Gurobi 5.0.1 (linux64) logging started Sat Jan 5 13:28:14 2013 Optimize a model with 10202 rows, 10201 columns and 48028 nonzeros Presolve removed 4918 rows and 2676 columns Presolve time: 0.11s Presolved: 5284 rows, 7525 columns, 33873 nonzeros Variable types: 100 continuous, 7425 integer (7425 binary) Root relaxation: objective 3.812627e+02, 567 iterations, 0.03 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 381.26273 0 164 - 381.26273 - - 0s 0 0 413.60543 0 191 - 413.60543 - - 0s 0 0 418.33333 0 197 - 418.33333 - - 0s 0 0 419.70000 0 205 - 419.70000 - - 0s 0 0 420.18889 0 197 - 420.18889 - - 0s 0 0 420.36111 0 194 - 420.36111 - - 0s 0 0 420.46667 0 193 - 420.46667 - - 0s 0 0 420.48611 0 198 - 420.48611 - - 0s 0 0 420.48611 0 180 - 420.48611 - - 0s 0 0 420.48611 0 184 - 420.48611 - - 1s 0 0 420.48611 0 176 - 420.48611 - - 1s 0 0 420.48611 0 188 - 420.48611 - - 1s 0 0 420.48611 0 186 - 420.48611 - - 1s 0 2 421.45833 0 174 - 421.45833 - - 2s 504 426 449.00000 12 177 - 425.44605 - 24.0 5s 603 521 461.79058 39 177 - 425.44605 - 24.3 13s 604 522 630.47650 123 165 - 427.67361 - 24.3 22s 605 523 630.47650 123 165 - 432.46938 - 24.2 32s 606 523 633.12422 135 173 - 434.84730 - 24.2 45s 608 525 488.51247 61 141 - 441.47727 - 24.1 57s 609 525 467.09080 32 169 - 442.60465 - 24.1 69s 610 526 539.23870 83 195 - 443.90864 - 24.0 80s 611 527 538.07071 74 185 - 444.05675 - 24.0 91s 612 527 452.88702 13 196 - 444.36031 - 24.0 105s 613 528 539.23870 83 187 - 446.10894 - 23.9 118s 614 529 475.05877 51 190 - 447.67469 - 23.9 127s 615 529 633.12422 135 195 - 448.15218 - 23.8 134s 616 530 455.89130 27 213 - 448.55194 - 23.8 151s 617 531 448.81931 11 226 - 448.81931 - 23.8 155s 618 531 602.11928 91 229 - 448.92571 - 23.7 163s 619 532 467.09080 32 187 - 449.00095 - 23.7 175s 620 533 630.47650 123 231 - 449.21195 - 23.6 182s 622 534 672.79218 152 195 - 449.98701 - 23.6 194s 623 535 633.12422 135 205 - 450.08254 - 23.5 209s 624 535 461.52776 24 217 - 450.13591 - 23.5 223s 625 536 534.15069 67 238 - 450.23851 - 23.5 232s 627 537 539.23870 83 222 - 450.76350 - 23.4 240s 632 542 455.89130 27 186 - 450.76350 - 48.0 247s 634 543 450.76350 11 171 - 450.76350 - 47.9 256s 635 544 488.51247 61 164 - 450.76350 - 47.8 264s 636 545 455.89130 27 194 - 450.76350 - 47.7 279s 637 545 555.16451 87 198 - 450.80727 - 47.7 293s 638 546 538.07071 74 218 - 450.89635 - 47.6 313s 639 547 452.88702 13 217 - 450.97028 - 47.5 330s 640 547 630.47650 123 228 - 450.99673 - 47.4 354s 641 548 630.47650 123 228 - 451.00003 - 47.4 360s 642 549 467.09080 32 226 - 451.00003 - 47.3 371s 672 571 456.02342 36 195 - 451.18776 - 58.2 375s 863 694 546.15676 131 132 - 451.18776 - 64.6 380s 1010 782 511.09808 84 152 - 451.43760 - 72.8 385s 1182 881 463.70452 42 177 - 453.06977 - 78.1 390s 1423 1020 600.50599 100 124 - 453.06977 - 77.2 395s 1651 1138 464.41787 88 167 - 453.16802 - 75.4 400s 1907 1301 577.24589 193 62 - 453.16802 - 73.7 405s 2470 1721 767.94528 453 48 - 453.16802 - 63.5 410s 2749 1962 550.60118 96 127 - 453.28549 - 64.2 415s 2924 2065 infeasible 153 - 453.28549 - 66.5 420s 3181 2212 470.81749 86 149 - 453.49817 - 66.4 425s 3428 2399 infeasible 99 - 453.59906 - 66.4 430s 3736 2645 556.95590 106 154 - 453.60103 - 65.5 435s 3993 2846 625.20082 118 125 - 453.65962 - 65.2 440s 4252 3077 470.61523 49 172 - 453.66864 - 65.4 445s 4545 3330 infeasible 125 - 453.80832 - 65.1 450s 4783 3532 471.16376 81 201 - 453.95305 - 64.8 455s 5044 3774 530.12706 77 154 - 453.96745 - 64.7 460s 5249 3963 575.69422 148 157 - 453.96746 - 65.7 465s 5398 4052 467.66603 44 168 - 453.96913 - 67.4 470s 5613 4221 466.45593 42 198 - 453.98266 - 67.5 475s 5882 4487 637.66516 177 88 - 453.98266 - 67.2 480s 6380 4981 845.31078 459 49 - 453.98266 - 64.3 485s 6756 5333 595.56630 185 109 - 453.98559 - 63.1 490s 7269 5837 infeasible 368 - 453.98559 - 61.3 495s 7501 5997 722.81807 99 111 - 453.99580 - 62.1 500s 7746 6212 613.56286 162 140 - 454.09661 - 61.8 505s 7917 6299 456.01951 33 204 - 454.13261 - 63.1 510s 8097 6469 infeasible 135 - 454.13261 - 63.6 515s 8277 6605 595.52710 97 146 - 454.17812 - 64.1 520s 8523 6797 534.31939 80 152 - 454.18182 - 64.2 525s 8967 7238 754.45756 287 55 - 454.18182 - 62.9 530s 9409 7629 573.89546 86 143 - 454.31359 - 61.9 535s 9704 7876 673.22251 125 130 - 454.39217 - 61.5 540s 9933 8069 480.48663 49 208 - 454.40088 - 61.9 545s 10199 8275 626.85765 141 140 - 454.40088 - 62.0 550s 10393 8385 560.29569 91 117 - 454.40116 - 62.2 555s 10606 8534 463.36960 43 206 - 454.41392 - 62.7 560s 10821 8727 infeasible 109 - 454.43750 - 62.8 565s 10967 8837 506.86802 104 153 - 454.46168 - 63.5 570s 11345 9206 649.88242 278 59 - 454.46168 - 62.8 575s 11800 9602 626.91114 122 131 - 454.46294 - 62.0 580s 12126 9882 489.54009 62 165 - 454.49927 - 61.7 585s 12390 10110 586.79281 118 139 - 454.51338 - 61.7 590s 12586 10260 infeasible 99 - 454.52500 - 62.2 595s 13001 10634 719.75955 217 64 - 454.56085 - 61.5 600s 13502 11026 543.82992 93 180 - 454.56102 - 60.6 605s 13840 11351 713.31618 224 79 - 454.56102 - 60.2 610s 14376 11820 482.68295 74 123 - 454.56634 - 59.1 615s 14552 11974 499.85549 87 156 - 454.56759 - 59.5 620s 14825 12204 497.99653 73 134 - 454.60179 - 59.7 625s 15115 12439 635.33647 123 121 - 454.61417 - 59.6 630s 15427 12681 463.64350 47 180 - 454.65379 - 59.6 635s 15708 12928 741.12624 135 123 - 454.65379 - 59.6 640s 16005 13171 533.71099 91 141 - 454.69083 - 59.5 645s 16369 13483 infeasible 125 - 454.77291 - 59.3 650s 16628 13706 490.90859 64 145 - 454.81317 - 59.4 655s 16856 13866 479.59256 66 165 - 454.81995 - 59.6 660s 17134 14116 642.32066 125 117 - 454.82202 - 59.5 665s 17735 14687 843.57448 411 36 - 454.82202 - 58.5 670s 17987 14861 476.20972 57 137 - 454.88092 - 58.7 675s 18268 15107 infeasible 98 - 454.92452 - 58.7 680s 18444 15255 589.32430 126 90 - 454.93030 - 59.0 685s 18954 15759 916.59643 350 56 - 454.93030 - 58.4 690s 19312 16022 780.43608 141 127 - 454.95505 - 58.2 695s 19531 16217 574.00060 116 94 - 454.95906 - 58.4 700s 19992 16596 555.05934 92 154 - 454.95939 - 57.8 705s 20402 16978 762.98303 263 57 - 454.95939 - 57.4 710s 20824 17324 649.45169 125 134 - 454.97524 - 57.0 715s 21238 17674 716.23407 196 95 - 454.97984 - 56.7 720s 21783 18140 515.30608 98 140 - 454.98300 - 56.1 725s 22087 18367 618.16610 106 120 - 454.99318 - 56.1 730s 22349 18576 486.97954 72 178 - 455.00468 - 56.2 735s 22656 18870 617.01005 119 98 - 455.01489 - 56.2 740s 22931 19067 488.91708 71 116 - 455.02994 - 56.2 745s 23122 19214 564.05003 106 121 - 455.04424 - 56.5 750s 23338 19397 636.11305 103 111 - 455.05266 - 56.7 755s 23578 19583 483.21725 62 123 - 455.06603 - 56.9 760s 23765 19770 646.82922 127 96 - 455.06603 - 57.2 765s 23971 19954 611.04108 112 113 - 455.06603 - 57.4 770s 24227 20168 579.93497 125 125 - 455.07122 - 57.6 775s 24541 20460 587.72834 131 80 - 455.07372 - 57.6 780s 24763 20658 640.53929 127 124 - 455.07372 - 57.8 785s 24950 20825 651.45967 112 107 - 455.09033 - 58.0 790s 25347 21209 813.54391 343 46 - 455.09033 - 57.7 795s 25705 21495 482.09745 70 153 - 455.09887 - 57.6 800s 26018 21782 635.76351 129 103 - 455.11392 - 57.6 805s 26328 22010 486.61089 55 190 - 455.13282 - 57.6 810s 26597 22235 497.19435 70 185 - 455.14490 - 57.7 815s 26791 22405 infeasible 160 - 455.14490 - 57.9 820s 27088 22680 596.21358 119 117 - 455.15491 - 57.8 825s 27381 22896 498.41485 67 163 - 455.16695 - 57.8 830s 27784 23253 487.69209 50 170 - 455.17474 - 57.6 835s 28080 23504 633.33444 133 98 - 455.18600 - 57.6 840s 28427 23785 716.77655 153 111 - 455.20645 - 57.5 845s 28677 24011 654.41178 140 86 - 455.21468 - 57.6 850s 29220 24518 598.07322 102 103 - 455.22185 - 57.0 855s 29483 24717 483.26613 59 133 - 455.22705 - 57.1 860s 29779 24963 537.73252 86 153 - 455.22914 - 57.1 865s 30217 25401 770.08321 278 47 - 455.22914 - 56.9 870s 30615 25739 586.46764 129 117 - 455.23353 - 56.6 875s 30931 26024 infeasible 154 - 455.23803 - 56.6 880s 31211 26268 570.92229 120 89 - 455.24618 - 56.6 885s 31484 26503 661.19591 142 118 - 455.24782 - 56.7 890s 31797 26761 549.58955 97 133 - 455.25928 - 56.7 895s 31893 26841 658.40916 133 115 - 455.25928 - 57.0 900s 32107 26997 608.09803 123 112 - 455.26032 - 57.2 905s 32512 27398 771.16000 239 31 - 455.26032 - 57.0 910s 32891 27691 563.82866 91 149 - 455.26503 - 56.9 915s 33132 27890 640.49847 127 119 - 455.27595 - 57.0 920s 33335 28061 616.28611 116 119 - 455.27774 - 57.1 925s 33698 28413 746.29471 280 46 - 455.27774 - 57.0 930s 34207 28861 599.49872 103 113 - 455.27907 - 56.6 935s 34433 29037 624.06474 98 123 - 455.29609 - 56.7 940s 34671 29229 576.51522 101 121 - 455.30608 - 56.8 945s 34980 29494 infeasible 102 - 455.34173 - 56.8 950s 35208 29684 595.23329 139 102 - 455.36388 - 56.9 955s 35370 29810 595.06395 99 134 - 455.37112 - 57.1 960s 35534 29942 infeasible 104 - 455.38079 - 57.3 965s 35785 30143 infeasible 108 - 455.38234 - 57.4 970s 35955 30295 578.55619 113 118 - 455.38852 - 57.5 975s 36321 30609 553.78596 97 109 - 455.39039 - 57.4 980s 36519 30761 508.22137 82 137 - 455.39547 - 57.6 985s 36811 31027 570.46304 89 89 - 455.40558 - 57.6 990s 37029 31195 600.64661 102 120 - 455.40604 - 57.7 995s 37242 31378 479.68131 67 170 - 455.41717 - 57.9 1000s 37513 31636 551.26817 74 159 - 455.41726 - 57.9 1005s 37927 32036 763.78352 307 40 - 455.41726 - 57.7 1010s 38176 32225 infeasible 132 - 455.42301 - 57.7 1015s 38412 32441 477.74539 69 171 - 455.42856 - 57.8 1020s 38714 32708 642.22527 157 78 - 455.42897 - 57.8 1025s 39248 33197 573.42904 134 131 - 455.43879 - 57.4 1030s 39449 33358 476.34289 51 175 - 455.44660 - 57.6 1035s 39631 33498 481.63712 64 114 - 455.45163 - 57.8 1040s 39870 33703 568.04297 98 122 - 455.45233 - 57.9 1045s 40096 33905 584.55304 116 106 - 455.45942 - 58.0 1050s 40342 34083 464.70358 44 202 - 455.50470 - 58.1 1055s 40594 34301 568.53908 103 128 - 455.51259 - 58.1 1060s 40790 34461 553.85844 78 127 - 455.51540 - 58.3 1065s 40804 34475 532.72794 86 156 - 455.51540 - 58.3 1166s 40877 34548 631.82917 119 122 - 455.51540 - 58.5 1170s 41019 34652 539.90514 84 149 - 455.52345 - 58.7 1175s 41298 34891 564.54645 103 110 - 455.54446 - 58.7 1180s 41545 35103 485.14143 71 164 - 455.55115 - 58.8 1185s 41807 35333 594.36198 125 140 - 455.55250 - 58.8 1190s 42045 35491 763.20817 217 76 - 455.55250 - 58.9 1195s 42398 35790 585.80036 120 141 - 455.55466 - 58.8 1200s 42716 36057 650.76264 139 70 - 455.55528 - 58.8 1205s 43002 36333 639.22645 149 87 - 455.55904 - 58.9 1210s 43240 36479 657.79788 113 100 - 455.56077 - 59.0 1215s 43438 36625 584.58321 132 98 - 455.57087 - 59.2 1220s 43614 36767 546.83444 108 139 - 455.57761 - 59.3 1225s 43850 36979 628.11293 123 104 - 455.59044 - 59.4 1230s 44091 37184 614.62230 121 125 - 455.59890 - 59.5 1235s 44339 37396 infeasible 148 - 455.60931 - 59.5 1240s 44562 37539 678.11733 135 122 - 455.60994 - 59.6 1245s 44779 37702 infeasible 149 - 455.62270 - 59.8 1250s 45025 37912 646.74558 137 118 - 455.62287 - 59.8 1255s 45568 38419 475.49366 67 156 - 455.63925 - 59.4 1260s 45828 38634 666.06618 124 99 - 455.64499 - 59.5 1265s 46150 38828 763.64249 221 69 - 455.64499 - 59.5 1270s 46477 39075 480.12137 61 172 - 455.66822 - 59.5 1275s 46720 39260 578.62567 102 129 - 455.68649 - 59.6 1280s 46948 39448 602.95074 125 111 - 455.69688 - 59.6 1285s 47142 39574 474.65099 55 181 - 455.71484 - 59.8 1290s 47346 39700 infeasible 143 - 455.71484 - 59.9 1295s 47615 39929 577.59837 110 167 - 455.72942 - 59.9 1300s 47894 40159 infeasible 96 - 455.73371 - 59.9 1305s 48165 40397 610.73592 176 78 - 455.73926 - 59.9 1310s 48440 40650 infeasible 143 - 455.73952 - 60.0 1315s 48644 40778 625.68186 123 144 - 455.74071 - 60.1 1320s 48798 40890 546.37821 83 146 - 455.75830 - 60.2 1325s 49082 41058 463.03073 38 210 - 455.76529 - 60.3 1330s 49353 41283 561.68671 103 122 - 455.76578 - 60.3 1335s 49573 41409 560.37020 96 148 - 455.77013 - 60.3 1340s 49914 41698 infeasible 91 - 455.79883 - 60.2 1345s 50151 41919 656.86749 165 78 - 455.79912 - 60.2 1350s 50647 42370 554.24486 110 124 - 455.79968 - 60.0 1355s 51037 42709 infeasible 316 - 455.79968 - 59.8 1360s 51244 42872 470.69011 57 169 - 455.80776 - 59.9 1365s 51515 43105 536.93301 72 162 - 455.80992 - 59.9 1370s 51798 43338 570.69330 89 143 - 455.81021 - 59.9 1375s 52070 43558 630.00881 132 98 - 455.81248 - 60.0 1380s 52285 43702 474.17154 57 190 - 455.82642 - 60.0 1385s 52687 43995 466.71116 53 179 - 455.83971 - 59.9 1390s 52974 44240 538.37379 103 147 - 455.84058 - 59.9 1395s 53223 44445 607.24301 115 99 - 455.85676 - 60.0 1400s 53513 44666 509.63468 81 160 - 455.86230 - 60.0 1405s 53725 44848 597.92376 111 134 - 455.88262 - 60.1 1410s 54204 45285 767.22688 358 51 - 455.88262 - 59.9 1415s 54520 45529 476.98923 55 174 - 455.88513 - 59.8 1420s 54832 45827 702.24378 165 114 - 455.88513 - 59.8 1425s 55178 46125 608.77413 141 81 - 455.88655 - 59.8 1430s 55705 46581 540.78600 116 141 - 455.89019 - 59.5 1435s 56073 46922 802.74723 253 65 - 455.89019 - 59.4 1440s 56573 47337 574.21197 109 92 - 455.89019 - 59.2 1445s 56862 47573 456.83397 30 199 - 455.90176 - 59.2 1450s 57139 47797 480.86445 37 147 - 455.90943 - 59.2 1455s 57433 48075 500.43669 73 105 - 455.90943 - 59.2 1460s 57721 48340 547.03168 102 152 - 455.91230 - 59.2 1465s 57936 48519 516.23999 81 172 - 455.91371 - 59.2 1470s 58221 48784 infeasible 112 - 455.91964 - 59.3 1475s 58492 49017 530.09146 76 136 - 455.92722 - 59.3 1480s 58816 49298 518.85235 67 160 - 455.93031 - 59.3 1485s 59397 49869 827.77051 382 40 - 455.93031 - 59.0 1490s 59690 50122 642.61105 137 74 - 455.93031 - 59.0 1495s 59885 50274 infeasible 130 - 455.93187 - 59.0 1500s 60187 50560 629.72186 99 117 - 455.93985 - 59.0 1505s 60462 50811 661.77298 119 103 - 455.94076 - 59.1 1510s 60700 50999 624.95542 112 98 - 455.94719 - 59.1 1515s 60994 51247 576.10204 95 105 - 455.95253 - 59.1 1520s 61249 51476 563.27047 119 97 - 455.95676 - 59.1 1525s 61512 51689 513.18779 80 152 - 455.95904 - 59.1 1530s 61814 51957 564.08497 100 124 - 455.96190 - 59.1 1535s 62333 52470 802.84618 343 39 - 455.96190 - 58.9 1540s 62740 52817 456.35884 38 212 - 455.98202 - 58.8 1545s 63050 53103 613.69734 105 124 - 455.98202 - 58.8 1550s 63383 53392 648.71503 149 97 - 455.98217 - 58.7 1555s 63660 53661 748.05790 249 64 - 455.98217 - 58.7 1560s 64129 54082 594.32111 106 144 - 455.98410 - 58.6 1565s 64337 54236 610.60133 145 97 - 455.98770 - 58.7 1570s 64568 54445 649.99886 149 88 - 455.98845 - 58.7 1575s 64937 54750 577.18510 93 134 - 455.99286 - 58.6 1580s 65179 54953 466.51905 50 171 - 455.99862 - 58.7 1585s 65484 55216 739.69695 186 96 - 455.99862 - 58.7 1590s 65804 55460 infeasible 118 - 456.01178 - 58.6 1595s 66050 55648 infeasible 117 - 456.01721 - 58.7 1600s 66301 55871 576.88910 123 132 - 456.02126 - 58.7 1605s 66522 56002 infeasible 118 - 456.02557 - 58.8 1610s 66789 56243 645.82996 169 73 - 456.02758 - 58.8 1615s 67257 56669 563.85564 129 103 - 456.02783 - 58.7 1620s 67530 56884 457.68729 36 176 - 456.02931 - 58.7 1625s 67858 57159 infeasible 197 - 456.02931 - 58.7 1630s 68110 57377 710.01470 179 96 - 456.03029 - 58.7 1635s 68647 57801 959.37975 371 45 - 456.03029 - 58.5 1640s 68921 58017 infeasible 144 - 456.04368 - 58.5 1645s 69152 58193 681.16563 141 103 - 456.04456 - 58.6 1650s 69422 58409 456.99925 37 209 - 456.05392 - 58.6 1655s 69631 58568 464.56654 50 183 - 456.05821 - 58.7 1660s 69861 58766 517.02501 85 177 - 456.05833 - 58.7 1665s 70321 59220 681.88607 286 48 - 456.05833 - 58.6 1670s 70749 59576 infeasible 128 - 456.05843 - 58.5 1675s 70923 59690 541.17162 91 124 - 456.06425 - 58.6 1680s 71146 59877 574.37356 104 151 - 456.06795 - 58.7 1685s 71332 60017 544.55806 71 139 - 456.06975 - 58.8 1690s 71508 60161 infeasible 143 - 456.06975 - 58.8 1695s 71761 60360 infeasible 155 - 456.07087 - 58.8 1700s 72035 60589 662.23651 169 81 - 456.07300 - 58.8 1705s 72293 60774 456.11038 36 216 - 456.07538 - 58.9 1710s 72525 60946 469.76521 53 138 - 456.08420 - 58.9 1715s 72740 61099 infeasible 164 - 456.08420 - 59.0 1720s 73097 61358 670.78151 152 117 - 456.08483 - 58.9 1725s 73714 61932 535.13136 107 134 - 456.08546 - 58.7 1730s 74010 62178 590.78141 116 90 - 456.09245 - 58.7 1735s 74258 62376 489.55561 67 152 - 456.09728 - 58.7 1740s 74589 62679 563.41750 117 112 - 456.09938 - 58.7 1745s 74840 62866 531.03438 75 166 - 456.09987 - 58.7 1750s 75075 63005 infeasible 171 - 456.09987 - 58.8 1755s 75345 63185 597.26314 103 117 - 456.10573 - 58.8 1760s 75601 63393 532.24050 100 98 - 456.11164 - 58.8 1765s 75834 63576 586.61019 105 102 - 456.11597 - 58.8 1770s 76114 63814 605.27099 139 132 - 456.11741 - 58.8 1775s 76395 64038 545.14620 126 133 - 456.11771 - 58.8 1780s 76741 64344 infeasible 169 - 456.11892 - 58.8 1785s 76993 64557 517.46398 94 151 - 456.12119 - 58.8 1790s 77281 64814 548.25206 97 110 - 456.12408 - 58.8 1795s 77556 65011 610.57186 107 107 - 456.13665 - 58.9 1800s 77827 65230 569.34186 96 142 - 456.13720 - 58.9 1805s 78156 65536 567.46975 104 151 - 456.14174 - 58.9 1810s 78499 65785 618.32133 112 143 - 456.14511 - 58.9 1815s 78843 66093 457.86049 45 183 - 456.15817 - 58.8 1820s 79055 66295 691.75848 153 96 - 456.15817 - 58.9 1825s 79354 66550 545.46364 84 169 - 456.15892 - 58.9 1830s 79637 66809 637.03464 128 71 - 456.16026 - 58.9 1835s 79878 66989 658.42932 155 135 - 456.16026 - 58.9 1840s 80136 67202 582.08984 121 97 - 456.16157 - 58.9 1845s 80437 67439 687.71637 150 82 - 456.16369 - 58.9 1850s 80671 67621 653.03559 136 103 - 456.16436 - 59.0 1855s 80909 67813 608.73158 139 112 - 456.16757 - 59.0 1860s 81204 68081 infeasible 148 - 456.17125 - 59.0 1865s 81532 68383 762.17386 238 73 - 456.17125 - 59.0 1870s 81945 68736 607.70570 115 101 - 456.17723 - 58.9 1875s 82198 68957 592.81550 146 99 - 456.18166 - 58.9 1880s 82781 69472 495.11970 84 151 - 456.19076 - 58.7 1885s 83104 69771 662.39606 125 112 - 456.19092 - 58.7 1890s 83326 69955 588.35806 123 101 - 456.19437 - 58.7 1895s 83578 70139 557.02837 110 89 - 456.19777 - 58.8 1900s 83871 70398 640.48476 145 107 - 456.20087 - 58.8 1905s 84376 70865 475.18513 63 151 - 456.20197 - 58.6 1910s 84656 71107 509.90611 76 182 - 456.20772 - 58.6 1915s 84891 71308 469.27239 53 185 - 456.21854 - 58.7 1920s 85227 71594 466.92716 49 140 - 456.21854 - 58.7 1925s 85554 71871 474.35260 62 181 - 456.22004 - 58.6 1930s 85786 72053 650.00971 110 101 - 456.22090 - 58.7 1935s 86096 72294 465.42821 47 159 - 456.22487 - 58.7 1940s 86395 72557 478.76132 61 187 - 456.22504 - 58.7 1945s 86654 72768 481.25871 66 186 - 456.22734 - 58.7 1950s 86960 73050 717.45569 184 105 - 456.22734 - 58.7 1955s 87207 73251 707.90589 161 99 - 456.22844 - 58.8 1960s 87504 73472 471.49818 60 188 - 456.23250 - 58.8 1965s 87856 73794 503.86761 72 130 - 456.23313 - 58.7 1970s 88117 74031 608.30710 152 123 - 456.23371 - 58.8 1975s 88365 74230 471.62293 54 186 - 456.23752 - 58.9 1980s 88674 74537 681.68636 201 79 - 456.23752 - 58.8 1985s 89091 74884 infeasible 153 - 456.23876 - 58.7 1990s 89321 75076 550.61191 61 125 - 456.24258 - 58.8 1995s 89582 75327 848.10999 185 114 - 456.24258 - 58.8 2000s 89887 75592 541.56793 97 124 - 456.24779 - 58.8 2005s 90198 75875 577.18189 99 134 - 456.24927 - 58.8 2010s 90490 76120 infeasible 118 - 456.25067 - 58.8 2015s 90889 76412 480.14894 62 173 - 456.25310 - 58.8 2020s 91108 76609 523.75982 119 126 - 456.25396 - 58.8 2025s 91396 76865 625.25017 124 93 - 456.25502 - 58.8 2030s 91708 77152 621.47322 163 120 - 456.25682 - 58.9 2035s 91955 77364 597.75620 148 119 - 456.25807 - 58.8 2040s 92369 77661 514.92073 116 159 - 456.25927 - 58.8 2045s 92632 77890 749.83451 213 90 - 456.25927 - 58.8 2050s 92994 78236 701.10356 200 102 - 456.25979 - 58.8 2055s 93305 78499 551.15855 102 122 - 456.26011 - 58.7 2060s 93786 78939 856.24243 348 38 - 456.26011 - 58.6 2065s 94260 79386 769.02952 227 39 - 456.26071 - 58.5 2070s 94732 79745 605.11447 104 116 - 456.26149 - 58.4 2075s 95139 80120 799.73870 263 63 - 456.26149 - 58.4 2080s 95543 80445 infeasible 151 - 456.26189 - 58.3 2085s 95854 80700 458.69039 37 208 - 456.26405 - 58.3 2090s 96149 80977 554.76166 90 108 - 456.26487 - 58.3 2095s 96418 81214 605.72156 136 129 - 456.26658 - 58.4 2100s 96773 81546 618.07756 153 88 - 456.27035 - 58.3 2105s 97019 81730 infeasible 138 - 456.27070 - 58.4 2110s 97321 82008 infeasible 186 - 456.27238 - 58.4 2115s 97806 82465 506.48755 70 110 - 456.27491 - 58.3 2120s 98119 82756 589.59208 136 95 - 456.27561 - 58.3 2125s 98612 83248 814.55506 376 53 - 456.27561 - 58.2 2130s 98981 83516 508.33369 77 162 - 456.27633 - 58.2 2135s 99344 83836 630.75467 138 114 - 456.27645 - 58.2 2140s 99849 84295 460.88452 43 201 - 456.27687 - 58.0 2145s 100102 84537 718.43862 171 53 - 456.27687 - 58.0 2150s 100371 84744 infeasible 112 - 456.28072 - 58.0 2155s 100669 85002 infeasible 164 - 456.28334 - 58.1 2160s 100875 85150 630.29492 132 148 - 456.28883 - 58.1 2165s 101403 85670 812.26834 399 49 - 456.28883 - 58.0 2170s 101728 85915 infeasible 161 - 456.29106 - 58.0 2175s 101999 86132 490.04716 59 143 - 456.29376 - 58.0 2180s 102244 86341 473.86611 55 129 - 456.29544 - 58.0 2185s 102474 86547 637.66799 122 158 - 456.29632 - 58.1 2190s 102738 86709 464.06566 47 167 - 456.29769 - 58.1 2195s 103111 87068 725.18751 240 55 - 456.29769 - 58.1 2200s 103567 87480 646.34551 103 119 - 456.29912 - 58.0 2205s 103794 87669 456.29912 37 175 - 456.29912 - 58.0 2210s 104072 87947 650.10318 156 124 - 456.29912 - 58.1 2215s 104334 88179 infeasible 218 - 456.29912 - 58.1 2220s 104598 88411 infeasible 87 - 456.29912 - 58.1 2225s 104772 88563 560.10884 71 115 - 456.30481 - 58.2 2230s 105067 88834 642.68271 137 94 - 456.30858 - 58.2 2235s 105412 89117 698.66604 176 97 - 456.31343 - 58.2 2240s 105709 89300 infeasible 160 - 456.31356 - 58.2 2245s 106000 89565 733.21804 208 65 - 456.31398 - 58.2 2250s 106320 89837 553.22199 95 131 - 456.31724 - 58.2 2255s 106611 90044 456.62062 38 190 - 456.31766 - 58.2 2260s 106871 90274 725.46982 171 81 - 456.31766 - 58.3 2265s 107333 90661 667.61628 165 116 - 456.31942 - 58.2 2270s 107613 90837 541.09195 107 145 - 456.31982 - 58.2 2275s 107916 91071 559.27658 119 183 - 456.32085 - 58.2 2280s 108151 91288 508.01876 61 161 - 456.32320 - 58.3 2285s 108439 91544 624.47068 111 157 - 456.32320 - 58.3 2290s 108711 91706 502.65814 81 155 - 456.32371 - 58.3 2295s 108993 91928 542.71227 86 145 - 456.32587 - 58.4 2300s 109295 92192 725.16813 126 118 - 456.32616 - 58.4 2305s 109509 92388 717.27298 147 78 - 456.32616 - 58.4 2310s 109774 92587 467.38778 45 188 - 456.32791 - 58.5 2315s 110061 92862 741.59875 177 103 - 456.32791 - 58.5 2320s 110369 93126 484.15723 72 163 - 456.33013 - 58.5 2325s 110667 93396 667.50502 171 81 - 456.33013 - 58.5 2330s 111063 93774 810.57966 320 34 - 456.33013 - 58.4 2335s 111481 94128 834.27530 216 99 - 456.33013 - 58.4 2340s 111782 94349 infeasible 111 - 456.33243 - 58.4 2345s 111985 94550 673.48356 146 86 - 456.33356 - 58.4 2350s 112404 94934 839.74033 389 47 - 456.33356 - 58.3 2355s 112812 95269 608.82854 165 118 - 456.33376 - 58.3 2360s 113152 95578 692.89659 146 114 - 456.33613 - 58.3 2365s 113370 95748 621.52727 127 119 - 456.33667 - 58.3 2370s 113765 96083 633.45922 166 88 - 456.33688 - 58.3 2375s 114069 96331 infeasible 164 - 456.33731 - 58.3 2380s 114387 96564 652.63182 148 110 - 456.33987 - 58.3 2385s 114772 96883 712.09733 195 92 - 456.34013 - 58.3 2390s 115097 97167 infeasible 193 - 456.34013 - 58.3 2395s 115680 97720 932.66919 420 31 - 456.34013 - 58.2 2400s 115955 97943 570.58183 129 123 - 456.34341 - 58.2 2405s 116224 98170 464.79231 47 148 - 456.34564 - 58.2 2410s 116466 98352 infeasible 161 - 456.34564 - 58.3 2415s 116704 98542 infeasible 148 - 456.34732 - 58.3 2420s 117214 99031 813.04436 394 38 - 456.34732 - 58.2 2425s 117530 99301 667.99041 139 134 - 456.34848 - 58.2 2430s 117859 99573 infeasible 198 - 456.35013 - 58.2 2435s 118198 99878 464.30411 49 171 - 456.35873 - 58.2 2440s 118602 100217 522.55021 99 160 - 456.36202 - 58.1 2445s 119125 100720 802.61835 348 46 - 456.36202 - 58.0 2450s 119505 101065 753.48199 179 133 - 456.36204 - 58.0 2455s 119700 101212 745.65494 239 108 - 456.36204 - 58.1 2460s 119861 101329 614.39731 118 142 - 456.36219 - 58.1 2465s 120171 101585 532.66754 80 130 - 456.36399 - 58.1 2470s 120434 101826 766.87151 206 72 - 456.36399 - 58.2 2475s 120718 102034 457.36424 39 148 - 456.36640 - 58.2 2480s 121028 102312 569.18253 85 126 - 456.36844 - 58.2 2485s 121347 102607 607.83783 166 102 - 456.37132 - 58.2 2490s 121735 102919 527.20648 69 139 - 456.37388 - 58.2 2495s 121999 103137 768.95029 187 84 - 456.37388 - 58.2 2500s 122258 103336 503.00728 80 111 - 456.37439 - 58.2 2505s 122501 103547 608.39063 139 87 - 456.37668 - 58.3 2510s 122737 103687 595.79962 120 105 - 456.37747 - 58.3 2515s 123005 103929 531.36410 101 138 - 456.37747 - 58.3 2520s 123551 104458 746.97565 360 55 - 456.37747 - 58.2 2525s 123894 104737 720.97262 162 81 - 456.37992 - 58.2 2530s 124134 104942 676.11764 171 77 - 456.38481 - 58.2 2535s 124562 105318 866.59524 347 32 - 456.38481 - 58.2 2540s 124917 105618 479.90635 70 130 - 456.38691 - 58.1 2545s 125244 105883 551.10531 82 143 - 456.38898 - 58.1 2550s 125475 106089 506.51450 74 109 - 456.38909 - 58.2 2555s 125755 106331 577.77259 89 128 - 456.39057 - 58.2 2560s 126154 106686 576.83533 102 118 - 456.39071 - 58.2 2565s 126397 106897 630.77802 96 113 - 456.39200 - 58.2 2570s 126687 107103 infeasible 136 - 456.39319 - 58.2 2575s 127000 107364 503.40979 63 124 - 456.39366 - 58.2 2580s 127399 107658 464.44565 51 158 - 456.39394 - 58.2 2585s 127602 107825 infeasible 176 - 456.39394 - 58.2 2590s 127870 108077 658.55342 183 72 - 456.39525 - 58.3 2595s 128271 108424 742.01167 230 55 - 456.39525 - 58.2 2600s 128696 108797 593.76597 127 136 - 456.39565 - 58.2 2605s 129207 109275 806.87379 365 55 - 456.39565 - 58.1 2610s 129703 109730 726.77916 270 32 - 456.39565 - 58.0 2615s 130133 110085 594.55129 75 145 - 456.39948 - 58.0 2620s 130430 110298 581.37986 101 114 - 456.40080 - 58.0 2625s 130814 110642 642.59629 186 97 - 456.40287 - 57.9 2630s 131099 110895 481.84697 83 168 - 456.40727 - 58.0 2635s 131465 111187 483.66469 79 144 - 456.41203 - 57.9 2640s 131773 111437 infeasible 218 - 456.41203 - 57.9 2645s 132071 111663 738.17789 207 105 - 456.41453 - 58.0 2650s 132399 111951 665.19336 231 62 - 456.41502 - 58.0 2655s 132702 112168 471.50837 61 131 - 456.41906 - 57.9 2660s 132970 112390 494.93194 76 154 - 456.42268 - 58.0 2665s 133257 112657 516.54597 81 133 - 456.42487 - 58.0 2670s 133666 113034 706.43046 287 50 - 456.42487 - 57.9 2675s 134084 113400 626.36049 157 122 - 456.42593 - 57.9 2680s 134349 113655 732.27939 230 83 - 456.42593 - 57.9 2685s 134882 114102 535.12861 96 155 - 456.42601 - 57.8 2690s 135248 114420 665.14397 157 109 - 456.42694 - 57.8 2695s 135588 114700 470.90447 55 155 - 456.42926 - 57.8 2700s 135872 114928 infeasible 205 - 456.42926 - 57.8 2705s 136262 115267 infeasible 207 - 456.43368 - 57.8 2710s 136524 115441 infeasible 180 - 456.43439 - 57.8 2715s 136814 115699 736.45147 184 90 - 456.43569 - 57.8 2720s 137165 115952 468.80318 59 161 - 456.43605 - 57.8 2725s 137534 116248 547.53287 113 144 - 456.43743 - 57.8 2730s 137772 116444 457.15026 37 169 - 456.43751 - 57.8 2735s 138047 116707 812.28761 190 96 - 456.43751 - 57.8 2740s 138405 117011 700.45114 208 92 - 456.43763 - 57.8 2745s 138840 117417 752.12073 253 59 - 456.44408 - 57.8 2750s 139361 117868 infeasible 133 - 456.44659 - 57.7 2755s 139632 118083 629.52667 147 128 - 456.44939 - 57.7 2760s 139953 118368 infeasible 185 - 456.45007 - 57.7 2765s 140514 118855 484.93765 80 150 - 456.45062 - 57.6 2770s 140836 119157 683.27919 231 74 - 456.45062 - 57.6 2775s 141142 119344 infeasible 135 - 456.45165 - 57.6 2780s 141463 119603 466.93919 57 138 - 456.45248 - 57.6 2785s 141823 119934 462.78131 48 173 - 456.45518 - 57.6 2790s 142323 120319 808.27628 269 49 - 456.45518 - 57.6 2795s 142690 120630 731.27033 184 95 - 456.45834 - 57.6 2800s 142977 120885 687.81199 172 92 - 456.45834 - 57.6 2805s 143505 121291 955.44936 339 42 - 456.45834 - 57.5 2810s 143862 121583 767.55572 188 80 - 456.45834 - 57.5 2815s 144160 121835 infeasible 181 - 456.45834 - 57.5 2820s 144537 122184 infeasible 190 - 456.45863 - 57.5 2825s 144831 122374 590.57895 150 95 - 456.45919 - 57.5 2830s 145209 122710 752.08147 205 98 - 456.45972 - 57.5 2835s 145460 122901 673.44622 138 121 - 456.45990 - 57.5 2840s 145727 123140 694.86206 175 115 - 456.46245 - 57.5 2845s 145984 123337 734.51956 166 112 - 456.46505 - 57.5 2850s 146180 123505 633.01023 145 102 - 456.46655 - 57.6 2855s 146485 123770 696.22019 180 102 - 456.46881 - 57.6 2860s 146731 123947 647.95101 135 144 - 456.46881 - 57.6 2865s 147058 124200 550.88597 120 94 - 456.46996 - 57.6 2870s 147418 124507 686.44350 171 111 - 456.47026 - 57.6 2875s 147847 124850 852.03334 336 34 - 456.47026 - 57.6 2880s 148253 125164 674.48796 139 85 - 456.47026 - 57.6 2885s 148471 125322 712.32875 143 120 - 456.47027 - 57.6 2890s 148709 125510 718.18016 142 112 - 456.47257 - 57.6 2895s 149016 125773 581.82218 127 126 - 456.47420 - 57.6 2900s 149356 126031 612.33082 127 146 - 456.47766 - 57.6 2905s 149913 126576 837.35458 359 52 - 456.47766 - 57.5 2910s 150403 127033 579.41909 124 125 - 456.47928 - 57.5 2915s 150758 127326 849.13317 265 69 - 456.47928 - 57.4 2920s 151228 127727 699.78514 189 80 - 456.47942 - 57.4 2925s 151511 127971 686.41049 178 94 - 456.48085 - 57.4 2930s 152119 128448 487.05848 74 160 - 456.48352 - 57.3 2935s 152469 128768 718.82842 203 64 - 456.48352 - 57.3 2940s 152857 129109 700.04708 159 100 - 456.48611 - 57.2 2945s 153104 129256 624.30199 134 129 - 456.48952 - 57.2 2950s 153440 129550 639.44752 158 71 - 456.48969 - 57.2 2955s 153719 129757 608.93415 135 104 - 456.49048 - 57.3 2960s 154112 130091 570.16897 82 112 - 456.49059 - 57.3 2965s 154422 130354 526.81544 118 159 - 456.49254 - 57.3 2970s 154653 130509 468.57846 59 171 - 456.49298 - 57.3 2975s 154976 130784 612.22512 116 154 - 456.49473 - 57.3 2980s 155312 131076 618.64897 133 148 - 456.49486 - 57.3 2985s 155518 131148 458.21622 40 181 - 456.49546 - 57.4 2990s 155765 131353 533.09969 94 144 - 456.49556 - 57.4 2995s 155994 131550 504.94062 96 156 - 456.49721 - 57.4 3000s 156313 131867 700.92182 248 52 - 456.49721 - 57.4 3005s 156774 132282 505.54610 80 125 - 456.49989 - 57.4 3010s 157109 132579 576.57596 120 142 - 456.50077 - 57.4 3015s 157433 132871 648.82366 100 110 - 456.50077 - 57.4 3020s 157678 133056 507.88653 83 109 - 456.50180 - 57.4 3025s 157941 133281 574.30073 100 109 - 456.50213 - 57.4 3030s 158304 133536 559.24142 100 111 - 456.50225 - 57.4 3035s 158681 133832 565.74601 109 118 - 456.50497 - 57.4 3040s 158944 134061 559.93865 89 148 - 456.50513 - 57.4 3045s 159191 134288 593.83147 88 157 - 456.50601 - 57.5 3050s 159366 134405 667.23687 159 81 - 456.50601 - 57.5 3055s 159614 134567 620.82507 127 97 - 456.50660 - 57.5 3060s 159932 134861 665.84148 190 65 - 456.50745 - 57.5 3065s 160426 135241 707.25374 192 103 - 456.51027 - 57.5 3070s 160949 135724 570.98489 123 135 - 456.51196 - 57.4 3075s 161277 135992 593.23342 108 126 - 456.51370 - 57.4 3080s 161403 136100 infeasible 171 - 456.51370 - 57.5 3085s 161659 136296 infeasible 191 - 456.51400 - 57.5 3090s 161864 136479 461.74678 52 172 - 456.51611 - 57.5 3095s 162180 136761 619.13147 129 131 - 456.51611 - 57.5 3100s 162466 136972 infeasible 67 - 456.51640 - 57.5 3105s 162796 137266 624.40769 140 137 - 456.51640 - 57.5 3110s 163174 137634 792.99039 302 75 - 456.51640 - 57.5 3115s 163542 137992 918.90220 396 58 - 456.51640 - 57.5 3120s 163891 138269 658.45580 153 83 - 456.51763 - 57.5 3125s 164390 138756 955.39387 346 48 - 456.51763 - 57.4 3130s 164726 139026 561.32384 118 116 - 456.52014 - 57.4 3135s 165006 139262 583.24079 122 120 - 456.52046 - 57.4 3140s 165286 139520 613.39052 125 115 - 456.52159 - 57.4 3145s 165591 139711 infeasible 227 - 456.52159 - 57.5 3150s 165877 139947 497.76366 78 171 - 456.52622 - 57.5 3155s 166105 140135 612.43456 138 140 - 456.52665 - 57.5 3160s 166435 140442 648.99686 147 106 - 456.52880 - 57.5 3165s 166784 140754 643.23136 175 97 - 456.53017 - 57.5 3170s 167115 141055 599.13048 133 119 - 456.53168 - 57.5 3175s 167430 141304 632.36297 129 138 - 456.53168 - 57.5 3180s 167745 141617 813.61059 251 62 - 456.53168 - 57.5 3185s 168229 142029 629.56704 108 107 - 456.53752 - 57.4 3190s 168798 142547 531.25376 77 126 - 456.53752 - 57.3 3195s 169064 142786 645.49042 130 114 - 456.54319 - 57.4 3200s 169336 143008 infeasible 150 - 456.54412 - 57.4 3205s 169555 143193 691.59397 162 93 - 456.54412 - 57.4 3210s 169847 143480 815.05566 273 63 - 456.54412 - 57.4 3215s 170200 143789 793.07255 219 77 - 456.54484 - 57.4 3220s 170548 144092 743.89522 206 84 - 456.54492 - 57.4 3225s 170816 144308 686.30437 166 99 - 456.54664 - 57.4 3230s 171124 144560 613.27803 132 114 - 456.54722 - 57.4 3235s 171634 145056 806.11988 320 56 - 456.54722 - 57.3 3240s 172016 145403 671.70857 206 95 - 456.54723 - 57.3 3245s 172294 145605 infeasible 121 - 456.54723 - 57.4 3250s 172580 145847 476.51103 61 146 - 456.55040 - 57.4 3255s 172952 146189 572.20694 131 105 - 456.55153 - 57.4 3260s 173249 146466 676.30366 176 42 - 456.55325 - 57.4 3265s 173476 146651 infeasible 170 - 456.55595 - 57.4 3270s 173685 146794 624.52647 136 82 - 456.55675 - 57.4 3275s 173900 146931 842.47914 206 76 - 456.55675 - 57.5 3280s 174162 147123 infeasible 180 - 456.55676 - 57.5 3285s 174474 147391 532.01730 102 124 - 456.55769 - 57.5 3290s 174779 147672 649.65238 162 97 - 456.55779 - 57.5 3295s 175169 147967 477.36726 48 175 - 456.55899 - 57.5 3300s 175570 148368 695.54707 246 59 - 456.55899 - 57.4 3305s 176126 148884 infeasible 170 - 456.55933 - 57.4 3310s 176375 149073 461.18186 49 158 - 456.55967 - 57.4 3315s 176627 149267 infeasible 198 - 456.55967 - 57.4 3320s 176875 149439 infeasible 177 - 456.56078 - 57.4 3325s 177128 149630 702.93678 170 113 - 456.56155 - 57.4 3330s 177466 149870 751.79070 175 79 - 456.56156 - 57.4 3335s 177713 150079 700.44218 178 117 - 456.56228 - 57.5 3340s 178034 150330 infeasible 162 - 456.56529 - 57.5 3345s 178302 150536 infeasible 169 - 456.56575 - 57.5 3350s 178532 150714 infeasible 162 - 456.56586 - 57.5 3355s 178865 151005 746.68700 183 78 - 456.57020 - 57.5 3360s 179196 151256 530.63226 110 136 - 456.57062 - 57.5 3365s 179476 151504 infeasible 163 - 456.57121 - 57.5 3370s 179856 151772 infeasible 167 - 456.57135 - 57.5 3375s 180135 151983 511.91632 70 116 - 456.57192 - 57.5 3380s 180580 152346 459.33290 45 157 - 456.57329 - 57.5 3385s 180897 152642 464.06842 53 186 - 456.57518 - 57.5 3390s 181293 153003 666.45013 158 83 - 456.57710 - 57.5 3395s 181576 153188 495.62999 78 124 - 456.57801 - 57.5 3400s 181851 153377 infeasible 202 - 456.57801 - 57.5 3405s 182037 153499 746.12296 131 121 - 456.57828 - 57.6 3410s 182246 153646 infeasible 135 - 456.57843 - 57.6 3415s 182557 153872 461.64419 56 165 - 456.57846 - 57.6 3420s 182836 154113 618.24016 101 125 - 456.57927 - 57.6 3425s 183142 154351 457.30209 42 157 - 456.58313 - 57.6 3430s 183457 154599 550.56188 99 113 - 456.58387 - 57.6 3435s 183755 154837 498.51031 79 145 - 456.58446 - 57.6 3440s 184062 155106 505.59627 84 145 - 456.58449 - 57.6 3445s 184368 155384 457.53221 39 189 - 456.58887 - 57.7 3450s 184688 155666 488.23752 74 146 - 456.59099 - 57.7 3455s 185039 155981 542.58097 112 94 - 456.59112 - 57.7 3460s 185278 156206 699.11844 235 115 - 456.59112 - 57.7 3465s 185577 156466 636.00022 138 138 - 456.59333 - 57.7 3470s 185891 156756 689.68259 205 49 - 456.59360 - 57.7 3475s 186370 157213 645.83326 181 119 - 456.59556 - 57.6 3480s 186732 157443 624.18098 105 130 - 456.59663 - 57.6 3485s 186994 157665 679.73804 157 130 - 456.59755 - 57.6 3490s 187328 157941 623.41064 162 120 - 456.60017 - 57.6 3495s 187728 158253 477.03713 67 157 - 456.60024 - 57.6 3500s 188078 158565 610.67048 139 107 - 456.60237 - 57.6 3505s 188336 158785 644.16383 147 144 - 456.60272 - 57.6 3510s 188609 158990 552.19333 118 99 - 456.60322 - 57.7 3515s 189065 159350 476.24389 58 136 - 456.60355 - 57.6 3520s 189518 159792 796.32088 280 30 - 456.60355 - 57.6 3525s 189945 160158 634.76225 142 117 - 456.60507 - 57.5 3530s 190217 160364 560.06905 122 138 - 456.60529 - 57.6 3535s 190702 160808 739.24422 254 72 - 456.60697 - 57.5 3540s 190985 161039 766.92480 186 71 - 456.60746 - 57.6 3545s 191276 161240 596.98245 135 130 - 456.60802 - 57.6 3550s 191622 161538 616.42621 141 116 - 456.60932 - 57.6 3555s 191990 161846 637.77880 163 130 - 456.61007 - 57.6 3560s 192320 162112 746.38795 182 91 - 456.61139 - 57.6 3565s 192574 162320 620.42783 128 107 - 456.61238 - 57.6 3570s 192848 162538 543.86322 104 138 - 456.61286 - 57.6 3575s 193124 162740 466.09009 48 175 - 456.61371 - 57.6 3580s 193468 163044 485.82711 77 170 - 456.61443 - 57.6 3585s 193780 163328 858.26263 237 89 - 456.61443 - 57.6 3590s 193964 163458 infeasible 156 - 456.61607 - 57.7 3595s Cutting planes: Learned: 19 Gomory: 38 Cover: 88 Implied bound: 192 Clique: 18 MIR: 287 GUB cover: 11 Zero half: 100 Explored 194234 nodes (11204393 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.570000000000e+02, gap -