Gurobi 5.0.1 (linux64) logging started Fri Jan 4 13:27:48 2013 Optimize a model with 10202 rows, 10201 columns and 47341 nonzeros Presolve removed 6320 rows and 3383 columns Presolve time: 0.11s Presolved: 3882 rows, 6818 columns, 27778 nonzeros Variable types: 100 continuous, 6718 integer (6718 binary) Root relaxation: objective 4.146768e+02, 546 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 414.67681 0 138 - 414.67681 - - 0s 0 0 447.12640 0 171 - 447.12640 - - 0s 0 0 448.41667 0 190 - 448.41667 - - 0s 0 0 448.57712 0 195 - 448.57712 - - 0s 0 0 448.75000 0 141 - 448.75000 - - 0s 0 0 448.75000 0 180 - 448.75000 - - 0s 0 0 448.91667 0 149 - 448.91667 - - 0s 0 0 449.11905 0 187 - 449.11905 - - 0s 0 0 449.14444 0 190 - 449.14444 - - 0s 0 0 449.14639 0 183 - 449.14639 - - 0s 0 0 449.14639 0 176 - 449.14639 - - 0s 0 0 449.14639 0 181 - 449.14639 - - 1s 0 0 449.14639 0 181 - 449.14639 - - 1s 0 2 449.81306 0 181 - 449.81306 - - 1s 603 534 713.41130 213 138 - 451.47394 - 17.2 9s 604 535 642.86851 133 164 - 451.47394 - 17.2 14s 605 536 540.47887 41 181 - 454.75283 - 17.1 22s 606 536 586.29283 110 154 - 458.32814 - 17.1 28s 607 537 611.67344 102 195 - 460.60301 - 17.1 30s 609 538 567.94545 84 184 - 466.59470 - 17.0 40s 610 539 702.99060 194 204 - 467.75146 - 17.0 45s 611 540 695.84970 174 197 - 468.01112 - 17.0 51s 612 540 573.51640 80 187 - 468.43905 - 17.0 55s 613 541 630.90709 127 196 - 468.76403 - 16.9 60s 615 542 573.51640 80 199 - 469.66839 - 16.9 68s 616 543 567.94545 84 192 - 469.67198 - 16.8 71s 618 544 555.01866 72 209 - 469.93794 - 16.8 75s 621 546 680.65499 195 186 - 470.76130 - 16.7 82s 622 547 540.47887 41 193 - 470.88319 - 16.7 87s 623 548 713.41130 213 197 - 470.88973 - 16.7 91s 624 548 611.67344 102 183 - 470.94767 - 16.6 96s 625 549 695.84970 174 201 - 471.02886 - 16.6 101s 626 550 555.01866 72 200 - 471.03693 - 16.6 107s 627 550 611.67344 102 206 - 471.05527 - 16.5 112s 628 551 540.47887 41 195 - 471.05527 - 16.5 116s 630 552 611.67344 102 201 - 471.05527 - 16.5 121s 635 557 582.37386 79 140 - 471.05527 - 41.9 129s 636 558 573.51640 80 190 - 471.05527 - 41.8 133s 637 559 630.90709 127 208 - 471.05527 - 41.8 139s 638 559 586.29283 110 189 - 471.05527 - 41.7 144s 639 560 540.45582 44 202 - 471.05527 - 41.6 148s 640 561 573.51640 80 197 - 471.06819 - 41.6 154s 641 561 471.06819 21 196 - 471.06819 - 41.5 159s 643 563 540.47887 41 207 - 471.06819 - 41.4 163s 644 563 555.01866 72 207 - 471.06819 - 41.3 165s 962 756 490.29868 50 153 - 471.06819 - 49.9 170s 1319 942 471.87607 25 232 - 471.51168 - 52.2 175s 1696 1161 527.87911 56 159 - 471.61539 - 52.4 180s 2105 1365 527.24861 70 161 - 471.71872 - 51.6 185s 2397 1532 infeasible 98 - 471.73026 - 52.6 190s 2583 1686 infeasible 123 - 471.74215 - 56.3 195s 2997 2044 505.89764 38 183 - 471.80603 - 55.1 200s 3395 2396 700.64859 126 114 - 471.85360 - 54.2 205s 3671 2622 554.92603 64 156 - 471.91170 - 55.4 210s 4118 3005 511.68273 53 138 - 471.96532 - 53.9 215s 4438 3290 495.44847 52 187 - 472.06217 - 54.1 220s 4901 3684 584.17247 70 167 - 472.08296 - 52.9 225s 5364 4092 521.11276 62 179 - 472.16205 - 51.7 230s 5677 4340 605.98341 155 99 - 472.19672 - 52.2 235s 5970 4572 621.55742 86 126 - 472.26118 - 52.8 240s 6557 5104 609.65212 147 97 - 472.29613 - 51.0 245s 6993 5472 509.65054 47 161 - 472.37462 - 50.5 250s 7428 5883 496.41690 48 140 - 472.37493 - 50.2 255s 8028 6424 650.84116 145 97 - 472.37937 - 48.7 260s 8453 6776 668.94360 115 137 - 472.40126 - 48.6 265s 8918 7136 603.77202 68 130 - 472.58776 - 48.2 270s 9420 7565 501.39917 54 127 - 472.68952 - 47.5 275s 9938 7963 496.70120 44 165 - 472.73694 - 47.0 280s 10402 8349 493.15572 40 148 - 472.80426 - 46.4 285s 10957 8821 656.73249 145 81 - 472.81716 - 45.9 290s 11321 9130 infeasible 123 - 472.82929 - 46.3 295s 11788 9525 738.15991 159 112 - 472.93341 - 46.1 300s 12328 10005 672.73503 150 125 - 472.95127 - 45.7 305s 12919 10521 825.60041 215 78 - 472.96829 - 45.2 310s 13512 11038 475.29131 32 166 - 473.07882 - 44.5 315s 13924 11416 595.37040 116 120 - 473.07882 - 44.2 320s 14221 11655 492.67011 60 145 - 473.17766 - 44.4 325s 14559 11928 560.17873 83 137 - 473.17856 - 44.7 330s 15107 12427 646.29365 117 126 - 473.18581 - 44.2 335s 15629 12873 488.36780 40 167 - 473.20420 - 43.8 340s 16192 13362 483.84481 31 163 - 473.24884 - 43.5 345s 16650 13738 497.08536 47 146 - 473.27801 - 43.4 350s 17074 14110 488.20403 42 148 - 473.31180 - 43.4 355s 17556 14553 477.68050 40 183 - 473.32999 - 43.3 360s 17967 14892 589.21066 106 142 - 473.36066 - 43.4 365s 18444 15330 690.52810 128 135 - 473.36252 - 43.3 370s 18863 15717 622.10292 125 122 - 473.37100 - 43.4 375s 19410 16187 576.59393 91 139 - 473.37472 - 43.2 380s 19949 16657 545.22021 74 167 - 473.41263 - 43.0 385s 20420 17076 526.82402 72 126 - 473.42176 - 42.8 390s 20766 17382 608.30920 94 119 - 473.42504 - 43.1 395s 21212 17758 605.13498 93 129 - 473.42569 - 43.0 400s 21710 18191 483.94422 47 158 - 473.44124 - 42.8 405s 22090 18475 482.48981 42 175 - 473.44783 - 42.8 410s 22633 18961 746.65459 182 110 - 473.45310 - 42.6 415s 23162 19378 infeasible 75 - 473.48482 - 42.5 420s 23649 19781 479.50855 45 169 - 473.50074 - 42.4 425s 24168 20169 585.43634 83 174 - 473.51435 - 42.2 430s 24638 20594 631.50569 114 73 - 473.51898 - 42.1 435s 25242 21077 643.67613 66 140 - 473.54227 - 41.9 440s 25698 21496 614.62098 92 116 - 473.54995 - 41.9 445s 26293 22021 682.53561 139 103 - 473.57891 - 41.7 450s 26599 22281 infeasible 151 - 473.58881 - 41.8 455s 26946 22579 656.11181 116 117 - 473.60643 - 41.9 460s 27273 22833 478.60630 40 181 - 473.64705 - 42.1 465s 27794 23273 619.30264 93 128 - 473.67187 - 42.0 470s 28446 23841 613.96473 77 112 - 473.67840 - 41.7 475s 28906 24227 742.55748 121 88 - 473.68397 - 41.7 480s 29394 24622 609.56769 74 126 - 473.69172 - 41.6 485s 29876 25055 541.19411 62 162 - 473.71216 - 41.6 490s 30273 25416 652.21168 136 97 - 473.71788 - 41.6 495s 30656 25737 711.94396 164 97 - 473.71788 - 41.6 500s 31215 26238 636.41399 125 115 - 473.73567 - 41.5 505s 31834 26791 605.11463 103 92 - 473.75738 - 41.3 510s 32293 27192 514.55287 95 97 - 473.76029 - 41.3 515s 32872 27659 498.14307 53 173 - 473.79581 - 41.1 520s 33311 27988 484.44961 41 162 - 473.80443 - 41.2 525s 33787 28390 487.99450 50 168 - 473.81770 - 41.1 530s 34272 28806 492.16337 48 188 - 473.82572 - 41.1 535s 34678 29179 infeasible 145 - 473.84489 - 41.1 540s 35132 29563 690.71614 144 110 - 473.86348 - 41.1 545s 35705 30076 599.88944 106 145 - 473.88115 - 41.0 550s 36201 30467 586.89789 82 147 - 473.89054 - 41.0 555s 36625 30827 690.43318 132 110 - 473.92142 - 41.0 560s 37023 31158 646.87095 115 108 - 473.93213 - 41.1 565s 37608 31669 474.48055 33 147 - 473.93999 - 40.9 570s 38222 32216 479.91664 32 204 - 473.95498 - 40.7 575s 38658 32604 554.28271 80 164 - 473.96370 - 40.8 580s 39232 33131 616.85813 114 103 - 473.98432 - 40.6 585s 39802 33601 501.34732 60 129 - 473.98772 - 40.5 590s 40352 34107 486.14828 51 157 - 474.00352 - 40.5 595s 40804 34513 infeasible 188 - 474.01194 - 40.4 646s 41216 34848 779.70242 137 107 - 474.01289 - 40.4 650s 41705 35170 556.46690 85 149 - 474.03711 - 40.4 655s 41980 35421 718.51832 148 88 - 474.04872 - 40.5 660s 42407 35776 516.61451 57 131 - 474.06259 - 40.5 665s 42846 36143 infeasible 67 - 474.08336 - 40.6 670s 43339 36600 645.46924 121 101 - 474.11262 - 40.5 675s 43811 37007 508.32063 60 163 - 474.13423 - 40.5 680s 44279 37423 579.34908 87 124 - 474.13808 - 40.5 685s 44874 37913 infeasible 164 - 474.14487 - 40.4 690s 45323 38297 485.58934 44 180 - 474.14734 - 40.4 695s 45831 38733 491.13895 45 146 - 474.15209 - 40.4 700s 46342 39191 499.41559 58 143 - 474.16025 - 40.3 705s 46873 39666 479.52888 35 153 - 474.17656 - 40.3 710s 47306 40069 509.58890 58 138 - 474.17797 - 40.3 715s 47918 40594 515.17755 61 133 - 474.20425 - 40.2 720s 48489 41090 479.10533 32 176 - 474.21396 - 40.2 725s 48994 41513 588.57294 85 147 - 474.22604 - 40.1 730s 49583 41937 531.74146 77 134 - 474.23968 - 40.1 735s 50047 42317 672.11764 112 121 - 474.25032 - 40.1 740s 50537 42769 676.12892 157 107 - 474.26931 - 40.0 745s 50953 43102 516.58161 75 179 - 474.29826 - 40.1 750s 51397 43494 660.05319 128 135 - 474.29966 - 40.0 755s 51892 43945 753.89002 170 112 - 474.31495 - 40.0 760s 52471 44430 650.78801 125 110 - 474.33144 - 39.9 765s 52929 44842 723.76257 158 121 - 474.36630 - 40.0 770s 53551 45400 709.84069 163 102 - 474.39760 - 39.8 775s 54029 45837 690.60412 222 59 - 474.40206 - 39.8 780s 54587 46304 672.45062 89 120 - 474.40520 - 39.7 785s 55132 46776 693.03219 135 97 - 474.40608 - 39.7 790s 55627 47207 664.25924 148 93 - 474.42012 - 39.6 795s 56138 47653 611.18145 173 112 - 474.42795 - 39.6 800s 56743 48135 621.41730 106 94 - 474.42926 - 39.6 805s 57280 48604 696.21931 113 118 - 474.43667 - 39.5 810s 57739 48985 613.76911 123 147 - 474.46743 - 39.5 815s 58237 49408 588.96472 96 135 - 474.47814 - 39.5 820s 58751 49845 668.19888 96 134 - 474.48174 - 39.4 825s 59259 50293 644.11324 140 124 - 474.48470 - 39.4 830s 59849 50843 708.73941 153 105 - 474.48476 - 39.4 835s 60364 51316 758.38532 180 90 - 474.49284 - 39.3 840s 60853 51735 693.68183 158 98 - 474.49637 - 39.3 845s 61271 52093 591.04438 96 89 - 474.50107 - 39.3 850s 61715 52464 602.23562 87 114 - 474.51969 - 39.3 855s 62236 52899 517.15426 83 170 - 474.53289 - 39.3 860s 62704 53325 infeasible 149 - 474.53296 - 39.3 865s 63092 53629 663.34581 111 126 - 474.54064 - 39.3 870s 63644 54101 518.30794 93 154 - 474.54070 - 39.3 875s 64207 54625 484.59807 41 134 - 474.54202 - 39.2 880s 64799 55186 626.94566 145 121 - 474.54301 - 39.1 885s 65188 55547 infeasible 207 - 474.54769 - 39.2 890s 65734 56035 667.62621 149 111 - 474.55988 - 39.1 895s 66327 56535 569.29925 99 114 - 474.56894 - 39.1 900s 66697 56860 653.11230 197 104 - 474.57520 - 39.1 905s 67156 57257 519.23275 74 171 - 474.58431 - 39.1 910s 67631 57686 660.83332 156 138 - 474.59498 - 39.1 915s 68153 58123 522.81206 73 158 - 474.61044 - 39.1 920s 68713 58630 669.00314 135 117 - 474.61517 - 39.1 925s 69217 59063 570.11118 101 113 - 474.62185 - 39.1 930s 69707 59519 723.13655 185 107 - 474.62696 - 39.1 935s 70223 59986 724.97792 177 82 - 474.63570 - 39.0 940s 70759 60457 556.17836 79 138 - 474.63795 - 39.0 945s 71218 60814 495.01339 51 132 - 474.65355 - 39.0 950s 71624 61164 infeasible 169 - 474.66116 - 39.0 955s 72138 61601 615.11619 128 131 - 474.67804 - 39.0 960s 72789 62165 595.16822 124 125 - 474.68066 - 39.0 965s 73250 62602 643.06618 144 109 - 474.68108 - 39.0 970s 73784 63076 724.55654 202 93 - 474.68225 - 39.0 975s 74297 63496 653.19204 95 134 - 474.68789 - 39.0 980s 74904 64026 553.51805 91 127 - 474.70411 - 38.9 985s 75432 64469 519.00822 76 155 - 474.72196 - 38.9 990s 76021 64986 514.19779 92 121 - 474.72563 - 38.9 995s 76527 65420 640.94901 172 63 - 474.72942 - 38.9 1000s 77112 65921 infeasible 151 - 474.73558 - 38.9 1005s 77711 66437 490.32710 47 171 - 474.74738 - 38.9 1010s 78264 66933 897.32147 193 97 - 474.74808 - 38.8 1015s 79015 67567 624.09439 137 113 - 474.75367 - 38.7 1020s 79734 68194 504.10247 79 141 - 474.75902 - 38.6 1025s 80290 68721 712.53483 154 149 - 474.76285 - 38.6 1030s 80724 69072 505.80584 68 162 - 474.76842 - 38.7 1035s 81211 69511 626.26326 112 168 - 474.76952 - 38.7 1040s 81608 69848 561.50836 87 163 - 474.77688 - 38.7 1045s 82171 70335 790.79796 157 110 - 474.77945 - 38.7 1050s 82800 70903 633.22064 146 115 - 474.78575 - 38.7 1055s 83422 71450 485.27992 46 165 - 474.78793 - 38.6 1060s 83998 71950 733.32632 179 109 - 474.79510 - 38.6 1065s 84630 72476 638.23854 170 86 - 474.80071 - 38.6 1070s 85263 73044 619.88994 121 139 - 474.81149 - 38.5 1075s 85845 73553 588.65837 121 151 - 474.83779 - 38.5 1080s 86427 74078 656.91473 196 75 - 474.83865 - 38.5 1085s 86903 74516 792.83411 223 94 - 474.83865 - 38.5 1090s 87456 74966 706.99719 140 124 - 474.84325 - 38.5 1095s 87843 75268 infeasible 200 - 474.84347 - 38.6 1100s 88313 75667 602.13732 102 123 - 474.84464 - 38.7 1105s 88572 75924 706.45388 166 105 - 474.84464 - 38.7 1110s 89078 76325 611.29525 121 140 - 474.84519 - 38.8 1115s 89621 76803 814.45719 165 119 - 474.84720 - 38.8 1120s 90094 77154 484.59116 45 208 - 474.85960 - 38.8 1125s 90799 77764 infeasible 238 - 474.86264 - 38.7 1130s 91432 78296 514.26020 86 152 - 474.87318 - 38.7 1135s 91982 78790 729.76695 159 106 - 474.87573 - 38.6 1140s 92544 79222 492.34775 55 167 - 474.88547 - 38.6 1145s 93117 79752 549.88959 88 134 - 474.88886 - 38.7 1150s 93603 80147 788.61285 195 133 - 474.88951 - 38.7 1155s 94041 80543 785.36249 228 121 - 474.89213 - 38.7 1160s 94603 81057 775.55928 281 65 - 474.89429 - 38.7 1165s 95340 81692 757.42342 160 123 - 474.91252 - 38.6 1170s 95903 82171 820.34018 174 108 - 474.91364 - 38.6 1175s 96488 82674 604.15237 105 117 - 474.91662 - 38.6 1180s 97074 83181 691.08431 138 93 - 474.91842 - 38.6 1185s 97582 83604 500.85052 64 156 - 474.92083 - 38.6 1190s 98232 84188 718.15323 182 146 - 474.92501 - 38.6 1195s 98791 84647 766.33103 138 119 - 474.92683 - 38.6 1200s 99140 84910 612.54562 121 135 - 474.92683 - 38.7 1205s 99754 85381 infeasible 144 - 474.93151 - 38.7 1210s 100435 85933 infeasible 113 - 474.93302 - 38.6 1215s 101061 86505 720.97706 204 84 - 474.94087 - 38.6 1220s 101694 87045 627.05694 134 131 - 474.94208 - 38.6 1225s 101924 87239 580.40329 105 143 - 474.94208 - 38.6 1230s 102442 87686 515.91429 96 151 - 474.94289 - 38.6 1235s 103085 88259 514.71955 75 141 - 474.94940 - 38.6 1240s 103790 88857 603.90271 130 133 - 474.95268 - 38.6 1245s 104457 89449 670.58604 204 89 - 474.95272 - 38.5 1250s 105123 90013 661.94076 172 99 - 474.95824 - 38.5 1255s 105666 90486 689.46475 192 116 - 474.96059 - 38.5 1260s 106084 90830 476.12317 33 190 - 474.97182 - 38.6 1265s 106683 91337 727.15964 179 96 - 474.97333 - 38.6 1270s 107473 91992 635.44436 125 121 - 474.97666 - 38.5 1275s 108196 92637 658.17709 141 130 - 474.98296 - 38.4 1280s 108801 93162 648.98882 144 108 - 474.98348 - 38.4 1285s 109402 93687 753.21398 188 99 - 474.99349 - 38.4 1290s 110133 94299 608.03220 104 138 - 475.00457 - 38.3 1295s 110709 94805 infeasible 177 - 475.01009 - 38.3 1300s 111331 95373 715.54564 199 102 - 475.01559 - 38.3 1305s 111917 95863 697.48323 120 131 - 475.02446 - 38.3 1310s 112423 96313 741.09006 203 92 - 475.02582 - 38.3 1315s 113064 96885 599.52898 98 113 - 475.02806 - 38.2 1320s 113717 97440 630.50283 122 138 - 475.03560 - 38.2 1325s 114211 97866 832.39393 201 97 - 475.03733 - 38.2 1330s 114773 98388 764.00290 284 48 - 475.03765 - 38.2 1335s 115478 98997 688.85000 116 119 - 475.03900 - 38.2 1340s 116110 99525 516.80645 62 128 - 475.04475 - 38.2 1345s 116733 100013 661.74980 131 147 - 475.04742 - 38.1 1350s 117203 100393 infeasible 228 - 475.05263 - 38.2 1355s 117853 100910 537.95418 106 125 - 475.05703 - 38.2 1360s 118303 101262 483.52968 35 172 - 475.06239 - 38.2 1365s 118825 101738 735.95616 174 122 - 475.06463 - 38.2 1370s 119318 102148 678.11675 129 115 - 475.06890 - 38.2 1375s 120069 102794 485.31883 38 179 - 475.07524 - 38.2 1380s 120745 103384 581.64883 106 160 - 475.07704 - 38.1 1385s 121250 103796 641.02237 128 129 - 475.08308 - 38.2 1390s 121875 104274 546.01315 96 157 - 475.08375 - 38.1 1395s 122501 104804 597.58772 144 132 - 475.08754 - 38.1 1400s 122978 105221 650.26681 133 132 - 475.09027 - 38.1 1405s 123575 105780 711.77890 201 86 - 475.09320 - 38.1 1410s 124282 106392 498.73441 76 150 - 475.09829 - 38.1 1415s 124872 106907 733.79178 173 136 - 475.10864 - 38.1 1420s 125003 107000 509.58552 86 128 - 475.10891 - 38.2 1425s 125334 107260 565.06221 100 149 - 475.11166 - 38.2 1430s 125734 107584 477.71405 40 139 - 475.11763 - 38.2 1435s 126402 108151 524.54083 93 122 - 475.12327 - 38.2 1440s 126920 108621 523.83112 88 165 - 475.12952 - 38.2 1445s 127621 109244 807.35663 220 73 - 475.13096 - 38.1 1450s 128213 109721 487.49185 39 188 - 475.13483 - 38.2 1455s 128966 110363 514.91378 86 152 - 475.13756 - 38.1 1460s 129610 110908 706.31782 116 165 - 475.13913 - 38.1 1465s 130255 111471 530.85579 79 140 - 475.14926 - 38.1 1470s 130838 111990 953.38565 242 85 - 475.14958 - 38.1 1475s 131367 112402 infeasible 102 - 475.15244 - 38.1 1480s 131801 112790 771.21479 183 109 - 475.15663 - 38.1 1485s 132460 113344 606.41941 108 138 - 475.16141 - 38.1 1490s 133043 113846 735.44105 174 107 - 475.16141 - 38.1 1495s 133648 114359 705.31581 148 114 - 475.16838 - 38.1 1500s 134371 115017 866.95673 177 132 - 475.17196 - 38.0 1505s 135006 115579 976.52674 217 87 - 475.17343 - 38.0 1510s 135721 116190 484.64706 38 150 - 475.17700 - 38.0 1515s 136212 116620 689.99599 131 103 - 475.18362 - 38.0 1520s 136770 117126 687.21744 214 95 - 475.18642 - 38.0 1525s 137255 117555 810.78172 197 118 - 475.18736 - 38.0 1530s 137944 118117 606.55028 101 168 - 475.19325 - 38.0 1535s 138602 118632 657.24359 118 154 - 475.19866 - 38.0 1540s 139270 119212 602.31619 114 129 - 475.21252 - 38.0 1545s 139874 119707 880.22716 179 102 - 475.21598 - 37.9 1550s 140465 120189 799.58855 211 110 - 475.21813 - 38.0 1555s 141022 120642 673.91957 146 126 - 475.21916 - 38.0 1560s 141479 121035 724.22761 146 117 - 475.22389 - 38.0 1565s 142054 121475 infeasible 166 - 475.23035 - 38.0 1570s 142469 121875 824.83089 245 90 - 475.23037 - 38.0 1575s 142770 122158 829.70011 179 134 - 475.23119 - 38.0 1580s 143243 122548 824.79307 188 96 - 475.23702 - 38.0 1585s 143852 123017 764.26982 185 120 - 475.23824 - 38.0 1590s 144435 123481 513.34378 85 180 - 475.24308 - 38.0 1595s 145048 123976 830.84558 236 79 - 475.25134 - 38.0 1600s 145566 124381 529.63523 81 160 - 475.25891 - 38.0 1605s 146249 124963 544.84957 109 143 - 475.26378 - 38.0 1610s 146947 125615 897.55424 202 103 - 475.26662 - 38.0 1615s 147528 126086 511.43871 67 184 - 475.27219 - 38.0 1620s 148050 126550 498.38110 56 144 - 475.27343 - 38.0 1625s 148697 127121 664.43640 161 136 - 475.27524 - 38.0 1630s 149315 127651 662.26850 147 83 - 475.27610 - 38.0 1635s 149954 128175 676.74680 142 148 - 475.27688 - 38.0 1640s 150486 128656 716.78955 191 109 - 475.28200 - 38.0 1645s 150984 128997 518.28719 76 115 - 475.28687 - 38.0 1650s 151571 129492 736.88571 162 113 - 475.29144 - 38.0 1655s 152127 129972 571.53549 100 128 - 475.29411 - 38.0 1660s 152773 130521 484.64262 49 185 - 475.29711 - 38.0 1665s 153168 130898 860.76228 206 80 - 475.29734 - 38.0 1670s 153756 131390 522.71131 103 121 - 475.29986 - 38.0 1675s 154282 131822 536.62513 96 163 - 475.30337 - 38.0 1680s 154840 132310 681.45853 162 124 - 475.30380 - 38.0 1685s 155371 132756 753.84589 167 102 - 475.30398 - 38.0 1690s 155864 133157 481.28743 38 171 - 475.30654 - 38.0 1695s 156502 133704 494.23033 53 118 - 475.30705 - 38.0 1700s 157098 134221 501.10129 66 162 - 475.30771 - 38.0 1705s 157670 134720 521.93466 69 151 - 475.30878 - 38.0 1710s 158334 135282 480.52217 39 195 - 475.31286 - 38.0 1715s 158779 135655 486.83897 49 125 - 475.31519 - 38.0 1720s 159563 136307 524.50474 65 112 - 475.31803 - 38.0 1725s 160134 136815 501.88512 75 166 - 475.32130 - 38.0 1730s 160746 137353 747.49443 178 123 - 475.32538 - 38.0 1735s 161498 137976 585.20306 115 99 - 475.32840 - 38.0 1740s 162039 138440 531.97255 81 162 - 475.33270 - 38.0 1745s 162541 138855 771.11388 159 82 - 475.33481 - 38.0 1750s 163153 139332 infeasible 199 - 475.33611 - 38.0 1755s 163508 139602 653.62107 132 81 - 475.33791 - 38.0 1760s 163951 139992 741.95371 152 130 - 475.33965 - 38.0 1765s 164641 140579 510.57487 77 144 - 475.34708 - 38.0 1770s 165193 141044 521.21288 84 139 - 475.34844 - 38.0 1775s 165922 141686 693.30116 167 110 - 475.35122 - 38.0 1780s 166654 142298 786.14710 179 90 - 475.35588 - 38.0 1785s 167206 142783 711.79611 129 136 - 475.36198 - 38.0 1790s 167855 143342 600.96557 117 150 - 475.36970 - 38.0 1795s 168451 143878 836.35324 140 136 - 475.37029 - 38.0 1800s 169168 144466 509.67973 85 170 - 475.37240 - 37.9 1805s 169740 144960 836.68914 196 134 - 475.37418 - 37.9 1810s 170297 145463 790.78976 206 81 - 475.37489 - 37.9 1815s 170849 145924 910.07347 198 115 - 475.37636 - 37.9 1820s 171448 146371 496.84474 63 133 - 475.38135 - 37.9 1825s 172077 146900 infeasible 166 - 475.38376 - 37.9 1830s 172757 147458 570.90298 122 133 - 475.38593 - 37.9 1835s 173419 148020 590.61868 95 133 - 475.39174 - 37.9 1840s 173919 148385 659.64917 139 110 - 475.39531 - 37.9 1845s 174432 148826 624.06788 133 133 - 475.39664 - 37.9 1850s 175068 149403 infeasible 247 - 475.39675 - 37.9 1855s 175822 150023 535.64523 101 115 - 475.40660 - 37.9 1860s 176455 150547 577.54716 93 109 - 475.41022 - 37.9 1865s 177048 151012 616.20690 121 135 - 475.41462 - 37.9 1870s 177801 151536 514.81119 87 111 - 475.42972 - 37.8 1875s 178209 151872 643.60405 124 119 - 475.43155 - 37.9 1880s 178781 152317 775.71692 197 109 - 475.43324 - 37.9 1885s 179260 152692 512.07320 64 150 - 475.43819 - 37.9 1890s 179857 153189 567.07015 92 145 - 475.43959 - 37.9 1895s 180374 153641 651.77482 107 132 - 475.44081 - 37.9 1900s 181112 154286 567.94940 112 166 - 475.44365 - 37.9 1905s 181714 154743 503.37394 50 142 - 475.44959 - 37.9 1910s 182265 155237 601.56609 104 104 - 475.45073 - 37.9 1915s 182792 155655 646.63744 100 117 - 475.45231 - 37.9 1920s 183491 156225 778.78069 207 119 - 475.45268 - 37.9 1925s 183996 156644 523.16153 91 129 - 475.45645 - 37.9 1930s 184438 157021 579.49430 130 131 - 475.45893 - 37.9 1935s 185205 157661 506.68748 70 179 - 475.46058 - 37.9 1940s 185834 158176 489.67672 56 122 - 475.46400 - 37.8 1945s 186275 158573 743.24789 181 129 - 475.46472 - 37.9 1950s 186806 159020 529.75739 66 94 - 475.46661 - 37.9 1955s 187252 159414 550.90344 83 174 - 475.46778 - 37.9 1960s 187828 159848 483.88230 50 171 - 475.47168 - 37.9 1965s 188442 160368 482.51441 42 138 - 475.47489 - 37.9 1970s 189107 160975 830.30803 231 78 - 475.47665 - 37.9 1975s 189750 161514 infeasible 140 - 475.48149 - 37.9 1980s 190370 162055 666.21685 143 133 - 475.48338 - 37.9 1985s 190845 162460 700.29644 119 133 - 475.48415 - 37.9 1990s 191534 163036 482.64234 53 179 - 475.48470 - 37.9 1995s 191970 163367 530.13003 122 97 - 475.49020 - 37.9 2000s 192423 163716 578.93002 122 126 - 475.49431 - 37.9 2005s 192922 164098 573.99033 87 152 - 475.49536 - 37.9 2010s 193386 164474 478.98400 39 168 - 475.49852 - 38.0 2015s 193806 164799 485.39767 47 180 - 475.49857 - 38.0 2020s 194339 165289 482.16188 38 157 - 475.50115 - 38.0 2025s 194984 165880 566.27135 104 149 - 475.50262 - 38.0 2030s 195599 166329 712.94353 131 158 - 475.50302 - 38.0 2035s 196179 166793 488.81830 41 183 - 475.50815 - 38.0 2040s 196779 167334 480.74137 44 183 - 475.50992 - 38.0 2045s 197404 167846 822.27437 173 121 - 475.51215 - 38.0 2050s 197998 168341 infeasible 186 - 475.51682 - 38.0 2055s 198526 168808 552.40660 131 147 - 475.51861 - 38.0 2060s 199189 169400 585.95941 129 167 - 475.51990 - 38.0 2065s 199775 169935 697.31791 158 89 - 475.52216 - 38.0 2070s 200370 170413 674.94804 140 116 - 475.52571 - 38.0 2075s 200728 170691 infeasible 165 - 475.52571 - 38.0 2080s 201146 171007 856.62073 191 111 - 475.52659 - 38.0 2085s 201683 171470 586.52272 110 133 - 475.53087 - 38.1 2090s 202273 171981 702.15767 144 119 - 475.53553 - 38.1 2095s 202886 172522 776.91272 188 139 - 475.53911 - 38.1 2100s 203422 172946 904.08309 170 125 - 475.54237 - 38.1 2105s 204044 173439 678.05589 164 158 - 475.54407 - 38.1 2110s 204615 173922 693.82882 179 95 - 475.54784 - 38.0 2115s 205225 174459 649.84505 157 129 - 475.54986 - 38.0 2120s 205799 174980 699.88939 170 132 - 475.55053 - 38.0 2125s 206289 175364 482.44231 45 129 - 475.55387 - 38.1 2130s 207001 176010 684.58214 153 133 - 475.55648 - 38.1 2135s 207678 176579 559.78130 94 154 - 475.55902 - 38.0 2140s 208254 177059 482.10764 52 126 - 475.56054 - 38.0 2145s 208961 177672 525.63357 96 152 - 475.56323 - 38.0 2150s 209642 178259 510.95278 78 107 - 475.56833 - 38.0 2155s 210233 178711 624.41996 116 113 - 475.57864 - 38.0 2160s 211089 179430 580.30906 109 130 - 475.58133 - 38.0 2165s 211683 179956 522.84004 84 139 - 475.58552 - 38.0 2170s 212333 180496 619.63440 112 156 - 475.58818 - 38.0 2175s 212994 181047 618.47162 106 106 - 475.59254 - 38.0 2180s 213689 181620 563.85620 84 140 - 475.59540 - 38.0 2185s 214273 182067 487.42107 50 138 - 475.59908 - 38.0 2190s 214777 182486 542.80104 116 158 - 475.60220 - 38.0 2195s 215210 182829 696.43631 160 137 - 475.60629 - 38.0 2200s 215799 183339 683.88547 175 122 - 475.60966 - 38.0 2205s 216428 183863 786.88488 184 107 - 475.61145 - 38.0 2210s 217174 184455 570.77267 126 170 - 475.61867 - 37.9 2215s 217790 184966 infeasible 209 - 475.62126 - 37.9 2220s 218440 185503 478.20371 40 176 - 475.62588 - 37.9 2225s 219028 186007 476.23418 32 198 - 475.62666 - 37.9 2230s 219580 186511 763.96479 184 104 - 475.62928 - 37.9 2235s 220172 187011 511.41731 43 178 - 475.63402 - 37.9 2240s 220623 187398 493.54421 46 121 - 475.63562 - 37.9 2245s 221168 187878 678.14335 134 136 - 475.64079 - 38.0 2250s 221777 188412 879.69415 202 127 - 475.64702 - 37.9 2255s 222351 188890 infeasible 121 - 475.64782 - 38.0 2260s 223027 189470 619.96575 129 125 - 475.64921 - 37.9 2265s 223682 190022 488.49034 53 124 - 475.65201 - 37.9 2270s 224350 190605 768.76911 191 128 - 475.65362 - 37.9 2275s 224797 190983 627.90228 150 103 - 475.65390 - 37.9 2280s 225582 191626 infeasible 97 - 475.65814 - 37.9 2285s 226186 192107 517.24900 73 147 - 475.66048 - 37.9 2290s 226620 192515 732.17536 157 119 - 475.66216 - 37.9 2295s 227211 192984 514.03174 87 155 - 475.66677 - 37.9 2300s 227905 193540 781.35560 211 141 - 475.66721 - 37.9 2305s 228483 194046 735.26269 181 121 - 475.66950 - 37.9 2310s 228955 194402 683.65462 124 133 - 475.67457 - 37.9 2315s 229568 194898 586.42010 122 104 - 475.67934 - 37.9 2320s 230031 195292 639.15492 170 102 - 475.68041 - 38.0 2325s 230594 195713 481.11899 38 168 - 475.68174 - 38.0 2330s 231169 196236 776.91021 210 83 - 475.68280 - 38.0 2335s 231927 196895 549.75756 114 127 - 475.68542 - 37.9 2340s 232631 197535 475.95559 34 162 - 475.68645 - 37.9 2345s 233248 198091 760.30675 211 123 - 475.68789 - 37.9 2350s 233830 198601 827.67604 207 74 - 475.68838 - 37.9 2355s 234459 199127 564.24234 118 127 - 475.69151 - 37.9 2360s 234936 199527 809.85455 207 115 - 475.69153 - 38.0 2365s 235460 199923 487.30782 57 144 - 475.69652 - 38.0 2370s 236080 200458 957.27942 240 98 - 475.69780 - 38.0 2375s 236655 200926 482.28181 38 146 - 475.70256 - 38.0 2380s 237311 201500 503.45829 47 141 - 475.70335 - 38.0 2385s 237871 202016 713.15308 179 129 - 475.70342 - 38.0 2390s 238442 202451 529.13582 87 127 - 475.70435 - 38.0 2395s 239080 203029 493.34436 59 195 - 475.70538 - 38.0 2400s 239723 203592 588.14037 108 129 - 475.71414 - 38.0 2405s 240440 204203 677.38371 143 113 - 475.72023 - 38.0 2410s 240970 204641 833.37127 173 135 - 475.72054 - 38.0 2415s 241569 205042 496.04504 68 184 - 475.72412 - 38.0 2420s 242308 205728 918.02088 197 129 - 475.72540 - 37.9 2425s 242906 206241 824.85585 211 96 - 475.72848 - 38.0 2430s 243365 206627 617.91557 114 96 - 475.73019 - 38.0 2435s 243999 207117 519.23330 93 150 - 475.73373 - 38.0 2440s 244440 207490 737.28103 168 177 - 475.73673 - 38.0 2445s 245002 207923 725.14942 166 100 - 475.73712 - 38.0 2450s 245504 208352 485.96571 44 182 - 475.73776 - 38.0 2455s 246089 208888 735.09531 166 105 - 475.73956 - 38.0 2460s 246593 209327 708.25018 145 145 - 475.74138 - 38.0 2465s 247250 209898 703.64807 160 119 - 475.74316 - 38.0 2470s 247830 210387 490.10120 47 141 - 475.74581 - 38.0 2475s 248546 211012 653.58198 149 114 - 475.74958 - 38.0 2480s 249102 211479 564.38731 125 117 - 475.75321 - 38.0 2485s 249879 212127 infeasible 117 - 475.75805 - 38.0 2490s 250530 212682 526.17790 69 127 - 475.76163 - 37.9 2495s 251101 213197 607.87441 103 117 - 475.76466 - 38.0 2500s 251737 213749 737.67326 180 93 - 475.76958 - 37.9 2505s 252328 214227 529.68341 63 145 - 475.77427 - 37.9 2510s 253100 214888 493.69061 38 180 - 475.77540 - 37.9 2515s 253754 215458 531.10373 101 170 - 475.77947 - 37.9 2520s 254388 215975 628.47497 119 103 - 475.78346 - 37.9 2525s 255121 216591 477.32513 36 172 - 475.78682 - 37.9 2530s 255541 216940 infeasible 134 - 475.78726 - 37.9 2535s 256121 217454 598.04034 108 106 - 475.78859 - 37.9 2540s 256825 218029 476.18165 34 153 - 475.79309 - 37.9 2545s 257446 218579 736.11784 177 130 - 475.79542 - 37.9 2550s 257988 219049 513.49769 73 97 - 475.79883 - 37.9 2555s 258560 219520 478.32253 46 146 - 475.80246 - 37.9 2560s 259203 220061 509.06683 62 117 - 475.80609 - 37.9 2565s 259802 220567 610.42170 134 167 - 475.80854 - 37.9 2570s 260155 220818 infeasible 163 - 475.80860 - 37.9 2575s 260691 221276 723.43187 155 153 - 475.81049 - 37.9 2580s 260988 221503 497.50381 54 165 - 475.81059 - 37.9 2585s 261571 222017 516.20611 82 134 - 475.81213 - 37.9 2590s 262074 222481 741.64195 191 82 - 475.81270 - 38.0 2595s 262761 223068 infeasible 186 - 475.81532 - 37.9 2600s 263464 223668 605.89450 122 120 - 475.81655 - 37.9 2605s 263917 224079 678.48441 152 119 - 475.81903 - 37.9 2610s 264416 224502 570.28417 125 168 - 475.81937 - 38.0 2615s 265202 225131 499.32794 70 153 - 475.82235 - 37.9 2620s 265733 225602 645.18772 133 166 - 475.82675 - 37.9 2625s 266041 225859 infeasible 172 - 475.82693 - 38.0 2630s 266568 226330 537.28410 104 151 - 475.82782 - 38.0 2635s 267230 226914 539.81723 112 161 - 475.83417 - 38.0 2640s 267950 227554 660.38417 152 142 - 475.83449 - 37.9 2645s 268602 228043 571.58636 76 164 - 475.83821 - 37.9 2650s 269260 228590 486.92111 45 179 - 475.84308 - 37.9 2655s 269820 229076 621.86073 103 152 - 475.84700 - 37.9 2660s 270252 229449 760.63921 143 111 - 475.84784 - 37.9 2665s 270895 230006 507.55641 83 119 - 475.84848 - 37.9 2670s 271418 230432 524.55738 73 132 - 475.85262 - 37.9 2675s 271836 230823 794.10323 193 116 - 475.85262 - 38.0 2680s 272345 231259 687.00794 172 135 - 475.85410 - 38.0 2685s 273004 231822 infeasible 187 - 475.85439 - 38.0 2690s 273540 232306 732.86507 169 115 - 475.85660 - 38.0 2695s 274187 232878 550.77284 97 143 - 475.86145 - 38.0 2700s 274786 233338 infeasible 205 - 475.86564 - 38.0 2705s 275387 233854 477.43493 39 191 - 475.86919 - 38.0 2710s 276049 234433 infeasible 101 - 475.86994 - 37.9 2715s 276764 235046 534.64466 87 135 - 475.87213 - 37.9 2720s 277344 235560 790.07602 170 81 - 475.87226 - 37.9 2725s 278048 236106 599.02320 112 109 - 475.87443 - 37.9 2730s 278669 236644 702.10819 151 118 - 475.87513 - 37.9 2735s 279217 237146 747.55852 164 125 - 475.87679 - 37.9 2740s 279775 237621 632.37896 124 126 - 475.87917 - 37.9 2745s 280262 238037 674.47837 128 132 - 475.87955 - 38.0 2750s 280862 238518 510.43046 72 147 - 475.88254 - 38.0 2755s 281479 239041 561.98294 77 149 - 475.88319 - 38.0 2760s 282114 239569 712.22764 157 131 - 475.88415 - 38.0 2765s 282477 239884 688.18298 161 98 - 475.88706 - 38.0 2770s 283048 240357 570.64221 101 134 - 475.89215 - 38.0 2775s 283703 240912 673.48312 112 87 - 475.89396 - 38.0 2780s 284352 241457 807.99416 178 123 - 475.89558 - 38.0 2785s 284992 242011 837.28264 176 105 - 475.89921 - 38.0 2790s 285673 242607 729.75402 161 140 - 475.90135 - 38.0 2795s 286294 243152 561.56857 118 136 - 475.90275 - 37.9 2800s 286865 243624 infeasible 108 - 475.90422 - 38.0 2805s 287622 244267 617.63848 136 133 - 475.91063 - 37.9 2810s 288309 244878 669.88557 142 145 - 475.91128 - 37.9 2815s 288973 245427 570.03698 116 154 - 475.91652 - 37.9 2820s 289612 245945 495.36438 58 109 - 475.91890 - 37.9 2825s 290219 246441 487.03711 50 156 - 475.92030 - 37.9 2830s 290814 246950 798.85535 183 152 - 475.92052 - 37.9 2835s 291388 247395 488.94358 59 178 - 475.92225 - 37.9 2840s 292061 247951 infeasible 85 - 475.92402 - 37.9 2845s 292638 248449 586.03068 150 167 - 475.92558 - 37.9 2850s 293346 249015 513.70249 94 148 - 475.92835 - 37.9 2855s 294085 249622 506.94418 70 178 - 475.93396 - 37.9 2860s 294675 250126 600.13353 117 158 - 475.93540 - 37.9 2865s 295255 250602 550.94726 110 136 - 475.93893 - 37.9 2870s 296003 251256 624.20577 154 103 - 475.94250 - 37.9 2875s 296368 251540 601.38142 135 144 - 475.94280 - 37.9 2880s 296981 252034 602.58610 116 153 - 475.94363 - 37.9 2885s 297499 252455 517.51272 77 110 - 475.94635 - 37.9 2890s 298178 253046 476.25242 35 153 - 475.94722 - 37.9 2895s 298922 253689 654.33149 132 91 - 475.95102 - 37.9 2900s 299557 254210 631.99167 118 137 - 475.95559 - 37.9 2905s 300085 254650 880.16756 174 134 - 475.95709 - 37.9 2910s 300719 255145 487.93240 46 180 - 475.96470 - 37.9 2915s 301231 255585 500.44772 63 118 - 475.96739 - 37.9 2920s 301986 256245 660.13813 152 109 - 475.97002 - 37.8 2925s 302698 256854 701.12171 145 143 - 475.97320 - 37.8 2930s 303281 257315 727.29633 154 139 - 475.97598 - 37.8 2935s 303866 257795 577.29577 105 131 - 475.97670 - 37.8 2940s 304424 258282 800.95744 208 97 - 475.98048 - 37.8 2945s 304965 258706 990.30846 255 115 - 475.98170 - 37.8 2950s 305595 259273 777.58477 165 91 - 475.98341 - 37.8 2955s 306203 259814 510.57682 74 138 - 475.98474 - 37.8 2960s 306707 260237 479.61086 48 140 - 475.98630 - 37.8 2965s 307524 260917 508.36320 68 168 - 475.98749 - 37.8 2970s 308169 261459 545.57173 85 133 - 475.99052 - 37.8 2975s 308858 262076 613.68490 143 125 - 475.99294 - 37.8 2980s 309480 262629 779.48764 191 151 - 475.99606 - 37.8 2985s 310070 263149 infeasible 205 - 475.99789 - 37.8 2990s 310534 263557 493.06744 52 124 - 475.99908 - 37.8 2995s 311129 264041 618.54029 100 133 - 476.00032 - 37.8 3000s 311767 264621 541.05534 110 149 - 476.00057 - 37.8 3005s 312204 264941 477.30537 38 188 - 476.00259 - 37.8 3010s 312753 265406 555.40930 118 175 - 476.00647 - 37.8 3015s 313284 265869 738.37403 162 110 - 476.00736 - 37.8 3020s 313926 266422 516.62458 94 154 - 476.01124 - 37.8 3025s 314526 266964 486.30050 53 149 - 476.01183 - 37.8 3030s 315335 267650 513.22360 84 138 - 476.01405 - 37.8 3035s 316057 268262 502.46745 69 153 - 476.01571 - 37.8 3040s 316587 268712 724.59365 189 87 - 476.01720 - 37.8 3045s 317313 269330 549.02697 115 148 - 476.02044 - 37.8 3050s 317908 269781 488.23048 49 122 - 476.02140 - 37.8 3055s 318540 270296 494.83553 63 151 - 476.02480 - 37.8 3060s 319098 270783 477.14562 40 192 - 476.02728 - 37.8 3065s 319570 271160 688.49298 163 156 - 476.02733 - 37.8 3070s 320149 271654 780.52795 179 102 - 476.02942 - 37.8 3075s 320766 272165 794.70176 195 142 - 476.02967 - 37.8 3080s 321329 272604 539.53215 123 160 - 476.03104 - 37.8 3085s 321885 273025 infeasible 109 - 476.03194 - 37.8 3090s 322522 273545 698.42385 111 128 - 476.03592 - 37.8 3095s 323102 274009 521.00362 88 112 - 476.03618 - 37.8 3100s 323830 274652 592.75042 120 145 - 476.03717 - 37.8 3105s 324394 275117 804.44759 184 88 - 476.03847 - 37.8 3110s 324925 275564 770.98102 176 97 - 476.04015 - 37.8 3115s 325313 275863 578.33447 94 155 - 476.04081 - 37.8 3120s 325886 276341 726.33554 151 120 - 476.04112 - 37.8 3125s 326554 276938 875.21086 209 127 - 476.04338 - 37.8 3130s 327087 277395 633.58717 136 133 - 476.04606 - 37.8 3135s 327591 277804 527.05702 98 160 - 476.04763 - 37.8 3140s 328177 278290 839.05770 196 120 - 476.04913 - 37.8 3145s 328812 278820 614.66139 94 135 - 476.04990 - 37.8 3150s 329461 279344 668.19163 152 118 - 476.05016 - 37.8 3155s 329982 279773 808.11526 202 122 - 476.05203 - 37.8 3160s 330438 280157 763.32860 161 132 - 476.05223 - 37.8 3165s 331108 280749 822.94947 172 114 - 476.05653 - 37.8 3170s 331713 281237 618.95937 126 146 - 476.05844 - 37.8 3175s 332613 282022 708.61182 138 115 - 476.06391 - 37.8 3180s 333149 282457 839.93257 200 83 - 476.06471 - 37.8 3185s 333789 282950 518.88375 90 120 - 476.06627 - 37.8 3190s 334387 283464 856.26806 179 115 - 476.06676 - 37.8 3195s 334995 283989 716.02336 194 121 - 476.06689 - 37.8 3200s 335561 284439 497.65029 70 177 - 476.06932 - 37.8 3205s 336151 284949 508.64186 73 154 - 476.07169 - 37.8 3210s 336900 285575 600.04606 133 171 - 476.07229 - 37.8 3215s 337270 285866 502.75647 74 160 - 476.07485 - 37.8 3220s 337775 286277 503.02199 59 143 - 476.07624 - 37.8 3225s 338348 286787 680.59181 134 120 - 476.07752 - 37.8 3230s 339033 287380 503.99743 77 157 - 476.07881 - 37.8 3235s 339623 287880 infeasible 151 - 476.07976 - 37.8 3240s 340371 288486 506.14908 82 155 - 476.08094 - 37.8 3245s 340955 288981 742.70377 170 117 - 476.08594 - 37.8 3250s 341699 289613 483.57731 52 166 - 476.08771 - 37.8 3255s 342370 290173 556.67484 120 158 - 476.08971 - 37.8 3260s 343028 290759 572.19914 122 138 - 476.09285 - 37.8 3265s 343643 291246 492.42717 49 164 - 476.09650 - 37.8 3270s 344181 291730 548.74399 106 160 - 476.09832 - 37.8 3275s 344692 292156 493.27010 72 179 - 476.09988 - 37.8 3280s 345339 292723 infeasible 122 - 476.10138 - 37.8 3285s 345822 293042 492.93931 62 153 - 476.10241 - 37.8 3290s 346436 293561 683.90577 162 106 - 476.10416 - 37.8 3295s 347101 294137 641.40897 117 114 - 476.10699 - 37.8 3300s 347812 294766 746.32475 192 96 - 476.10892 - 37.8 3305s 348500 295382 777.27089 163 117 - 476.11257 - 37.8 3310s 349168 295944 692.40426 115 109 - 476.11603 - 37.7 3315s 349694 296407 714.64199 141 115 - 476.11657 - 37.8 3320s 350395 297033 510.69544 77 155 - 476.11787 - 37.7 3325s 350965 297562 815.82633 248 116 - 476.11788 - 37.8 3330s 351541 298034 478.46319 42 159 - 476.11943 - 37.8 3335s 352160 298560 830.58792 187 127 - 476.12031 - 37.8 3340s 352803 299075 517.56335 84 118 - 476.12149 - 37.8 3345s 353536 299641 814.07327 144 130 - 476.12271 - 37.7 3350s 354310 300308 536.43485 113 134 - 476.12931 - 37.7 3355s 354935 300829 629.03417 129 129 - 476.13301 - 37.7 3360s 355477 301309 864.92820 181 135 - 476.13370 - 37.7 3365s 356031 301767 507.51203 66 144 - 476.13516 - 37.7 3370s 356720 302319 493.72934 57 188 - 476.13655 - 37.7 3375s 357058 302601 491.15922 65 152 - 476.13820 - 37.8 3380s 357635 303111 692.68547 165 97 - 476.13936 - 37.7 3385s 358410 303726 545.60356 88 133 - 476.14062 - 37.7 3390s 359151 304362 496.80303 56 104 - 476.14195 - 37.7 3395s 359693 304825 500.51271 67 179 - 476.14314 - 37.7 3400s 360317 305371 674.64413 136 149 - 476.14882 - 37.7 3405s 360930 305921 634.27358 147 94 - 476.14948 - 37.7 3410s 361567 306299 479.83905 39 190 - 476.15017 - 37.7 3415s 362174 306807 infeasible 76 - 476.15398 - 37.7 3420s 362724 307287 infeasible 183 - 476.15734 - 37.7 3425s 363427 307874 499.86564 69 147 - 476.15844 - 37.7 3430s 364009 308344 514.53617 64 144 - 476.16080 - 37.7 3435s 364585 308795 535.39449 80 150 - 476.16114 - 37.7 3440s 365104 309203 702.13566 103 102 - 476.16190 - 37.7 3445s 365764 309717 584.02143 116 148 - 476.16724 - 37.7 3450s 366420 310251 536.15252 87 121 - 476.16915 - 37.7 3455s 366896 310665 580.76013 132 128 - 476.17083 - 37.7 3460s 367503 311181 546.93159 102 152 - 476.17428 - 37.7 3465s 368084 311657 496.48102 73 133 - 476.17572 - 37.7 3470s 368677 312130 930.73739 213 105 - 476.17636 - 37.7 3475s 369391 312745 744.62046 205 84 - 476.17921 - 37.7 3480s 370188 313416 500.87953 67 185 - 476.18084 - 37.7 3485s 370786 313954 564.30578 104 171 - 476.18249 - 37.7 3490s 371415 314489 508.24126 69 115 - 476.18379 - 37.7 3495s 372098 315079 740.70745 203 100 - 476.18523 - 37.7 3500s 372658 315558 506.53979 75 187 - 476.18922 - 37.7 3505s 373353 316192 497.51240 53 180 - 476.18999 - 37.7 3510s 374075 316851 865.89725 148 118 - 476.19079 - 37.6 3515s 374711 317371 583.25169 136 181 - 476.19153 - 37.6 3520s 375214 317800 515.88542 77 140 - 476.19228 - 37.6 3525s 375867 318396 490.32605 56 155 - 476.19275 - 37.6 3530s 376705 319164 733.53113 215 109 - 476.19683 - 37.6 3535s 377349 319695 577.98136 148 150 - 476.19981 - 37.6 3540s 377848 320113 782.71195 177 104 - 476.20196 - 37.6 3545s 378444 320547 652.83799 178 136 - 476.20223 - 37.6 3550s 378974 321027 821.18301 203 97 - 476.20263 - 37.6 3555s 379690 321621 845.12988 215 107 - 476.20375 - 37.6 3560s 380348 322164 554.38106 142 109 - 476.20571 - 37.6 3565s 381058 322783 763.45274 177 137 - 476.20742 - 37.6 3570s 381810 323425 infeasible 142 - 476.20798 - 37.6 3575s 382373 323906 575.34884 111 153 - 476.20803 - 37.6 3580s 382923 324381 infeasible 196 - 476.20827 - 37.6 3585s 383598 324923 581.04388 129 140 - 476.21031 - 37.6 3590s 384214 325421 547.03758 103 141 - 476.21279 - 37.6 3595s Cutting planes: Learned: 9 Gomory: 46 Cover: 105 Implied bound: 321 Clique: 34 MIR: 298 GUB cover: 7 Zero half: 50 Explored 384863 nodes (14469410 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.770000000000e+02, gap -