 582.42026 102 72 - 500.06084 - 36.3 850s 74174 62858 527.87774 34 126 - 500.10162 - 36.4 855s 74765 63381 697.54229 159 107 - 500.18291 - 36.4 860s 75277 63797 521.31850 29 130 - 500.24761 - 36.4 865s 75660 64145 552.34983 86 65 - 500.25567 - 36.5 870s 76257 64638 661.33743 97 107 - 500.26050 - 36.5 875s 76824 65124 592.11014 171 34 - 500.30361 - 36.5 880s 77526 65754 507.84358 27 91 - 500.36864 - 36.4 885s 78017 66184 522.17771 34 111 - 500.42153 - 36.4 890s 78576 66671 617.39878 132 75 - 500.46315 - 36.5 895s 79195 67222 521.55686 38 105 - 500.50970 - 36.5 900s 79746 67671 530.63954 49 62 - 500.55122 - 36.5 905s 80288 68140 663.67112 103 78 - 500.59233 - 36.5 910s 80852 68631 575.99831 105 71 - 500.62329 - 36.5 915s 81608 69314 534.57979 44 84 - 500.62756 - 36.4 920s 82069 69665 663.75629 110 85 - 500.64766 - 36.4 925s 82731 70253 537.89909 59 81 - 500.66011 - 36.3 930s 83500 70934 717.21866 175 66 - 500.68618 - 36.2 935s 84175 71486 534.17097 35 110 - 500.71756 - 36.2 940s 84745 71980 592.59457 76 94 - 500.74193 - 36.2 945s 85229 72392 infeasible 31 - 500.77829 - 36.3 950s 85689 72795 611.52096 105 71 - 500.78902 - 36.3 955s 86363 73378 508.16898 32 112 - 500.81339 - 36.2 960s 87006 73933 553.21785 47 75 - 500.86543 - 36.2 965s 87791 74605 519.70737 36 115 - 500.89767 - 36.1 970s 88568 75251 548.37868 115 47 - 500.94175 - 36.0 975s 89200 75823 infeasible 116 - 500.98171 - 36.0 980s 89709 76258 535.40890 39 104 - 500.99829 - 36.1 985s 90303 76774 563.50205 54 77 - 501.01971 - 36.1 990s 90912 77297 529.06751 34 133 - 501.05712 - 36.0 995s 91318 77647 548.91018 55 87 - 501.07480 - 36.1 1000s 91857 78101 657.75507 115 78 - 501.14411 - 36.1 1005s 92412 78571 652.27533 118 117 - 501.15811 - 36.1 1010s 92721 78837 561.51588 112 102 - 501.20833 - 36.2 1015s 93241 79280 607.37796 182 52 - 501.23392 - 36.2 1020s 93593 79571 615.13203 94 99 - 501.24809 - 36.3 1025s 94245 80121 559.09735 103 63 - 501.28443 - 36.3 1030s 94825 80623 502.49941 28 100 - 501.34026 - 36.3 1035s 95404 81118 599.34691 72 81 - 501.35190 - 36.3 1040s 95948 81584 554.21078 43 87 - 501.37009 - 36.3 1045s 96620 82191 infeasible 164 - 501.38327 - 36.2 1050s 97044 82496 660.38042 54 114 - 501.42832 - 36.3 1055s 97485 82891 529.97408 85 56 - 501.46683 - 36.3 1060s 98194 83507 538.00832 106 51 - 501.47430 - 36.3 1065s 98857 84083 625.61967 147 75 - 501.49828 - 36.2 1070s 99382 84517 infeasible 166 - 501.55228 - 36.3 1075s 99910 84945 545.61812 108 36 - 501.57053 - 36.3 1080s 100572 85519 618.84734 107 83 - 501.59829 - 36.3 1085s 101303 86167 562.18559 72 82 - 501.60208 - 36.2 1090s 102007 86766 543.58654 34 93 - 501.67817 - 36.2 1095s 102468 87173 528.08190 32 115 - 501.70945 - 36.2 1100s 103135 87770 infeasible 123 - 501.76611 - 36.1 1105s 103688 88246 562.82683 79 82 - 501.80573 - 36.1 1110s 104414 88892 580.99896 43 72 - 501.86091 - 36.1 1115s 104862 89282 514.41881 33 108 - 501.89528 - 36.1 1120s 105476 89816 533.99161 45 93 - 501.91032 - 36.1 1125s 105911 90177 infeasible 117 - 501.93274 - 36.2 1130s 106296 90476 589.55599 104 74 - 501.96983 - 36.3 1135s 106747 90860 infeasible 88 - 501.98088 - 36.3 1140s 107297 91322 647.95212 143 89 - 501.99791 - 36.3 1145s 107725 91667 525.73107 36 113 - 501.99884 - 36.4 1150s 108420 92276 infeasible 107 - 502.03911 - 36.3 1155s 109133 92877 infeasible 132 - 502.07032 - 36.3 1160s 109792 93434 506.24829 25 124 - 502.10901 - 36.2 1165s 110326 93924 infeasible 232 - 502.12462 - 36.2 1170s 110843 94348 558.88001 79 108 - 502.15568 - 36.2 1175s 111549 94973 617.99825 117 74 - 502.17350 - 36.2 1180s 111873 95239 592.37312 54 118 - 502.17783 - 36.3 1185s 112388 95705 523.56133 26 135 - 502.18625 - 36.2 1190s 113051 96296 553.30756 41 114 - 502.23833 - 36.2 1195s 113700 96867 652.95653 222 49 - 502.25759 - 36.1 1200s 114319 97380 543.87827 96 82 - 502.27164 - 36.1 1205s 115008 97982 infeasible 134 - 502.31378 - 36.1 1210s 115658 98528 infeasible 140 - 502.33905 - 36.1 1215s 116189 98968 513.55749 42 91 - 502.37482 - 36.1 1220s 116752 99431 563.21679 45 125 - 502.42816 - 36.1 1225s 117381 99994 547.11314 102 84 - 502.45472 - 36.1 1230s 117839 100335 559.49844 74 75 - 502.46065 - 36.1 1235s 118618 101033 612.79076 117 61 - 502.46685 - 36.1 1240s 119132 101481 555.15222 78 43 - 502.48781 - 36.0 1245s 119735 102011 577.35653 52 122 - 502.49703 - 36.0 1250s 120226 102437 579.28620 47 60 - 502.55165 - 36.1 1255s 120832 102949 527.11489 33 72 - 502.58169 - 36.0 1260s 121342 103394 609.08920 82 83 - 502.60071 - 36.1 1265s 121861 103836 608.20493 56 109 - 502.61864 - 36.1 1270s 122466 104376 590.00365 167 48 - 502.68023 - 36.0 1275s 123078 104892 582.26478 62 106 - 502.71154 - 36.0 1280s 123687 105363 533.50373 45 133 - 502.73280 - 36.0 1285s 124301 105907 543.67955 41 111 - 502.75905 - 36.0 1290s 125002 106518 infeasible 95 - 502.80220 - 35.9 1295s 125468 106881 infeasible 94 - 502.80614 - 36.0 1300s 126112 107400 infeasible 131 - 502.84817 - 36.0 1305s 126682 107888 539.29635 53 58 - 502.86794 - 36.0 1310s 127288 108422 663.02392 116 62 - 502.89148 - 35.9 1315s 127946 108968 524.64399 49 138 - 502.92884 - 35.9 1320s 128557 109489 537.87497 43 87 - 502.98844 - 35.9 1325s 129382 110216 614.66184 120 79 - 503.00387 - 35.9 1330s 129980 110723 574.31327 45 77 - 503.02743 - 35.9 1335s 130716 111336 531.16839 41 100 - 503.05623 - 35.8 1340s 131404 111959 564.79637 51 59 - 503.09087 - 35.8 1345s 132068 112534 516.41535 35 86 - 503.10759 - 35.8 1350s 132702 113067 538.37254 59 95 - 503.13961 - 35.8 1355s 133237 113507 infeasible 160 - 503.16202 - 35.8 1360s 133937 114123 648.06281 175 65 - 503.20413 - 35.8 1365s 134374 114514 608.52605 109 63 - 503.21419 - 35.8 1370s 135028 115074 infeasible 140 - 503.21831 - 35.8 1375s 135583 115523 616.43055 113 83 - 503.25136 - 35.8 1380s 136164 116019 588.81835 108 72 - 503.34703 - 35.8 1385s 136764 116520 561.05433 71 111 - 503.41481 - 35.8 1390s 137158 116856 529.99829 43 89 - 503.42739 - 35.9 1395s 137762 117409 545.86016 53 47 - 503.43120 - 35.8 1400s 138367 117933 529.91350 49 81 - 503.44662 - 35.8 1405s 139058 118541 608.32016 136 78 - 503.47995 - 35.8 1410s 139453 118866 646.73051 118 97 - 503.49070 - 35.9 1415s 139884 119222 545.64718 43 108 - 503.50163 - 35.9 1420s 140425 119712 632.20679 101 70 - 503.50531 - 35.9 1425s 141022 120181 infeasible 119 - 503.51792 - 35.9 1430s 141558 120611 infeasible 113 - 503.53469 - 36.0 1435s 142066 121000 598.12521 84 92 - 503.59108 - 36.0 1440s 142590 121448 593.96716 152 85 - 503.59446 - 36.0 1445s 142903 121709 547.50155 48 84 - 503.61230 - 36.0 1450s 143651 122370 594.20900 90 104 - 503.62872 - 36.0 1455s 144157 122805 654.39889 102 98 - 503.63465 - 36.0 1460s 144829 123384 549.75173 84 84 - 503.65719 - 36.0 1465s 145421 123884 571.42958 57 78 - 503.66254 - 36.0 1470s 146060 124414 524.86525 33 104 - 503.67647 - 36.0 1475s 146711 124990 676.30242 135 90 - 503.68663 - 36.0 1480s 147320 125526 528.53959 41 131 - 503.73217 - 36.0 1485s 147981 126108 655.78554 171 22 - 503.74798 - 36.0 1490s 148551 126573 543.38425 36 113 - 503.79899 - 36.0 1495s 148913 126868 563.41827 59 67 - 503.82342 - 36.0 1500s 149491 127364 520.50932 33 114 - 503.82810 - 36.0 1505s 150253 127999 562.46042 38 92 - 503.84521 - 36.0 1510s 150868 128534 536.41079 44 91 - 503.90244 - 36.0 1515s 151486 129089 576.08055 100 75 - 503.93489 - 36.0 1520s 152180 129670 598.99829 59 80 - 503.98801 - 36.0 1525s 152664 130071 548.06427 45 97 - 503.99752 - 36.0 1530s 153162 130517 537.94875 54 130 - 504.00000 - 36.0 1535s 153755 131012 551.45245 114 55 - 504.03050 - 36.0 1540s 154345 131503 565.19579 49 90 - 504.07447 - 36.0 1545s 154800 131883 514.51499 33 91 - 504.07974 - 36.0 1550s 155539 132536 586.59792 92 80 - 504.09605 - 36.0 1555s 156360 133208 521.51977 38 128 - 504.10981 - 36.0 1560s 157068 133843 599.11552 108 109 - 504.15385 - 35.9 1565s 157540 134201 562.44218 39 78 - 504.16809 - 36.0 1570s 158141 134697 616.19336 41 111 - 504.20717 - 36.0 1575s 158525 135009 532.64247 35 127 - 504.24469 - 36.0 1580s 159159 135542 586.96896 78 70 - 504.26923 - 36.0 1585s 159682 135968 infeasible 138 - 504.28016 - 36.0 1590s 160190 136375 539.28681 38 125 - 504.35485 - 36.1 1595s 160754 136883 533.51693 33 131 - 504.37957 - 36.0 1600s 161385 137440 635.93383 200 35 - 504.38359 - 36.0 1605s 162007 137995 531.07197 35 109 - 504.40041 - 36.0 1610s 162731 138647 541.66916 118 74 - 504.41666 - 35.9 1615s 163159 139006 652.36254 128 94 - 504.43478 - 36.0 1620s 163541 139334 569.67668 86 106 - 504.45983 - 36.0 1625s 163970 139701 535.26499 28 84 - 504.47850 - 36.0 1630s 164539 140205 641.27997 73 81 - 504.49829 - 36.1 1635s 165150 140725 655.76392 138 124 - 504.49896 - 36.1 1640s 165852 141319 infeasible 130 - 504.50952 - 36.0 1645s 166570 141970 671.07293 118 55 - 504.55556 - 36.0 1650s 167192 142533 644.67811 141 83 - 504.59459 - 36.0 1655s 167627 142884 581.41106 80 98 - 504.61458 - 36.0 1660s 168295 143450 576.89635 81 62 - 504.62893 - 36.0 1665s 169122 144217 572.57242 81 87 - 504.65966 - 36.0 1670s 169971 144929 517.61877 35 99 - 504.67602 - 35.9 1675s 170552 145421 601.34584 39 118 - 504.72685 - 35.9 1680s 171202 145999 567.93908 98 87 - 504.74506 - 35.9 1685s 171727 146449 644.79247 111 71 - 504.77100 - 35.9 1690s 172210 146826 509.69070 32 90 - 504.81761 - 35.9 1695s 172688 147234 529.71793 30 115 - 504.82811 - 36.0 1700s 173171 147691 721.51371 165 87 - 504.83230 - 36.0 1705s 173588 148035 602.14546 125 79 - 504.83911 - 36.0 1710s 174104 148466 543.58187 39 124 - 504.87101 - 36.0 1715s 174723 149025 572.19038 43 119 - 504.90670 - 36.0 1720s 175189 149429 536.26718 46 104 - 504.92174 - 36.1 1725s 175984 150126 infeasible 143 - 504.96675 - 36.0 1730s 176675 150738 598.02348 99 67 - 504.99271 - 36.0 1735s 177251 151219 infeasible 102 - 504.99830 - 36.0 1740s 177822 151696 infeasible 140 - 505.00000 - 36.0 1745s 178267 152077 627.34911 105 105 - 505.01116 - 36.1 1750s 178914 152621 infeasible 42 - 505.02790 - 36.1 1755s 179606 153238 652.13105 111 58 - 505.04346 - 36.0 1760s 180191 153739 557.99446 122 84 - 505.06210 - 36.0 1765s 181122 154551 670.29191 188 52 - 505.10000 - 36.0 1770s 181774 155108 547.03924 71 81 - 505.12342 - 36.0 1775s 182294 155568 551.09070 90 73 - 505.13229 - 36.0 1780s 182904 156076 517.38030 31 134 - 505.19210 - 36.0 1785s 183506 156599 640.58109 90 113 - 505.21199 - 36.0 1790s 183869 156892 infeasible 123 - 505.22182 - 36.0 1795s 184416 157354 539.94558 49 97 - 505.24417 - 36.0 1800s 185097 157892 532.48894 57 96 - 505.27776 - 36.0 1805s 185730 158453 708.10935 134 72 - 505.29229 - 36.0 1810s 186260 158883 524.55186 35 111 - 505.33753 - 36.0 1815s 186682 159230 613.39178 62 73 - 505.35305 - 36.0 1820s 187315 159763 738.98327 167 80 - 505.36100 - 36.0 1825s 188083 160398 574.87978 117 86 - 505.38842 - 36.0 1830s 188804 161024 524.74849 44 95 - 505.42171 - 36.0 1835s 189371 161525 624.10702 80 75 - 505.43786 - 36.0 1840s 189772 161830 588.98025 64 91 - 505.46273 - 36.1 1845s 190274 162264 545.04880 42 106 - 505.47809 - 36.1 1850s 190874 162775 infeasible 135 - 505.49553 - 36.1 1855s 191532 163347 infeasible 156 - 505.51238 - 36.0 1860s 192255 163988 598.24257 139 88 - 505.53093 - 36.0 1865s 192681 164344 infeasible 171 - 505.54412 - 36.1 1870s 193140 164734 649.68057 116 80 - 505.55496 - 36.1 1875s 193634 165126 539.83286 40 136 - 505.57097 - 36.1 1880s 194028 165478 638.96847 115 71 - 505.58811 - 36.1 1885s 194572 165916 infeasible 115 - 505.60904 - 36.1 1890s 195160 166369 516.42832 33 114 - 505.64134 - 36.1 1895s 195748 166858 534.93042 42 114 - 505.65884 - 36.1 1900s 196256 167284 549.49230 45 119 - 505.66889 - 36.2 1905s 196934 167890 600.63168 107 93 - 505.67542 - 36.1 1910s 197568 168396 522.68784 41 92 - 505.68856 - 36.1 1915s 198110 168879 531.80387 30 115 - 505.70847 - 36.1 1920s 198685 169357 512.34237 31 108 - 505.72783 - 36.1 1925s 199357 169950 630.90116 121 68 - 505.74774 - 36.1 1930s 200149 170650 564.46100 39 115 - 505.78188 - 36.1 1935s 200669 171078 580.07776 156 30 - 505.79940 - 36.1 1940s 201255 171577 563.29422 37 91 - 505.82326 - 36.1 1945s 201953 172158 535.71940 37 137 - 505.83511 - 36.1 1950s 202554 172685 561.84711 56 71 - 505.84994 - 36.0 1955s 203415 173476 709.74234 188 30 - 505.85655 - 36.0 1960s 203967 173929 531.17418 41 97 - 505.87546 - 36.0 1965s 204573 174474 545.25049 42 94 - 505.88200 - 35.9 1970s 205227 175001 515.49501 37 101 - 505.89730 - 35.9 1975s 205731 175429 636.13426 62 114 - 505.91703 - 36.0 1980s 206258 175858 580.21789 89 82 - 505.93009 - 36.0 1985s 206902 176363 525.64151 37 110 - 505.94830 - 36.0 1990s 207469 176847 589.82921 83 82 - 505.95839 - 36.0 1995s 208208 177473 643.67286 93 73 - 505.99126 - 36.0 2000s 208760 177913 542.99829 44 69 - 505.99830 - 36.0 2005s 209453 178531 infeasible 83 - 506.00000 - 36.0 2010s 210057 179047 591.70335 104 57 - 506.01291 - 36.0 2015s 210583 179472 597.91383 96 105 - 506.02616 - 36.0 2020s 211254 180047 584.44699 111 97 - 506.04577 - 36.0 2025s 212129 180780 579.30277 95 114 - 506.07246 - 35.9 2030s 212625 181169 532.35420 50 80 - 506.11095 - 35.9 2035s 213540 181978 521.41353 32 129 - 506.12481 - 35.9 2040s 214278 182659 548.48864 104 111 - 506.13399 - 35.9 2045s 214702 183018 653.36618 119 47 - 506.13462 - 35.9 2050s 215302 183504 508.10552 30 107 - 506.14145 - 35.9 2055s 215836 183939 529.23698 34 97 - 506.14915 - 35.9 2060s 216504 184518 574.23981 89 49 - 506.17620 - 35.9 2065s 217130 185070 530.58251 39 114 - 506.19744 - 35.9 2070s 217908 185742 677.59099 124 130 - 506.21123 - 35.8 2075s 218619 186368 705.39616 129 95 - 506.22559 - 35.8 2080s 219218 186862 519.98479 37 98 - 506.24404 - 35.8 2085s 219900 187477 619.60757 104 53 - 506.25215 - 35.8 2090s 220501 188018 564.09087 69 57 - 506.25818 - 35.8 2095s 221115 188551 743.36923 171 110 - 506.27971 - 35.8 2100s 221431 188803 620.20255 94 92 - 506.28777 - 35.9 2105s 221923 189207 552.57126 37 120 - 506.29717 - 35.9 2110s 222471 189640 604.75444 100 87 - 506.33008 - 35.9 2115s 223017 190121 infeasible 122 - 506.33143 - 35.9 2120s 223636 190637 562.58101 39 108 - 506.35402 - 35.9 2125s 224241 191146 548.04249 46 76 - 506.35631 - 35.9 2130s 224809 191638 718.72117 161 63 - 506.37577 - 35.9 2135s 225525 192246 507.52331 37 94 - 506.38692 - 35.9 2140s 226221 192876 614.73977 71 92 - 506.39934 - 35.8 2145s 226769 193342 548.23233 50 130 - 506.42251 - 35.9 2150s 227167 193692 572.84420 174 79 - 506.44058 - 35.9 2155s 227678 194097 537.00000 40 75 - 506.45053 - 35.9 2160s 228342 194673 533.82589 33 131 - 506.47081 - 35.9 2165s 229157 195377 802.74680 285 42 - 506.47099 - 35.8 2170s 229579 195734 536.03763 43 107 - 506.48224 - 35.9 2175s 230149 196197 553.11393 69 56 - 506.49832 - 35.9 2180s 230569 196488 545.35979 60 113 - 506.50239 - 35.9 2185s 231100 196964 533.17864 40 69 - 506.50964 - 35.9 2190s 231748 197528 infeasible 137 - 506.51954 - 35.9 2195s 232534 198204 675.98311 225 58 - 506.52928 - 35.9 2200s 233223 198800 591.63335 87 79 - 506.53977 - 35.9 2205s 233671 199148 552.43352 51 65 - 506.55642 - 35.9 2210s 234269 199665 565.10680 86 88 - 506.58095 - 35.9 2215s 234702 200003 549.04310 35 134 - 506.59557 - 35.9 2220s 235139 200363 592.50438 57 111 - 506.63056 - 35.9 2225s 235634 200801 595.16052 71 61 - 506.63620 - 35.9 2230s 236097 201184 556.69904 42 127 - 506.64073 - 36.0 2235s 236729 201734 559.79574 73 111 - 506.66174 - 35.9 2240s 237124 202051 infeasible 47 - 506.68903 - 36.0 2245s 237841 202637 583.09288 40 86 - 506.70842 - 36.0 2250s 238448 203142 536.95752 45 125 - 506.72634 - 36.0 2255s 239202 203765 555.14473 51 91 - 506.73236 - 35.9 2260s 239737 204232 624.02663 123 105 - 506.73746 - 35.9 2265s 240320 204727 549.08525 44 100 - 506.75094 - 36.0 2270s 240894 205261 728.91243 158 68 - 506.75522 - 36.0 2275s 241524 205758 539.33033 37 102 - 506.78674 - 36.0 2280s 242153 206327 infeasible 155 - 506.79241 - 36.0 2285s 242819 206890 559.37461 34 121 - 506.81402 - 35.9 2290s 243323 207280 620.18546 90 69 - 506.81977 - 35.9 2295s 243889 207776 523.26993 37 125 - 506.84242 - 35.9 2300s 244455 208276 549.59016 31 104 - 506.85158 - 36.0 2305s 245002 208748 569.99301 118 87 - 506.86598 - 36.0 2310s 245516 209180 609.27592 57 88 - 506.88037 - 36.0 2315s 246307 209906 672.28865 85 83 - 506.88716 - 35.9 2320s 246880 210401 591.00117 102 75 - 506.90229 - 35.9 2325s 247510 210949 536.26021 57 102 - 506.90835 - 35.9 2330s 248212 211582 576.94048 49 112 - 506.91122 - 35.9 2335s 248804 212083 568.43413 41 123 - 506.92832 - 35.9 2340s 249395 212593 567.16780 41 71 - 506.94244 - 35.9 2345s 250095 213212 561.11077 89 56 - 506.94843 - 35.9 2350s 250644 213671 592.49064 44 92 - 506.95631 - 35.9 2355s 251186 214156 588.84620 87 79 - 506.96271 - 35.9 2360s 251842 214720 771.16206 133 78 - 506.99101 - 35.9 2365s 252547 215354 583.88653 211 23 - 506.99729 - 35.9 2370s 253123 215835 infeasible 87 - 506.99792 - 35.9 2375s 253617 216256 567.55228 64 78 - 506.99829 - 35.9 2380s 254360 216885 538.62778 46 85 - 507.00000 - 35.9 2385s 255127 217557 557.48594 125 48 - 507.01595 - 35.9 2390s 255570 217940 509.28583 37 84 - 507.02031 - 35.9 2395s 256208 218482 infeasible 153 - 507.02294 - 35.9 2400s 256689 218884 infeasible 130 - 507.03583 - 35.9 2405s 257202 219317 568.30741 52 65 - 507.05371 - 35.9 2410s 257873 219921 554.94250 111 71 - 507.06315 - 35.9 2415s 258472 220414 514.06219 34 96 - 507.07768 - 35.9 2420s 259267 221089 525.70049 54 86 - 507.10466 - 35.9 2425s 259782 221524 649.74619 62 88 - 507.11422 - 35.9 2430s 260482 222095 514.25075 35 113 - 507.12523 - 35.9 2435s 261135 222627 508.63396 35 121 - 507.13958 - 35.9 2440s 261768 223206 709.56834 136 88 - 507.14752 - 35.9 2445s 262123 223461 infeasible 111 - 507.16484 - 35.9 2450s 262617 223899 620.55303 114 81 - 507.17036 - 35.9 2455s 263211 224415 564.24130 82 73 - 507.18338 - 35.9 2460s 263839 224948 692.36114 140 59 - 507.19142 - 35.9 2465s 264575 225586 597.41793 126 62 - 507.19884 - 35.9 2470s 264980 225924 infeasible 170 - 507.20543 - 35.9 2475s 265404 226261 604.07793 114 65 - 507.20734 - 35.9 2480s 266181 226958 700.02873 226 71 - 507.24202 - 35.9 2485s 266810 227442 infeasible 111 - 507.24829 - 35.9 2490s 267359 227893 530.53755 48 72 - 507.24871 - 35.9 2495s 267853 228284 528.42832 44 110 - 507.25868 - 35.9 2500s 268308 228664 570.03174 38 110 - 507.26234 - 35.9 2505s 268808 229092 infeasible 60 - 507.27404 - 35.9 2510s 269343 229539 540.13564 76 67 - 507.28726 - 35.9 2515s 270048 230132 562.29165 92 58 - 507.32162 - 35.9 2520s 270665 230687 596.37039 111 70 - 507.33164 - 35.9 2525s 271481 231420 549.00000 69 37 - 507.33832 - 35.9 2530s 272185 231983 523.13698 31 131 - 507.37515 - 35.9 2535s 272801 232495 534.07179 29 131 - 507.39351 - 35.9 2540s 273258 232882 533.70252 40 115 - 507.39968 - 35.9 2545s 273924 233461 679.25247 136 94 - 507.41466 - 35.9 2550s 274657 234111 644.28866 153 58 - 507.44047 - 35.9 2555s 275356 234694 665.52075 117 102 - 507.45185 - 35.9 2560s 275806 235077 624.28071 125 41 - 507.45953 - 35.9 2565s 276515 235678 513.02355 34 136 - 507.47685 - 35.9 2570s 277227 236321 602.08582 98 90 - 507.48470 - 35.8 2575s 278000 236986 544.74854 99 93 - 507.49216 - 35.8 2580s 278824 237741 666.90853 174 93 - 507.49843 - 35.8 2585s 279444 238245 545.43898 82 54 - 507.50065 - 35.8 2590s 280019 238718 infeasible 108 - 507.51684 - 35.8 2595s 280688 239323 infeasible 182 - 507.52855 - 35.8 2600s 281335 239868 infeasible 91 - 507.53959 - 35.8 2605s 281945 240377 569.20084 99 92 - 507.55067 - 35.8 2610s 282569 240918 527.80231 37 98 - 507.57069 - 35.8 2615s 283143 241383 531.52014 46 95 - 507.58958 - 35.8 2620s 283851 241997 620.42775 110 65 - 507.59811 - 35.8 2625s 284494 242537 675.91468 102 80 - 507.60141 - 35.8 2630s 285030 242943 539.95828 48 117 - 507.61022 - 35.8 2635s 285668 243475 512.66221 29 140 - 507.63129 - 35.8 2640s 286323 244078 606.81991 105 87 - 507.63489 - 35.8 2645s 287001 244668 528.02791 31 125 - 507.64130 - 35.8 2650s 287595 245199 549.83019 58 92 - 507.64432 - 35.8 2655s 288048 245600 606.12670 117 44 - 507.65715 - 35.8 2660s 288695 246136 581.26452 91 79 - 507.66154 - 35.8 2665s 289252 246598 565.73510 95 73 - 507.66871 - 35.8 2670s 289944 247217 652.93355 141 49 - 507.68014 - 35.8 2675s 290413 247615 infeasible 120 - 507.68356 - 35.8 2680s 291171 248251 721.44812 134 96 - 507.69919 - 35.8 2685s 291962 248913 771.28714 298 42 - 507.71679 - 35.8 2690s 292664 249480 552.17586 96 126 - 507.72028 - 35.7 2695s 293330 250055 560.58193 91 96 - 507.73760 - 35.7 2700s 293767 250429 622.94180 130 98 - 507.74616 - 35.8 2705s 294301 250878 infeasible 123 - 507.76255 - 35.8 2710s 294812 251322 598.06809 50 91 - 507.78754 - 35.8 2715s 295559 251963 554.02725 81 45 - 507.79825 - 35.8 2720s 296007 252387 630.98990 126 68 - 507.81730 - 35.8 2725s 296655 252935 infeasible 132 - 507.83151 - 35.8 2730s 297201 253375 613.37966 60 114 - 507.83736 - 35.8 2735s 297965 254025 539.50412 47 144 - 507.84488 - 35.7 2740s 298389 254337 530.99829 27 102 - 507.85932 - 35.8 2745s 299085 254922 583.25714 136 68 - 507.86238 - 35.8 2750s 299803 255524 529.34451 34 154 - 507.87350 - 35.8 2755s 300443 256085 630.49156 87 116 - 507.87778 - 35.8 2760s 300898 256450 infeasible 127 - 507.89170 - 35.8 2765s 301530 256944 528.58402 39 89 - 507.90698 - 35.8 2770s 301876 257219 579.75182 48 112 - 507.90923 - 35.8 2775s 302335 257608 651.99562 177 90 - 507.91087 - 35.8 2780s 302991 258168 605.42629 111 56 - 507.92496 - 35.8 2785s 303610 258670 539.90262 60 84 - 507.93845 - 35.8 2790s 304211 259203 693.29293 212 82 - 507.94423 - 35.8 2795s 304754 259642 586.16972 109 76 - 507.95129 - 35.8 2800s 305417 260193 524.86704 34 120 - 507.96241 - 35.8 2805s 305942 260642 553.84921 41 126 - 507.96847 - 35.8 2810s 306423 261085 667.42776 123 99 - 507.97595 - 35.8 2815s 307094 261643 509.07381 31 89 - 507.99810 - 35.8 2820s 307682 262160 624.71621 127 83 - 507.99828 - 35.8 2825s 308315 262700 infeasible 96 - 508.00000 - 35.8 2830s 309090 263350 infeasible 151 - 508.00000 - 35.8 2835s 309617 263785 595.50306 46 104 - 508.00795 - 35.8 2840s 310314 264366 514.54046 27 140 - 508.01770 - 35.8 2845s 310848 264842 597.23295 92 81 - 508.02213 - 35.8 2850s 311278 265213 538.20666 37 98 - 508.04082 - 35.8 2855s 311800 265669 523.57922 32 129 - 508.05029 - 35.8 2860s 312607 266333 620.65276 111 66 - 508.05918 - 35.8 2865s 313226 266792 537.00519 70 71 - 508.06667 - 35.8 2870s 313711 267182 551.46143 42 96 - 508.07634 - 35.8 2875s 314316 267706 infeasible 46 - 508.08033 - 35.8 2880s 314997 268275 510.50599 36 108 - 508.08811 - 35.8 2885s 315582 268763 infeasible 148 - 508.09087 - 35.8 2890s 316218 269273 546.59706 93 82 - 508.10329 - 35.8 2895s 316669 269644 509.49832 30 107 - 508.10998 - 35.8 2900s 317224 270156 663.82705 118 99 - 508.11703 - 35.8 2905s 317759 270627 575.82757 95 111 - 508.13877 - 35.8 2910s 318460 271236 infeasible 46 - 508.16014 - 35.8 2915s 319075 271767 539.29052 68 64 - 508.16492 - 35.8 2920s 319421 272041 603.61450 104 92 - 508.16667 - 35.9 2925s 320006 272537 721.62037 121 88 - 508.17414 - 35.9 2930s 320667 273092 592.18148 110 95 - 508.19188 - 35.8 2935s 321186 273503 536.21966 37 111 - 508.19968 - 35.8 2940s 321896 274096 558.65505 59 110 - 508.21766 - 35.8 2945s 322521 274612 infeasible 40 - 508.23988 - 35.8 2950s 322989 275032 607.59767 46 126 - 508.24871 - 35.9 2955s 323622 275589 572.76086 43 99 - 508.25731 - 35.8 2960s 324086 275975 690.70733 110 108 - 508.26065 - 35.9 2965s 324499 276291 infeasible 124 - 508.26387 - 35.9 2970s 325011 276743 infeasible 113 - 508.27306 - 35.9 2975s 325555 277212 620.96264 120 77 - 508.28582 - 35.9 2980s 326156 277731 555.97584 44 116 - 508.29872 - 35.9 2985s 326610 278128 666.20433 112 79 - 508.30806 - 35.9 2990s 327181 278584 578.55385 98 94 - 508.31688 - 35.9 2995s 327708 279046 554.59321 54 76 - 508.33163 - 35.9 3000s 328245 279478 614.25041 97 73 - 508.33653 - 35.9 3005s 328818 279949 632.25404 73 139 - 508.36020 - 35.9 3010s 329403 280449 602.36625 50 97 - 508.37166 - 35.9 3015s 330204 281154 550.29394 97 48 - 508.38438 - 35.9 3020s 330716 281579 infeasible 44 - 508.39379 - 35.9 3025s 331352 282139 690.15110 137 98 - 508.39894 - 35.9 3030s 331871 282578 infeasible 185 - 508.40423 - 35.9 3035s 332466 283086 552.73681 35 116 - 508.41369 - 35.9 3040s 333173 283690 638.64154 113 90 - 508.42832 - 35.9 3045s 333757 284163 546.01744 48 124 - 508.43991 - 35.9 3050s 334459 284786 522.67396 35 109 - 508.44679 - 35.9 3055s 335221 285438 549.28096 88 42 - 508.46206 - 35.9 3060s 335733 285844 632.68167 106 124 - 508.47571 - 35.9 3065s 336366 286389 562.83037 94 90 - 508.48194 - 35.9 3070s 336788 286732 541.36912 51 89 - 508.49713 - 35.9 3075s 337221 287082 606.48902 105 63 - 508.49832 - 35.9 3080s 337811 287573 525.07804 37 98 - 508.49896 - 35.9 3085s 338624 288308 581.96652 121 71 - 508.50000 - 35.9 3090s 339242 288844 infeasible 134 - 508.50953 - 35.9 3095s 339774 289288 infeasible 61 - 508.51740 - 35.9 3100s 340528 289934 568.48825 79 88 - 508.52805 - 35.9 3105s 341227 290541 659.75132 114 72 - 508.54091 - 35.9 3110s 341859 291072 532.91453 34 117 - 508.54966 - 35.9 3115s 342632 291697 549.73414 38 117 - 508.56208 - 35.8 3120s 343360 292366 580.28155 103 57 - 508.57268 - 35.8 3125s 343910 292829 infeasible 140 - 508.58168 - 35.8 3130s 344485 293294 564.34014 44 72 - 508.59832 - 35.8 3135s 345040 293789 601.78453 99 108 - 508.60071 - 35.8 3140s 345755 294392 548.54408 40 117 - 508.60866 - 35.8 3145s 346394 294962 558.63966 60 67 - 508.65000 - 35.8 3150s 347101 295565 619.42160 173 98 - 508.65979 - 35.8 3155s 347527 295922 543.96344 107 73 - 508.66979 - 35.8 3160s 348044 296355 511.74936 34 119 - 508.67488 - 35.8 3165s 348757 296994 602.13301 111 72 - 508.68299 - 35.8 3170s 349278 297451 599.33470 59 86 - 508.68776 - 35.8 3175s 349797 297888 518.20349 28 136 - 508.69279 - 35.8 3180s 350270 298313 625.09839 76 70 - 508.71075 - 35.8 3185s 350825 298809 544.73262 36 119 - 508.71823 - 35.8 3190s 351459 299401 617.96033 206 61 - 508.72153 - 35.8 3195s 352185 300082 742.88133 242 43 - 508.73255 - 35.8 3200s 352886 300673 574.45968 108 59 - 508.73892 - 35.8 3205s 353392 301131 640.30832 80 87 - 508.74825 - 35.8 3210s 353817 301469 599.07099 71 101 - 508.74954 - 35.8 3215s 354303 301888 575.58555 103 85 - 508.75968 - 35.8 3220s 354879 302367 552.27334 38 99 - 508.77718 - 35.8 3225s 355653 303052 559.89454 57 108 - 508.78446 - 35.8 3230s 356190 303493 534.34014 54 56 - 508.80211 - 35.8 3235s 356926 304149 628.83700 102 48 - 508.81114 - 35.8 3240s 357554 304720 726.72532 192 76 - 508.81241 - 35.8 3245s 358200 305253 513.26528 45 100 - 508.81681 - 35.8 3250s 358659 305647 543.94587 56 119 - 508.82220 - 35.8 3255s 359290 306161 538.18950 39 142 - 508.83186 - 35.8 3260s 359816 306624 653.02625 133 66 - 508.83333 - 35.8 3265s 360351 307041 infeasible 159 - 508.84272 - 35.8 3270s 360937 307559 635.90813 157 58 - 508.84813 - 35.8 3275s 361716 308211 511.15934 35 140 - 508.86218 - 35.8 3280s 362225 308660 580.21328 75 83 - 508.86667 - 35.8 3285s 362969 309320 564.16774 60 73 - 508.87828 - 35.8 3290s 363470 309774 660.03533 107 69 - 508.89349 - 35.8 3295s 363926 310160 infeasible 190 - 508.89408 - 35.8 3300s 364400 310554 572.21561 56 105 - 508.90793 - 35.8 3305s 364986 311046 536.17407 43 132 - 508.91312 - 35.8 3310s 365662 311613 576.90952 71 67 - 508.93066 - 35.8 3315s 366325 312170 570.04603 45 123 - 508.94372 - 35.8 3320s 367021 312798 510.48863 34 138 - 508.95945 - 35.8 3325s 367483 313202 782.58285 144 109 - 508.96106 - 35.8 3330s 367839 313491 600.67307 53 98 - 508.97805 - 35.9 3335s 368345 313899 598.38314 54 116 - 508.98966 - 35.9 3340s 368920 314417 601.26592 127 61 - 508.99288 - 35.9 3345s 369621 315001 549.84144 52 61 - 508.99825 - 35.9 3350s 369937 315221 550.12146 45 84 - 508.99830 - 35.9 3355s 370515 315705 613.96617 111 100 - 508.99923 - 35.9 3360s 371177 316216 infeasible 137 - 509.00018 - 35.9 3365s 371894 316865 619.93447 89 83 - 509.01158 - 35.9 3370s 372283 317198 infeasible 110 - 509.01470 - 35.9 3375s 372913 317701 562.52116 52 83 - 509.02180 - 35.9 3380s 373641 318323 643.18234 127 107 - 509.02881 - 35.9 3385s 374253 318846 infeasible 129 - 509.05771 - 35.9 3390s 374969 319467 645.59810 157 118 - 509.06667 - 35.8 3395s 375588 320021 650.40031 180 76 - 509.07429 - 35.8 3400s 376228 320560 560.20283 39 122 - 509.08052 - 35.8 3405s 376866 321124 667.51590 176 77 - 509.08487 - 35.8 3410s 377704 321836 780.07625 249 36 - 509.09535 - 35.8 3415s 378191 322238 574.11248 57 99 - 509.10322 - 35.8 3420s 378774 322726 559.10562 52 104 - 509.12357 - 35.8 3425s 379388 323256 527.67443 41 103 - 509.13763 - 35.8 3430s 379772 323564 587.29920 42 124 - 509.14224 - 35.8 3435s 380267 323942 540.16445 81 100 - 509.16704 - 35.8 3440s 380943 324523 531.96208 48 105 - 509.18020 - 35.8 3445s 381448 324972 559.96583 74 94 - 509.18356 - 35.8 3450s 381995 325414 infeasible 148 - 509.19576 - 35.8 3455s 382590 325959 642.62726 143 64 - 509.20910 - 35.8 3460s 383132 326422 537.11838 46 118 - 509.21551 - 35.8 3465s 383695 326896 531.04441 45 134 - 509.22245 - 35.9 3470s 384244 327346 598.83966 103 79 - 509.25539 - 35.9 3475s 384748 327778 620.04153 107 57 - 509.26497 - 35.9 3480s 385358 328312 infeasible 188 - 509.26825 - 35.9 3485s 385901 328749 572.05190 50 126 - 509.27762 - 35.9 3490s 386479 329244 566.11413 106 117 - 509.28619 - 35.9 3495s 387028 329734 643.48840 128 88 - 509.29185 - 35.9 3500s 387697 330292 infeasible 126 - 509.31141 - 35.9 3505s 388286 330794 519.55356 31 100 - 509.33164 - 35.9 3510s 388814 331222 579.05030 114 71 - 509.33760 - 35.9 3515s 389603 331915 534.17839 39 89 - 509.34848 - 35.9 3520s 390341 332567 510.83957 32 87 - 509.36359 - 35.9 3525s 390881 333026 556.27661 96 49 - 509.36657 - 35.9 3530s 391563 333553 560.17820 63 53 - 509.37202 - 35.9 3535s 392257 334148 585.82669 105 52 - 509.38050 - 35.8 3540s 393025 334773 569.79329 133 91 - 509.38710 - 35.8 3545s 393931 335590 527.22068 33 123 - 509.40276 - 35.8 3550s 394522 336094 526.94833 23 120 - 509.41661 - 35.8 3555s 395355 336861 615.01691 134 74 - 509.41857 - 35.8 3560s 396100 337510 620.75754 121 72 - 509.42194 - 35.8 3565s 396512 337860 535.58873 40 122 - 509.43165 - 35.8 3570s 396958 338255 587.46282 102 72 - 509.43535 - 35.8 3575s 397708 338884 675.69045 231 44 - 509.44599 - 35.8 3580s 398237 339337 648.76020 161 88 - 509.46238 - 35.8 3585s 398900 339884 537.03577 35 124 - 509.47335 - 35.8 3590s 399622 340524 620.98655 134 58 - 509.48126 - 35.8 3595s Cutting planes: Learned: 46 Gomory: 36 Cover: 326 Implied bound: 26 Clique: 8 MIR: 698 GUB cover: 33 Zero half: 184 Explored 400464 nodes (14308843 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.100000000000e+02, gap -