Gurobi 5.0.1 (linux64) logging started Fri Dec 21 12:27:09 2012 Optimize a model with 6562 rows, 6561 columns and 30100 nonzeros Presolve removed 4672 rows and 2783 columns Presolve time: 0.08s Presolved: 1890 rows, 3778 columns, 18218 nonzeros Variable types: 80 continuous, 3698 integer (3698 binary) Root relaxation: objective 4.568160e+02, 377 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 456.81600 0 126 - 456.81600 - - 0s 0 0 489.36831 0 118 - 489.36831 - - 0s 0 0 490.12500 0 133 - 490.12500 - - 0s 0 0 490.45000 0 138 - 490.45000 - - 0s 0 0 490.45000 0 145 - 490.45000 - - 0s 0 0 490.45000 0 111 - 490.45000 - - 0s 0 0 490.45000 0 121 - 490.45000 - - 0s 0 0 490.45000 0 127 - 490.45000 - - 0s 0 0 490.45000 0 122 - 490.45000 - - 0s 0 2 490.45000 0 114 - 490.45000 - - 0s 609 547 512.00997 10 134 - 502.28693 - 20.2 5s 620 555 703.50200 181 157 - 506.67092 - 19.9 10s 628 560 512.00997 10 168 - 510.52637 - 19.6 15s 635 565 519.33805 17 175 - 511.14186 - 19.4 20s 644 571 549.73367 35 186 - 511.60846 - 19.1 25s 653 577 512.28539 10 193 - 512.28539 - 18.9 30s 664 585 618.55288 122 160 - 512.63182 - 38.5 35s 953 763 646.61330 167 47 - 513.84485 - 40.6 40s 1642 1077 541.04909 31 169 - 519.01942 - 42.1 45s 2320 1391 563.87024 53 108 - 523.82494 - 42.5 50s 2933 1869 575.07955 42 149 - 525.83618 - 43.4 55s 3681 2483 infeasible 104 - 526.70239 - 42.6 60s 4252 2965 575.85996 56 85 - 527.35294 - 43.8 65s 5084 3618 530.48393 39 154 - 527.77298 - 42.3 70s 5903 4299 623.38349 114 62 - 528.05900 - 41.6 75s 6635 4874 537.00746 51 158 - 528.20913 - 41.5 80s 7370 5408 548.01380 55 141 - 528.42244 - 41.5 85s 8150 5978 689.46331 106 74 - 528.71313 - 41.4 90s 8956 6632 infeasible 166 - 529.07173 - 41.0 95s 9757 7214 561.67881 57 112 - 529.24900 - 40.9 100s 10387 7708 645.17735 114 48 - 529.36765 - 41.0 105s 11154 8188 540.55449 65 107 - 529.55568 - 41.0 110s 12064 8893 584.81370 79 129 - 529.68731 - 40.4 115s 12921 9529 593.16666 50 127 - 529.82775 - 40.1 120s 13617 10043 550.54515 49 140 - 529.97211 - 40.4 125s 14489 10770 551.20361 50 117 - 530.02919 - 40.0 130s 15289 11337 564.42182 62 116 - 530.10848 - 39.9 135s 16105 11916 532.09055 44 129 - 530.19875 - 39.8 140s 16893 12522 571.07473 83 106 - 530.31694 - 39.8 145s 17690 13059 584.08923 67 86 - 530.41656 - 39.8 150s 18423 13566 537.94933 49 122 - 530.46398 - 39.9 155s 19192 14138 576.14071 83 88 - 530.52101 - 40.0 160s 20044 14766 545.64435 63 98 - 530.56094 - 39.8 165s 20846 15345 570.50865 61 101 - 530.63022 - 39.5 170s 21595 15870 606.79018 83 113 - 530.71579 - 39.6 175s 22417 16429 564.15527 66 137 - 530.78751 - 39.5 180s 23317 17094 716.57032 156 69 - 530.83279 - 39.3 185s 24191 17731 589.05283 65 87 - 530.89485 - 39.1 190s 25003 18286 531.36855 40 170 - 530.99278 - 39.1 195s 25833 18888 545.39394 57 76 - 531.00959 - 39.0 200s 26562 19347 545.12474 52 115 - 531.06255 - 39.2 205s 27318 19913 580.32682 53 93 - 531.13641 - 39.2 210s 28079 20432 554.03446 58 110 - 531.23323 - 39.3 215s 28885 20964 682.60341 88 78 - 531.30952 - 39.2 220s 29778 21597 613.51667 71 92 - 531.42114 - 39.0 225s 30603 22172 560.00270 63 88 - 531.45539 - 39.0 230s 31259 22663 633.02745 87 104 - 531.50260 - 39.0 235s 32087 23231 621.96060 86 86 - 531.62410 - 39.0 240s 32928 23858 560.62280 40 178 - 531.64439 - 38.9 245s 33706 24440 602.69915 84 90 - 531.68500 - 39.0 250s 34485 24994 668.18646 89 108 - 531.72833 - 39.0 255s 35399 25614 614.98377 71 123 - 531.78374 - 38.9 260s 36278 26239 586.21439 75 89 - 531.83124 - 38.8 265s 37055 26792 534.06315 43 151 - 531.86843 - 38.8 270s 37802 27349 642.79594 96 87 - 531.92089 - 38.8 275s 38669 27933 541.77537 48 113 - 531.94591 - 38.7 280s 39434 28452 615.57834 68 152 - 531.98782 - 38.8 285s 40315 29028 582.05939 47 122 - 532.01632 - 38.7 290s 40804 29387 568.16977 67 93 - 532.05343 - 38.7 305s 41579 29955 574.97873 71 86 - 532.07989 - 38.7 310s 42493 30634 641.25506 99 89 - 532.13928 - 38.7 315s 43313 31241 615.10735 76 111 - 532.16997 - 38.7 320s 44267 31897 585.02529 51 108 - 532.22695 - 38.6 325s 45131 32481 646.78360 87 129 - 532.30066 - 38.6 330s 45887 33049 613.44900 87 98 - 532.33106 - 38.7 335s 46797 33666 540.29836 41 115 - 532.37083 - 38.7 340s 47839 34407 633.78043 84 99 - 532.40053 - 38.6 345s 48751 35059 555.39583 60 110 - 532.44683 - 38.5 350s 49717 35752 548.34825 55 114 - 532.47984 - 38.5 355s 50665 36392 696.74416 103 106 - 532.51454 - 38.4 360s 51391 36922 629.31591 94 78 - 532.54605 - 38.5 365s 52224 37462 646.33206 87 118 - 532.60121 - 38.6 370s 53080 38058 558.14630 56 112 - 532.64119 - 38.7 375s 53948 38697 595.99857 69 133 - 532.67540 - 38.8 380s 54867 39363 563.95080 61 144 - 532.70023 - 38.7 385s 55771 40027 539.96071 48 118 - 532.76202 - 38.8 390s 56552 40549 567.82241 70 109 - 532.79423 - 38.8 395s 57514 41247 623.23237 78 82 - 532.83021 - 38.8 400s 58534 41947 592.85060 65 97 - 532.86901 - 38.8 405s 59324 42442 660.65715 70 90 - 532.88440 - 38.8 410s 60262 43114 640.37811 115 91 - 532.90344 - 38.8 415s 60996 43598 infeasible 79 - 532.92533 - 39.0 420s 61753 44126 600.76574 60 113 - 532.96508 - 39.0 425s 62593 44714 534.86268 45 132 - 532.99043 - 39.0 430s 63556 45324 539.50813 44 122 - 533.02165 - 39.0 435s 64442 45951 554.68713 58 106 - 533.05191 - 39.0 440s 65304 46538 548.52662 49 120 - 533.06564 - 39.0 445s 66106 47126 537.48808 46 120 - 533.10353 - 39.1 450s 67008 47760 571.34851 64 101 - 533.13433 - 39.1 455s 67945 48443 562.34738 42 117 - 533.17358 - 39.1 460s 68872 49124 infeasible 101 - 533.20865 - 39.1 465s 69718 49675 586.88431 80 90 - 533.23219 - 39.1 470s 70701 50391 641.94839 78 122 - 533.25361 - 39.1 475s 71548 50947 689.19812 106 109 - 533.26755 - 39.1 480s 72419 51561 596.28831 76 89 - 533.28266 - 39.1 485s 73200 52075 infeasible 97 - 533.32266 - 39.2 490s 74114 52711 553.61520 55 108 - 533.35065 - 39.2 495s 75011 53345 578.20415 84 89 - 533.37613 - 39.1 500s 75983 54019 547.74470 56 138 - 533.39352 - 39.1 505s 76898 54680 639.00746 108 95 - 533.41537 - 39.1 510s 77860 55348 542.82689 49 110 - 533.45248 - 39.1 515s 78767 55984 infeasible 104 - 533.48459 - 39.1 520s 79689 56595 591.34265 65 114 - 533.50912 - 39.1 525s 80594 57244 585.93067 64 113 - 533.52603 - 39.1 530s 81459 57904 557.08339 70 105 - 533.54919 - 39.1 535s 82212 58411 593.83149 90 102 - 533.55821 - 39.2 540s 83153 59049 586.92878 63 112 - 533.58189 - 39.2 545s 84041 59688 580.81742 67 107 - 533.59593 - 39.2 550s 84979 60334 624.71775 88 120 - 533.62039 - 39.2 555s 85935 60961 554.11316 64 124 - 533.66684 - 39.2 560s 86978 61717 569.38816 75 122 - 533.69430 - 39.1 565s 87784 62300 641.34503 91 83 - 533.72236 - 39.2 570s 88790 63000 611.10429 76 86 - 533.75079 - 39.2 575s 89663 63576 546.95510 47 115 - 533.77292 - 39.2 580s 90636 64314 580.31682 52 116 - 533.79857 - 39.2 585s 91534 64944 586.66230 86 79 - 533.82908 - 39.2 590s 92379 65504 581.10718 70 91 - 533.84623 - 39.2 595s 93289 66188 600.19783 83 99 - 533.88950 - 39.2 600s 94300 66873 604.31909 66 100 - 533.91770 - 39.2 605s 95364 67577 541.27565 49 128 - 533.94817 - 39.1 610s 96328 68284 610.58157 48 138 - 533.96751 - 39.1 615s 97257 68891 infeasible 83 - 534.00816 - 39.1 620s 98132 69459 564.89516 58 99 - 534.02576 - 39.2 625s 99055 70064 infeasible 62 - 534.05182 - 39.2 630s 99982 70709 infeasible 86 - 534.08047 - 39.2 635s 100904 71329 582.27975 64 101 - 534.09862 - 39.2 640s 101913 71987 infeasible 71 - 534.12458 - 39.2 645s 102819 72641 581.06229 61 91 - 534.14863 - 39.1 650s 103680 73185 596.01115 72 102 - 534.16226 - 39.1 655s 104658 73899 infeasible 75 - 534.17808 - 39.1 660s 105573 74525 543.53793 44 130 - 534.20455 - 39.1 665s 106551 75197 636.43253 91 98 - 534.22301 - 39.1 670s 107543 75869 573.39876 51 114 - 534.24435 - 39.1 675s 108495 76557 541.30318 50 114 - 534.26262 - 39.1 680s 109515 77246 589.69455 44 144 - 534.29022 - 39.1 685s 110407 77829 552.33259 49 145 - 534.30533 - 39.1 690s 111361 78517 infeasible 75 - 534.31943 - 39.1 695s 112312 79158 570.16823 68 108 - 534.33545 - 39.1 700s 113164 79757 641.05846 88 114 - 534.35732 - 39.1 705s 114085 80383 554.17273 54 102 - 534.37907 - 39.1 710s 115080 81136 581.03139 62 84 - 534.39931 - 39.1 715s 116116 81814 infeasible 117 - 534.41645 - 39.0 720s 117046 82451 617.91689 89 105 - 534.44512 - 39.1 725s 117962 83061 infeasible 101 - 534.45936 - 39.1 730s 118870 83663 546.58232 49 107 - 534.47237 - 39.1 735s 119798 84358 651.55320 72 92 - 534.49016 - 39.1 740s 120732 85059 700.59488 103 110 - 534.49835 - 39.1 745s 121783 85820 746.14756 207 68 - 534.51962 - 39.0 750s 122658 86425 616.32091 60 116 - 534.53849 - 39.0 755s 123592 87075 602.24840 69 83 - 534.56838 - 39.0 760s 124625 87816 585.66961 59 99 - 534.59427 - 39.0 765s 125622 88491 572.44619 58 117 - 534.62216 - 39.0 770s 126676 89187 578.93905 63 122 - 534.64512 - 39.0 775s 127636 89868 647.19561 111 52 - 534.67358 - 39.0 780s 128816 90659 687.02203 125 67 - 534.68498 - 38.9 785s 130009 91501 586.33349 68 98 - 534.69643 - 38.8 790s 131024 92281 791.34957 95 101 - 534.70988 - 38.8 795s 131882 92873 infeasible 77 - 534.72623 - 38.8 800s 132812 93517 644.81907 99 96 - 534.74902 - 38.8 805s 133724 94133 infeasible 114 - 534.76450 - 38.8 810s 134703 94876 645.78306 89 123 - 534.78366 - 38.8 815s 135613 95515 548.55617 49 111 - 534.79574 - 38.8 820s 136616 96225 646.95029 75 101 - 534.82285 - 38.7 825s 137594 96980 553.92576 57 113 - 534.84189 - 38.7 830s 138568 97704 560.31555 62 107 - 534.86190 - 38.7 835s 139475 98375 654.89902 87 115 - 534.87580 - 38.7 840s 140548 99150 714.16023 59 127 - 534.88848 - 38.7 845s 141524 99838 554.61340 72 110 - 534.90472 - 38.7 850s 142532 100606 604.80942 56 110 - 534.92221 - 38.7 855s 143350 101200 561.79262 67 119 - 534.93065 - 38.6 860s 144461 101930 633.95275 80 95 - 534.94488 - 38.6 865s 145588 102745 535.01521 50 134 - 534.96735 - 38.6 870s 146710 103581 634.05922 93 130 - 534.98305 - 38.5 875s 147744 104297 779.91163 114 70 - 534.99690 - 38.5 880s 148746 104990 551.64333 52 111 - 535.01511 - 38.5 885s 149891 105769 691.70240 99 90 - 535.03831 - 38.4 890s 150892 106464 556.20966 60 124 - 535.05339 - 38.4 895s 151886 107189 infeasible 106 - 535.06475 - 38.4 900s 152955 107927 713.65537 87 114 - 535.07451 - 38.3 905s 153796 108509 699.04484 70 119 - 535.08340 - 38.3 910s 154846 109187 536.59711 53 103 - 535.09780 - 38.3 915s 156028 110024 710.23746 103 67 - 535.11426 - 38.2 920s 157239 110933 582.53231 77 93 - 535.12643 - 38.2 925s 158381 111701 624.80856 102 125 - 535.14414 - 38.1 930s 159426 112413 546.90573 66 130 - 535.15976 - 38.1 935s 160714 113349 695.28344 93 101 - 535.17222 - 38.0 940s 161753 114080 574.15867 59 104 - 535.19427 - 38.0 945s 162881 114932 infeasible 105 - 535.21424 - 38.0 950s 163816 115572 607.46401 59 109 - 535.22550 - 38.0 955s 164833 116325 574.33981 74 105 - 535.23220 - 37.9 960s 165885 116989 735.27162 103 116 - 535.25548 - 37.9 965s 167036 117743 625.61777 94 112 - 535.26999 - 37.9 970s 168064 118426 571.44466 63 111 - 535.29654 - 37.9 975s 169130 119114 570.72049 64 101 - 535.30797 - 37.9 980s 170191 119832 548.14403 51 105 - 535.31972 - 37.8 985s 171142 120509 642.88060 98 85 - 535.32958 - 37.8 990s 172303 121292 599.76351 78 102 - 535.34198 - 37.8 995s 173412 122067 601.39872 93 61 - 535.35859 - 37.8 1000s 174305 122697 604.53037 82 88 - 535.37001 - 37.7 1005s 175472 123476 538.52990 53 119 - 535.38515 - 37.7 1010s 176668 124313 574.11140 71 94 - 535.40272 - 37.7 1015s 177805 125062 657.24150 94 101 - 535.41604 - 37.6 1020s 178871 125795 634.75541 92 111 - 535.43026 - 37.6 1025s 179975 126581 614.13736 104 104 - 535.44619 - 37.6 1030s 181041 127351 547.60079 53 126 - 535.45705 - 37.5 1035s 182098 128135 611.27186 64 128 - 535.47619 - 37.5 1040s 183234 128864 544.48697 50 130 - 535.48608 - 37.5 1045s 184154 129499 555.98639 51 108 - 535.49815 - 37.5 1050s 185161 130299 infeasible 103 - 535.50717 - 37.5 1055s 186205 131062 624.93509 99 86 - 535.51753 - 37.5 1060s 187338 131908 650.76314 96 91 - 535.52921 - 37.4 1065s 188411 132638 infeasible 65 - 535.54505 - 37.4 1070s 189546 133487 635.40446 94 96 - 535.56475 - 37.4 1075s 190651 134232 infeasible 84 - 535.57174 - 37.3 1080s 191627 134897 648.88855 87 111 - 535.59592 - 37.3 1085s 192608 135597 603.22775 67 93 - 535.60661 - 37.3 1090s 193727 136401 559.00077 55 103 - 535.61648 - 37.3 1095s 194673 137064 618.84884 82 90 - 535.62712 - 37.3 1100s 195777 137763 830.95477 93 129 - 535.63602 - 37.3 1105s 196888 138520 584.72036 62 91 - 535.64518 - 37.3 1110s 198007 139291 558.55647 63 118 - 535.65439 - 37.2 1115s 199029 140051 627.00870 100 91 - 535.67550 - 37.2 1120s 200157 140843 712.12448 112 90 - 535.68502 - 37.2 1125s 201201 141572 592.42670 83 104 - 535.69265 - 37.2 1130s 202293 142324 648.46996 85 107 - 535.70243 - 37.2 1135s 203398 143099 680.77127 79 124 - 535.71526 - 37.1 1140s 204318 143749 694.87530 122 72 - 535.72709 - 37.1 1145s 205497 144535 598.72000 65 95 - 535.74095 - 37.1 1150s 206597 145304 543.50913 45 131 - 535.75616 - 37.1 1155s 207698 146070 577.02380 56 144 - 535.77015 - 37.1 1160s 208833 146870 602.26239 91 96 - 535.78761 - 37.0 1165s 209946 147630 630.80515 75 102 - 535.80288 - 37.0 1170s 210945 148346 596.45406 94 117 - 535.81199 - 37.0 1175s 212060 149126 infeasible 91 - 535.82656 - 37.0 1180s 213292 149976 607.09603 72 95 - 535.84666 - 36.9 1185s 214310 150644 611.74871 68 98 - 535.85869 - 36.9 1190s 215309 151389 551.45051 52 133 - 535.86853 - 36.9 1195s 216306 152073 610.01887 75 99 - 535.88050 - 36.9 1200s 217330 152741 infeasible 92 - 535.89240 - 36.9 1205s 218380 153446 563.97327 50 116 - 535.90798 - 36.9 1210s 219440 154162 574.45352 72 109 - 535.91777 - 36.9 1215s 220424 154827 658.32444 98 98 - 535.92699 - 36.9 1220s 221650 155651 559.64314 57 110 - 535.94622 - 36.8 1225s 222633 156338 649.65497 68 132 - 535.95562 - 36.8 1230s 223710 157064 570.25355 61 115 - 535.96744 - 36.8 1235s 224730 157812 570.32691 55 104 - 535.97423 - 36.8 1240s 225719 158507 576.86017 68 109 - 535.98518 - 36.8 1245s 226927 159370 564.58045 51 138 - 535.99594 - 36.8 1250s 227933 160061 591.37713 60 106 - 536.00767 - 36.8 1255s 229017 160744 590.70245 77 84 - 536.01533 - 36.8 1260s 230115 161553 628.70055 73 96 - 536.02741 - 36.8 1265s 231095 162262 642.76408 70 108 - 536.04598 - 36.8 1270s 231911 162838 610.17662 71 101 - 536.05642 - 36.8 1275s 233017 163558 547.59854 65 98 - 536.06952 - 36.8 1280s 234041 164212 640.53118 98 82 - 536.08486 - 36.7 1285s 234897 164859 616.72491 85 96 - 536.09406 - 36.8 1290s 236074 165699 678.10652 88 98 - 536.11443 - 36.7 1295s 237073 166369 551.88950 56 107 - 536.12485 - 36.7 1300s 238195 167161 567.34961 53 144 - 536.13351 - 36.7 1305s 239204 167828 698.64645 59 149 - 536.14070 - 36.7 1310s 240238 168549 549.72930 53 112 - 536.14921 - 36.7 1315s 241238 169269 675.40809 84 111 - 536.16093 - 36.7 1320s 242345 170053 590.67646 72 109 - 536.17015 - 36.7 1325s 243439 170797 637.24295 93 92 - 536.17945 - 36.7 1330s 244502 171577 633.09499 74 87 - 536.18820 - 36.7 1335s 245422 172217 561.65764 63 105 - 536.19801 - 36.7 1340s 246383 172916 infeasible 118 - 536.20764 - 36.7 1345s 247521 173694 547.24729 55 114 - 536.22016 - 36.6 1350s 248555 174449 infeasible 113 - 536.22351 - 36.6 1355s 249671 175230 563.42735 54 151 - 536.23740 - 36.6 1360s 250818 176041 539.63828 49 136 - 536.24769 - 36.6 1365s 251799 176689 infeasible 97 - 536.25562 - 36.6 1370s 252867 177419 612.27198 94 88 - 536.26553 - 36.6 1375s 254018 178255 593.68727 83 100 - 536.27856 - 36.6 1380s 255009 178920 601.54325 61 105 - 536.28572 - 36.6 1385s 255940 179602 625.32840 82 99 - 536.29676 - 36.6 1390s 256976 180288 infeasible 71 - 536.30360 - 36.6 1395s 257992 180988 615.17654 97 86 - 536.31733 - 36.6 1400s 258977 181622 558.47672 72 126 - 536.33543 - 36.6 1405s 260000 182362 585.87482 65 86 - 536.34135 - 36.6 1410s 260809 182944 626.22156 84 108 - 536.34907 - 36.6 1415s 261451 183408 570.08253 60 99 - 536.35854 - 36.6 1420s 262221 183996 655.53792 93 75 - 536.36571 - 36.6 1425s 263321 184738 545.76114 44 105 - 536.37546 - 36.5 1430s 264382 185519 621.41467 105 83 - 536.38492 - 36.5 1435s 265404 186248 633.93689 88 88 - 536.39067 - 36.5 1440s 266473 187012 584.86312 84 97 - 536.40239 - 36.5 1445s 267550 187787 650.80629 98 105 - 536.41655 - 36.5 1450s 268627 188519 621.56201 63 82 - 536.42664 - 36.5 1455s 269719 189279 601.82080 78 110 - 536.43496 - 36.5 1460s 270633 189937 549.64927 46 124 - 536.44652 - 36.5 1465s 271815 190807 infeasible 119 - 536.45632 - 36.5 1470s 272839 191532 infeasible 73 - 536.46297 - 36.4 1475s 273892 192264 540.38795 48 128 - 536.46715 - 36.4 1480s 274854 192895 564.44766 60 121 - 536.47186 - 36.5 1485s 275741 193471 653.07476 95 98 - 536.47545 - 36.5 1490s 276741 194218 576.25529 66 112 - 536.48441 - 36.5 1495s 277876 195016 580.11311 67 97 - 536.49757 - 36.4 1500s 278850 195701 639.31689 76 93 - 536.50593 - 36.4 1505s 280029 196552 682.99725 114 71 - 536.51238 - 36.4 1510s 280946 197114 566.42510 51 106 - 536.51934 - 36.4 1515s 281972 197878 643.25891 102 100 - 536.52530 - 36.4 1520s 282955 198546 infeasible 59 - 536.53644 - 36.4 1525s 284086 199342 infeasible 95 - 536.54237 - 36.4 1530s 285127 200087 539.37912 56 117 - 536.54858 - 36.4 1535s 286109 200733 554.20239 59 111 - 536.55699 - 36.4 1540s 287136 201432 536.71565 56 97 - 536.56360 - 36.4 1545s 288137 202173 643.05231 75 85 - 536.56839 - 36.4 1550s 289300 203027 infeasible 162 - 536.58223 - 36.4 1555s 290363 203752 562.25223 55 110 - 536.59154 - 36.4 1560s 291581 204570 659.04342 97 93 - 536.60072 - 36.4 1565s 292550 205273 infeasible 64 - 536.60615 - 36.4 1570s 293743 206118 580.71125 62 87 - 536.61237 - 36.3 1575s 294872 206895 539.06575 49 126 - 536.62013 - 36.3 1580s 295826 207563 595.84938 72 102 - 536.62845 - 36.3 1585s 296736 208198 infeasible 119 - 536.63451 - 36.3 1590s 297771 208959 612.53122 81 91 - 536.64444 - 36.3 1595s 298971 209836 574.51627 73 114 - 536.64876 - 36.3 1600s 300124 210661 577.72819 66 93 - 536.65570 - 36.3 1605s 301293 211480 703.44832 111 94 - 536.66590 - 36.3 1610s 302417 212261 infeasible 110 - 536.67445 - 36.2 1615s 303411 212956 583.24973 84 81 - 536.67995 - 36.2 1620s 304458 213700 608.58409 83 103 - 536.68768 - 36.2 1625s 305624 214556 693.51257 108 98 - 536.69619 - 36.2 1630s 306483 215193 621.37284 91 85 - 536.70638 - 36.2 1635s 307595 215945 587.10303 67 115 - 536.72014 - 36.2 1640s 308754 216737 628.02806 76 94 - 536.72639 - 36.2 1645s 309808 217498 600.01056 75 106 - 536.73398 - 36.2 1650s 310930 218272 599.30502 65 86 - 536.74419 - 36.2 1655s 311902 218901 infeasible 80 - 536.75459 - 36.2 1660s 313021 219736 602.78769 67 101 - 536.76474 - 36.2 1665s 314196 220566 655.15389 111 99 - 536.77251 - 36.2 1670s 315308 221374 infeasible 86 - 536.77792 - 36.1 1675s 316382 222161 652.84135 81 78 - 536.78432 - 36.1 1680s 317340 222825 652.39242 85 74 - 536.79607 - 36.1 1685s 318393 223605 602.36333 71 87 - 536.80610 - 36.1 1690s 319388 224311 627.63790 101 70 - 536.81619 - 36.1 1695s 320477 225055 567.59817 62 88 - 536.81989 - 36.1 1700s 321434 225698 576.70862 66 98 - 536.82463 - 36.1 1705s 322385 226355 647.65858 101 116 - 536.83439 - 36.1 1710s 323445 227123 663.56350 84 78 - 536.83930 - 36.1 1715s 324698 227985 548.39843 50 113 - 536.84671 - 36.1 1720s 325777 228765 589.00790 60 116 - 536.85578 - 36.1 1725s 326710 229482 603.17273 106 77 - 536.86306 - 36.1 1730s 327736 230245 576.82329 72 107 - 536.86816 - 36.1 1735s 328775 230966 537.48696 53 110 - 536.87546 - 36.1 1740s 329876 231761 579.31761 62 109 - 536.88093 - 36.1 1745s 331005 232543 594.78967 71 108 - 536.88940 - 36.1 1750s 332109 233376 554.39199 72 91 - 536.89558 - 36.1 1755s 333175 234140 566.11873 51 107 - 536.90295 - 36.1 1760s 334441 235031 infeasible 67 - 536.90790 - 36.0 1765s 335502 235832 611.67026 97 90 - 536.91575 - 36.0 1770s 336662 236659 599.97213 74 109 - 536.92203 - 36.0 1775s 337556 237260 562.21999 61 120 - 536.92936 - 36.0 1780s 338603 238022 588.98524 78 102 - 536.93607 - 36.0 1785s 339701 238816 657.97068 104 69 - 536.94028 - 36.0 1790s 340823 239616 568.94462 62 123 - 536.94875 - 36.0 1795s 341954 240422 670.22207 101 95 - 536.95516 - 36.0 1800s 342784 241008 infeasible 122 - 536.95877 - 36.0 1805s 343883 241810 583.67712 62 76 - 536.96771 - 36.0 1810s 344788 242370 573.92852 63 112 - 536.97144 - 36.0 1815s 345842 243115 644.90276 69 110 - 536.97621 - 36.0 1820s 346953 243921 588.47796 59 99 - 536.98688 - 36.0 1825s 347843 244539 590.47570 74 99 - 536.99331 - 36.0 1830s 348909 245355 592.88369 51 108 - 537.00072 - 36.0 1835s 350003 246156 647.03498 112 91 - 537.00713 - 36.0 1840s 351043 246910 606.77037 59 130 - 537.01524 - 36.0 1845s 352103 247648 611.09173 69 92 - 537.02319 - 36.0 1850s 353150 248413 600.71596 110 97 - 537.03011 - 36.0 1855s 354246 249233 659.45157 117 82 - 537.03591 - 35.9 1860s 355289 249992 583.92586 94 104 - 537.04130 - 35.9 1865s 356303 250724 555.31266 57 116 - 537.04938 - 35.9 1870s 357262 251464 548.84750 58 107 - 537.05455 - 35.9 1875s 358104 252082 620.78488 70 95 - 537.05995 - 35.9 1880s 359192 252836 548.13092 65 103 - 537.06346 - 35.9 1885s 360371 253722 689.16860 90 100 - 537.06772 - 35.9 1890s 361433 254433 558.32826 50 128 - 537.07544 - 35.9 1895s 362601 255195 542.36533 50 165 - 537.08101 - 35.9 1900s 363856 256092 557.31574 58 144 - 537.08816 - 35.9 1905s 364914 256851 566.13202 74 84 - 537.09608 - 35.9 1910s 366056 257724 616.45116 100 99 - 537.10177 - 35.9 1915s 367155 258499 544.83835 50 127 - 537.10777 - 35.9 1920s 368093 259142 656.60604 74 113 - 537.11309 - 35.8 1925s 369212 259917 620.66821 78 106 - 537.11907 - 35.8 1930s 370315 260681 588.83823 69 97 - 537.12817 - 35.8 1935s 371409 261526 610.05906 105 91 - 537.13213 - 35.8 1940s 372439 262260 infeasible 126 - 537.13697 - 35.8 1945s 373582 263095 infeasible 94 - 537.14296 - 35.8 1950s 374626 263823 583.88740 61 132 - 537.14974 - 35.8 1955s 375699 264582 infeasible 102 - 537.15282 - 35.8 1960s 376796 265376 741.98845 81 108 - 537.15858 - 35.8 1965s 377748 266094 637.57627 120 48 - 537.16521 - 35.8 1970s 378858 266950 infeasible 106 - 537.16991 - 35.8 1975s 379832 267630 infeasible 61 - 537.17724 - 35.8 1980s 380928 268361 562.84570 63 81 - 537.18628 - 35.8 1985s 382007 269040 538.73784 48 111 - 537.19366 - 35.8 1990s 383038 269769 636.67111 82 99 - 537.19848 - 35.8 1995s 384171 270605 599.11935 73 88 - 537.20718 - 35.8 2000s 385230 271353 568.44319 58 120 - 537.21780 - 35.7 2005s 386408 272204 infeasible 116 - 537.22187 - 35.7 2010s 387494 273013 679.03556 103 92 - 537.22782 - 35.7 2015s 388417 273638 668.94907 100 120 - 537.23407 - 35.7 2020s 389599 274452 732.61819 107 93 - 537.24139 - 35.7 2025s 390670 275180 598.06747 83 94 - 537.25191 - 35.7 2030s 391725 275937 625.54776 113 112 - 537.25494 - 35.7 2035s 392808 276763 562.52779 52 151 - 537.26134 - 35.7 2040s 393762 277412 621.31489 64 98 - 537.26602 - 35.7 2045s 394930 278229 592.99778 57 119 - 537.26986 - 35.7 2050s 396067 279089 645.01759 87 95 - 537.27362 - 35.7 2055s 397162 279911 629.85166 84 110 - 537.28020 - 35.7 2060s 398106 280563 610.11340 92 85 - 537.28497 - 35.7 2065s 399119 281275 632.48002 86 100 - 537.29089 - 35.7 2070s 400264 282052 582.37553 76 115 - 537.30155 - 35.7 2075s 401296 282719 543.12332 50 139 - 537.30644 - 35.7 2080s 402307 283438 562.63703 59 84 - 537.31231 - 35.7 2085s 403312 284179 634.12054 117 65 - 537.31857 - 35.7 2090s 404415 284953 546.36927 55 139 - 537.32513 - 35.6 2095s 405495 285773 656.76721 99 100 - 537.33296 - 35.6 2100s 406586 286543 562.69716 56 105 - 537.33920 - 35.6 2105s 407719 287361 infeasible 90 - 537.34138 - 35.6 2110s 408602 287981 618.61993 88 98 - 537.34806 - 35.6 2115s 409608 288638 infeasible 95 - 537.35214 - 35.6 2120s 410651 289382 639.90135 102 87 - 537.35780 - 35.6 2125s 411682 290087 infeasible 100 - 537.36215 - 35.6 2130s 412699 290827 614.55665 103 105 - 537.36971 - 35.6 2135s 413737 291540 611.61046 69 79 - 537.37677 - 35.6 2140s 414650 292191 647.83745 75 101 - 537.38226 - 35.6 2145s 415692 292873 607.21806 90 89 - 537.38774 - 35.6 2150s 416762 293672 540.42318 43 129 - 537.39180 - 35.6 2155s 417869 294482 infeasible 107 - 537.39972 - 35.6 2160s 418817 295126 infeasible 90 - 537.40405 - 35.6 2165s 419839 295849 infeasible 166 - 537.40939 - 35.6 2170s 420945 296658 646.89085 90 86 - 537.41458 - 35.6 2175s 422090 297492 626.81465 112 92 - 537.41941 - 35.6 2180s 423089 298184 538.56656 54 118 - 537.42679 - 35.6 2185s 424144 298890 567.96255 62 85 - 537.43427 - 35.6 2190s 425155 299632 572.32347 67 107 - 537.43886 - 35.6 2195s 426279 300455 568.94700 69 106 - 537.44308 - 35.6 2200s 427341 301232 549.26756 56 110 - 537.44840 - 35.6 2205s 428422 301954 infeasible 73 - 537.45505 - 35.6 2210s 429337 302596 667.07788 99 77 - 537.46449 - 35.6 2215s 430292 303287 562.74260 59 99 - 537.47113 - 35.6 2220s 431255 303975 634.59125 64 120 - 537.47741 - 35.6 2225s 432385 304818 566.49694 65 110 - 537.48503 - 35.6 2230s 433488 305612 600.63848 80 96 - 537.48977 - 35.6 2235s 434533 306361 552.41217 47 108 - 537.49535 - 35.6 2240s 435517 307023 551.68222 54 104 - 537.50197 - 35.6 2245s 436672 307869 683.86341 156 67 - 537.50912 - 35.6 2250s 437833 308680 660.55618 104 110 - 537.51256 - 35.6 2255s 438863 309377 593.39398 73 105 - 537.51820 - 35.6 2260s 439843 310087 600.71686 85 105 - 537.52154 - 35.6 2265s 440955 310865 617.37446 98 73 - 537.52558 - 35.6 2270s 441966 311533 589.73548 66 132 - 537.53380 - 35.6 2275s 442973 312237 595.61977 86 96 - 537.53988 - 35.6 2280s 444003 312955 574.14138 56 114 - 537.54641 - 35.6 2285s 445089 313758 561.78880 75 110 - 537.55699 - 35.6 2290s 446165 314480 576.61760 56 110 - 537.56257 - 35.5 2295s 447227 315236 565.87325 62 118 - 537.56751 - 35.5 2300s 448273 316006 603.62815 83 106 - 537.57576 - 35.5 2305s 449200 316642 607.67198 72 116 - 537.58006 - 35.5 2310s 450184 317342 598.53003 76 91 - 537.58643 - 35.5 2315s 451311 318114 596.97296 69 124 - 537.59149 - 35.5 2320s 452434 318926 645.63218 102 110 - 537.59722 - 35.5 2325s 453531 319704 558.24115 50 99 - 537.60530 - 35.5 2330s 454568 320416 588.27213 49 112 - 537.61033 - 35.5 2335s 455639 321181 546.55466 60 108 - 537.61592 - 35.5 2340s 456788 322009 infeasible 107 - 537.61868 - 35.5 2345s 458003 322893 551.82333 49 128 - 537.62263 - 35.5 2350s 459113 323677 654.59028 94 85 - 537.62858 - 35.5 2355s 459931 324193 infeasible 51 - 537.63315 - 35.5 2360s 461071 325069 660.60989 119 112 - 537.63595 - 35.5 2365s 462188 325813 553.56943 47 118 - 537.64506 - 35.5 2370s 463329 326641 626.57408 62 100 - 537.65006 - 35.5 2375s 464534 327560 578.15976 65 120 - 537.65438 - 35.5 2380s 465512 328211 584.37645 67 108 - 537.65885 - 35.5 2385s 466661 329013 605.21039 94 100 - 537.66394 - 35.4 2390s 467691 329728 722.16208 89 106 - 537.66948 - 35.4 2395s 468803 330539 602.53965 71 110 - 537.67623 - 35.4 2400s 469602 331048 564.14000 66 101 - 537.68285 - 35.5 2405s 470734 331893 650.81348 130 89 - 537.68809 - 35.4 2410s 471777 332583 577.62361 78 77 - 537.69201 - 35.4 2415s 472958 333422 infeasible 124 - 537.69485 - 35.4 2420s 474078 334212 635.12094 66 125 - 537.69852 - 35.4 2425s 475133 334985 608.08259 69 106 - 537.70580 - 35.4 2430s 476093 335638 600.55069 63 105 - 537.70961 - 35.4 2435s 477030 336289 733.50146 112 87 - 537.71445 - 35.4 2440s 478227 337115 710.71889 89 116 - 537.72015 - 35.4 2445s 479396 337950 infeasible 64 - 537.72444 - 35.4 2450s 480449 338690 infeasible 105 - 537.72783 - 35.4 2455s 481554 339484 590.08366 72 110 - 537.73126 - 35.4 2460s 482542 340137 infeasible 109 - 537.73457 - 35.4 2465s 483581 340838 infeasible 87 - 537.73810 - 35.4 2470s 484643 341628 618.58328 128 83 - 537.74314 - 35.4 2475s 485799 342433 605.03620 114 70 - 537.74868 - 35.4 2480s 487037 343303 634.56230 84 104 - 537.75089 - 35.4 2485s 488141 344074 547.24431 57 112 - 537.75469 - 35.4 2490s 489178 344868 infeasible 116 - 537.75991 - 35.4 2495s 490234 345636 587.90553 75 101 - 537.76413 - 35.4 2500s 491143 346304 infeasible 108 - 537.76905 - 35.4 2505s 492352 347101 553.00180 53 94 - 537.77224 - 35.4 2510s 493416 347913 584.15067 64 104 - 537.77784 - 35.4 2515s 494561 348720 587.85296 76 107 - 537.78159 - 35.3 2520s 495752 349596 538.03374 47 112 - 537.78650 - 35.3 2525s 496886 350387 682.63158 124 85 - 537.79181 - 35.3 2530s 498034 351194 585.88513 82 93 - 537.79586 - 35.3 2535s 499096 352001 infeasible 75 - 537.79886 - 35.3 2540s 500088 352693 595.51254 61 89 - 537.80100 - 35.3 2545s 500987 353303 567.46733 57 124 - 537.80542 - 35.3 2550s 502070 354058 606.57604 80 112 - 537.80970 - 35.3 2555s 503139 354811 555.89382 44 135 - 537.81461 - 35.3 2560s 504172 355562 618.41543 88 90 - 537.81781 - 35.3 2565s 505148 356262 659.72609 97 69 - 537.82185 - 35.3 2570s 506229 357016 590.51582 83 83 - 537.82620 - 35.3 2575s 507391 357812 607.21575 102 113 - 537.83265 - 35.3 2580s 508362 358494 574.43446 68 128 - 537.84138 - 35.3 2585s 509412 359269 646.63511 106 73 - 537.84468 - 35.3 2590s 510419 359962 656.08684 104 94 - 537.84934 - 35.3 2595s 511521 360725 559.39218 50 120 - 537.85569 - 35.3 2600s 512481 361406 593.72719 82 91 - 537.85966 - 35.3 2605s 513595 362212 577.87923 57 119 - 537.86444 - 35.3 2610s 514599 362969 556.05452 50 135 - 537.87064 - 35.3 2615s 515620 363696 622.92471 75 90 - 537.87336 - 35.3 2620s 516644 364399 infeasible 113 - 537.87604 - 35.3 2625s 517705 365151 677.37362 100 86 - 537.87983 - 35.3 2630s 518827 365946 infeasible 67 - 537.88719 - 35.3 2635s 519998 366768 605.43430 96 105 - 537.89474 - 35.3 2640s 520914 367439 infeasible 163 - 537.89963 - 35.3 2645s 521914 368156 646.73578 116 110 - 537.90500 - 35.3 2650s 523124 369026 628.73607 83 100 - 537.91117 - 35.3 2655s 524124 369700 632.28762 95 87 - 537.91445 - 35.3 2660s 525255 370514 544.36524 57 117 - 537.92047 - 35.3 2665s 526411 371352 684.82286 111 122 - 537.92480 - 35.3 2670s 527605 372178 infeasible 105 - 537.93099 - 35.2 2675s 528590 372887 infeasible 118 - 537.93292 - 35.3 2680s 529618 373599 623.55497 74 94 - 537.93571 - 35.3 2685s 530714 374376 756.96092 112 96 - 537.94054 - 35.3 2690s 531539 374986 infeasible 96 - 537.94461 - 35.3 2695s 532613 375772 595.60717 63 129 - 537.94853 - 35.3 2700s 533575 376403 633.69475 84 108 - 537.95218 - 35.3 2705s 534741 377265 673.29413 87 100 - 537.95600 - 35.3 2710s 535752 377991 584.68303 84 99 - 537.95939 - 35.3 2715s 536873 378777 710.70087 124 88 - 537.96557 - 35.3 2720s 537917 379549 556.79128 51 111 - 537.97180 - 35.3 2725s 539061 380326 690.35905 107 98 - 537.97633 - 35.2 2730s 540083 381057 infeasible 115 - 537.98190 - 35.2 2735s 541031 381695 669.80063 114 102 - 537.98496 - 35.2 2740s 542116 382463 555.69151 53 118 - 537.98890 - 35.2 2745s 543154 383210 658.93988 126 78 - 537.99304 - 35.2 2750s 544214 383943 539.42495 39 148 - 537.99805 - 35.2 2755s 545220 384659 570.96167 59 89 - 538.00148 - 35.2 2760s 546356 385451 612.49406 73 85 - 538.00351 - 35.2 2765s 547335 386189 680.25871 119 94 - 538.00878 - 35.2 2770s 548539 387009 568.92636 74 93 - 538.01258 - 35.2 2775s 549663 387828 538.99807 41 133 - 538.01826 - 35.2 2780s 550763 388623 591.51434 76 110 - 538.02036 - 35.2 2785s 551667 389287 643.62244 103 59 - 538.02359 - 35.2 2790s 552782 390112 infeasible 86 - 538.02697 - 35.2 2795s 553863 390863 infeasible 107 - 538.02964 - 35.2 2800s 554820 391535 570.18059 84 90 - 538.03409 - 35.2 2805s 555929 392321 594.78280 61 110 - 538.03734 - 35.2 2810s 556917 393017 542.79078 56 114 - 538.04383 - 35.2 2815s 558084 393908 infeasible 98 - 538.04977 - 35.2 2820s 559239 394713 544.82978 49 117 - 538.05400 - 35.2 2825s 560368 395550 infeasible 102 - 538.05616 - 35.2 2830s 561382 396283 577.09920 56 122 - 538.06337 - 35.2 2835s 562314 396976 632.71863 76 100 - 538.06749 - 35.2 2840s 563334 397687 676.22856 109 91 - 538.07032 - 35.2 2845s 564376 398476 infeasible 125 - 538.07233 - 35.2 2850s 565471 399194 584.17800 73 111 - 538.07703 - 35.2 2855s 566464 399911 752.48228 115 96 - 538.07951 - 35.2 2860s 567583 400666 622.07101 62 120 - 538.08287 - 35.2 2865s 568873 401572 635.82089 82 103 - 538.08819 - 35.2 2870s 569875 402292 582.57130 77 109 - 538.09433 - 35.2 2875s 571036 403132 608.02505 82 95 - 538.09905 - 35.2 2880s 571957 403801 infeasible 112 - 538.10134 - 35.2 2885s 572983 404538 576.46066 79 109 - 538.10492 - 35.2 2890s 574021 405325 624.80275 99 89 - 538.10798 - 35.2 2895s 575028 406055 571.40050 63 97 - 538.11424 - 35.2 2900s 576086 406853 604.23347 86 109 - 538.11720 - 35.1 2905s 577153 407581 593.60355 66 125 - 538.12141 - 35.1 2910s 578254 408369 591.72403 71 81 - 538.12563 - 35.1 2915s 579442 409233 570.99605 71 75 - 538.12979 - 35.1 2920s 580675 410171 657.71040 83 87 - 538.13347 - 35.1 2925s 581791 410968 602.91469 85 86 - 538.13881 - 35.1 2930s 582679 411637 598.90328 64 76 - 538.14056 - 35.1 2935s 583589 412245 infeasible 147 - 538.14440 - 35.1 2940s 584556 412951 infeasible 84 - 538.15002 - 35.1 2945s 585613 413722 581.45437 53 113 - 538.15560 - 35.1 2950s 586745 414484 541.77845 60 104 - 538.16052 - 35.1 2955s 587775 415215 infeasible 93 - 538.16457 - 35.1 2960s 588820 415979 599.14785 92 102 - 538.16739 - 35.1 2965s 589837 416650 infeasible 54 - 538.17299 - 35.1 2970s 590863 417400 583.47913 62 116 - 538.17708 - 35.1 2975s 592047 418240 617.87312 104 114 - 538.17936 - 35.1 2980s 592997 418828 637.70185 106 77 - 538.18169 - 35.1 2985s 594056 419590 700.45075 85 124 - 538.18756 - 35.1 2990s 595248 420512 567.62477 61 112 - 538.19163 - 35.1 2995s 596206 421179 565.99711 63 104 - 538.19664 - 35.1 3000s 597295 421950 559.15467 49 76 - 538.19929 - 35.1 3005s 598382 422757 infeasible 75 - 538.20189 - 35.1 3010s 599426 423497 605.23068 86 86 - 538.20655 - 35.1 3015s 600613 424302 626.87812 83 90 - 538.20967 - 35.1 3020s 601619 424997 549.07175 49 151 - 538.21454 - 35.1 3025s 602651 425755 570.88658 63 109 - 538.21826 - 35.1 3030s 603652 426485 655.48881 127 77 - 538.22135 - 35.1 3035s 604648 427176 562.49081 57 102 - 538.22435 - 35.1 3040s 605706 427912 666.19685 89 97 - 538.22617 - 35.1 3045s 606817 428750 infeasible 73 - 538.22981 - 35.1 3050s 607868 429496 635.54503 61 132 - 538.23319 - 35.1 3055s 608857 430177 579.96566 69 125 - 538.23575 - 35.1 3060s 610033 431012 551.48518 49 100 - 538.23985 - 35.1 3065s 611114 431802 641.97403 103 97 - 538.24208 - 35.1 3070s 612177 432589 595.87862 85 117 - 538.24575 - 35.1 3075s 613137 433302 718.37928 105 88 - 538.24876 - 35.1 3080s 614216 433996 669.16970 95 98 - 538.25260 - 35.1 3085s 615314 434796 548.81148 57 110 - 538.25663 - 35.1 3090s 616371 435561 611.83271 85 103 - 538.26044 - 35.1 3095s 617515 436417 631.84318 89 96 - 538.26440 - 35.1 3100s 618594 437188 infeasible 68 - 538.26922 - 35.1 3105s 619581 437864 546.34649 51 104 - 538.27468 - 35.1 3110s 620701 438677 560.66225 59 104 - 538.27971 - 35.1 3115s 621737 439368 679.90333 106 106 - 538.28419 - 35.1 3120s 622706 440060 719.58194 130 75 - 538.28747 - 35.1 3125s 623807 440771 575.51828 77 115 - 538.29289 - 35.1 3130s 624968 441597 550.43698 59 108 - 538.29750 - 35.1 3135s 626027 442392 699.58351 126 76 - 538.30119 - 35.1 3140s 627175 443208 699.30926 80 93 - 538.30527 - 35.0 3145s 628226 443939 540.13132 43 114 - 538.30985 - 35.0 3150s 629196 444653 infeasible 62 - 538.31280 - 35.0 3155s 630323 445471 607.05201 78 97 - 538.31706 - 35.0 3160s 631331 446233 594.27037 110 98 - 538.32032 - 35.0 3165s 632456 447061 655.40705 96 77 - 538.32332 - 35.0 3170s 633407 447755 infeasible 107 - 538.32601 - 35.0 3175s 634429 448452 586.88527 83 104 - 538.33183 - 35.0 3180s 635556 449248 566.45717 49 117 - 538.33649 - 35.0 3185s 636708 450055 649.25928 110 96 - 538.33964 - 35.0 3190s 637774 450818 573.29102 74 92 - 538.34205 - 35.0 3195s 638877 451602 567.89849 47 119 - 538.34504 - 35.0 3200s 639986 452330 557.34010 62 107 - 538.34819 - 35.0 3205s 641199 453205 557.10124 54 140 - 538.35180 - 35.0 3210s 642452 454041 infeasible 116 - 538.35662 - 35.0 3215s 643332 454683 infeasible 120 - 538.36062 - 35.0 3220s 644451 455486 640.73988 118 92 - 538.36470 - 35.0 3225s 645437 456239 638.82696 89 85 - 538.36734 - 35.0 3230s 646588 457084 667.10607 97 96 - 538.37220 - 35.0 3235s 647744 457886 564.68367 59 117 - 538.37873 - 35.0 3240s 648757 458572 556.50833 77 120 - 538.38397 - 35.0 3245s 650031 459501 560.58289 57 114 - 538.38649 - 35.0 3250s 651087 460276 700.70147 97 103 - 538.38869 - 35.0 3255s 652211 461094 772.63346 118 106 - 538.39387 - 35.0 3260s 653309 461862 561.24327 55 131 - 538.39641 - 35.0 3265s 654375 462608 634.79726 75 110 - 538.40033 - 35.0 3270s 655439 463319 635.68583 83 79 - 538.40300 - 35.0 3275s 656488 464070 590.86251 80 114 - 538.40515 - 35.0 3280s 657658 464936 600.55339 92 87 - 538.40860 - 35.0 3285s 658766 465762 664.03108 124 104 - 538.41186 - 35.0 3290s 659912 466546 554.83057 57 102 - 538.41483 - 35.0 3295s 661040 467377 infeasible 127 - 538.41937 - 34.9 3300s 662242 468235 564.69572 52 97 - 538.42448 - 34.9 3305s 663454 469027 564.39705 61 109 - 538.42758 - 34.9 3310s 664420 469682 591.95805 61 124 - 538.43110 - 34.9 3315s 665506 470453 802.73372 125 98 - 538.43524 - 34.9 3320s 666546 471149 570.22509 68 90 - 538.43815 - 34.9 3325s 667423 471819 infeasible 94 - 538.44113 - 34.9 3330s 668506 472588 648.68165 125 77 - 538.44486 - 34.9 3335s 669668 473390 617.80418 103 113 - 538.44927 - 34.9 3340s 670786 474200 610.27972 92 110 - 538.45462 - 34.9 3345s 671822 474993 704.48947 98 106 - 538.45751 - 34.9 3350s 672975 475755 598.89225 105 100 - 538.46136 - 34.9 3355s 674032 476552 542.51282 49 123 - 538.46380 - 34.9 3360s 675048 477245 infeasible 61 - 538.46666 - 34.9 3365s 676209 478141 563.67663 59 99 - 538.46989 - 34.9 3370s 677235 478901 576.67502 72 100 - 538.47440 - 34.9 3375s 678406 479759 576.81952 61 123 - 538.47658 - 34.9 3380s 679429 480498 infeasible 66 - 538.48029 - 34.9 3385s 680449 481172 642.30612 78 105 - 538.48284 - 34.9 3390s 681545 481980 740.97582 86 121 - 538.48570 - 34.9 3395s 682501 482617 619.69927 61 99 - 538.48905 - 34.9 3400s 683656 483363 616.43082 101 69 - 538.49470 - 34.9 3405s 684624 484014 infeasible 166 - 538.49743 - 34.9 3410s 685632 484778 586.90563 72 111 - 538.50192 - 34.9 3415s 686685 485534 608.90800 112 100 - 538.50614 - 34.9 3420s 687867 486375 639.78143 105 78 - 538.51154 - 34.9 3425s 689047 487221 662.06215 128 89 - 538.51393 - 34.9 3430s 690080 487909 552.19763 45 124 - 538.51742 - 34.9 3435s 691175 488631 578.82813 59 120 - 538.52146 - 34.9 3440s 692277 489472 612.95110 91 94 - 538.52361 - 34.9 3445s 693367 490200 infeasible 76 - 538.52647 - 34.9 3450s 694298 490872 infeasible 119 - 538.53046 - 34.9 3455s 695281 491588 571.94011 62 130 - 538.53423 - 34.9 3460s 696271 492290 628.05650 100 63 - 538.53788 - 34.9 3465s 697431 493140 710.15067 101 118 - 538.54017 - 34.9 3470s 698511 493898 551.04597 51 118 - 538.54309 - 34.9 3475s 699550 494655 infeasible 88 - 538.54648 - 34.9 3480s 700525 495315 infeasible 128 - 538.54919 - 34.9 3485s 701549 496003 infeasible 95 - 538.55385 - 34.9 3490s 702720 496785 704.73519 103 84 - 538.55588 - 34.9 3495s 703708 497538 746.70050 123 90 - 538.55907 - 34.9 3500s 704767 498282 636.46679 115 97 - 538.56121 - 34.9 3505s 705831 499091 606.87808 64 133 - 538.56308 - 34.9 3510s 706961 499850 infeasible 106 - 538.56707 - 34.9 3515s 708055 500581 661.02851 68 131 - 538.56983 - 34.9 3520s 709222 501386 571.18781 59 91 - 538.57537 - 34.9 3525s 710360 502189 624.96620 97 64 - 538.57829 - 34.9 3530s 711435 502945 591.76227 79 99 - 538.58143 - 34.9 3535s 712527 503728 670.48460 77 90 - 538.58603 - 34.9 3540s 713667 504559 740.94894 100 110 - 538.58969 - 34.9 3545s 714604 505233 637.64586 121 108 - 538.59409 - 34.9 3550s 715616 505922 549.83150 54 116 - 538.59956 - 34.9 3555s 716762 506784 622.67963 94 93 - 538.60328 - 34.8 3560s 717900 507628 585.92629 58 84 - 538.60520 - 34.8 3565s 718996 508479 580.33759 67 101 - 538.60905 - 34.8 3570s 720170 509332 684.27425 103 98 - 538.61146 - 34.8 3575s 721405 510174 infeasible 64 - 538.61437 - 34.8 3580s 722345 510861 583.40212 58 103 - 538.61791 - 34.8 3585s 723563 511749 547.61168 46 118 - 538.62131 - 34.8 3590s 724592 512455 607.64126 79 105 - 538.62437 - 34.8 3595s Cutting planes: Gomory: 29 Cover: 417 Implied bound: 262 Clique: 8 MIR: 227 GUB cover: 7 Zero half: 70 Explored 725520 nodes (25267311 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.390000000000e+02, gap -