Gurobi 5.0.1 (linux64) logging started Mon Dec 31 09:12:41 2012 Optimize a model with 6722 rows, 6561 columns and 41942 nonzeros Presolve removed 1502 rows and 1941 columns Presolve time: 0.10s Presolved: 5220 rows, 4620 columns, 34160 nonzeros Variable types: 80 continuous, 4540 integer (4540 binary) Root relaxation: objective 3.617248e+02, 476 iterations, 0.03 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 361.72475 0 155 - 361.72475 - - 0s 0 0 374.24033 0 141 - 374.24033 - - 0s 0 0 377.15893 0 155 - 377.15893 - - 0s 0 0 378.30104 0 138 - 378.30104 - - 0s 0 0 379.06667 0 160 - 379.06667 - - 0s 0 0 379.44444 0 159 - 379.44444 - - 0s 0 0 379.72396 0 174 - 379.72396 - - 0s 0 0 380.08333 0 137 - 380.08333 - - 0s 0 0 380.08333 0 137 - 380.08333 - - 1s 0 0 380.08333 0 103 - 380.08333 - - 1s 0 2 380.08333 0 100 - 380.08333 - - 2s 413 378 584.57259 171 56 - 380.50702 - 17.8 5s 604 500 381.74333 7 141 - 380.50702 - 17.1 14s 605 501 690.82636 190 97 - 381.19420 - 17.1 16s 607 502 382.56895 7 134 - 382.56895 - 17.0 23s 608 503 413.43959 44 118 - 384.77017 - 17.0 27s 609 503 386.55021 28 112 - 385.15739 - 17.0 30s 610 504 450.60109 118 142 - 385.38384 - 17.0 35s 612 505 462.36489 55 163 - 385.95311 - 16.9 42s 613 506 678.35172 207 164 - 386.29055 - 16.9 48s 614 507 395.35777 30 164 - 386.53845 - 16.9 51s 616 508 387.89975 22 148 - 387.89975 - 16.8 57s 618 509 395.77313 35 154 - 391.10599 - 16.7 62s 622 512 662.53075 202 194 - 391.27819 - 16.6 65s 629 518 391.38852 5 103 - 391.38852 - 24.7 70s 632 520 392.26562 24 142 - 391.38852 - 24.6 76s 638 524 391.48404 22 175 - 391.48404 - 24.4 80s 708 570 426.65481 61 93 - 391.66788 - 28.4 85s 1106 805 461.85557 49 140 - 391.66812 - 31.9 90s 1605 1021 392.41085 36 144 - 391.66812 - 31.7 95s 1978 1245 491.90657 206 60 - 391.66812 - 33.0 100s 2218 1357 468.31122 84 91 - 391.67047 - 38.6 105s 2742 1781 446.25817 72 106 - 391.69011 - 37.3 110s 3004 2006 415.70438 48 118 - 391.70866 - 39.3 115s 3543 2503 404.55455 64 79 - 391.72017 - 37.2 120s 3953 2871 431.93318 68 89 - 391.74016 - 37.9 125s 4470 3325 477.09546 133 59 - 391.77996 - 37.6 130s 5007 3781 511.61144 84 104 - 391.79889 - 37.4 135s 5629 4314 518.60323 181 60 - 391.88107 - 36.4 140s 6260 4828 infeasible 202 - 391.92534 - 35.7 145s 6799 5246 419.32108 57 129 - 392.05323 - 35.9 150s 7526 5835 644.56870 173 81 - 392.11832 - 35.0 155s 8144 6303 infeasible 164 - 392.16693 - 34.5 160s 8559 6633 486.65629 108 85 - 392.19653 - 35.1 165s 9051 6985 411.97424 45 69 - 392.25583 - 35.4 170s 9639 7492 408.97557 48 92 - 392.31867 - 35.2 175s 10201 7970 437.08946 61 70 - 392.34109 - 35.0 180s 10804 8466 444.32163 79 97 - 392.39352 - 34.8 185s 11272 8834 424.72369 82 80 - 392.42644 - 35.0 190s 11938 9416 443.87672 143 104 - 392.46843 - 34.6 195s 12609 9999 491.13536 96 76 - 392.53117 - 34.2 200s 13188 10462 526.16514 105 79 - 392.56324 - 34.2 205s 13912 11061 427.39758 52 78 - 392.59564 - 34.1 210s 14506 11485 411.93643 62 123 - 392.62899 - 34.2 215s 15085 11941 425.03686 112 84 - 392.65359 - 34.2 220s 15705 12449 521.61095 176 32 - 392.68097 - 34.1 225s 16248 12914 631.56988 182 27 - 392.69209 - 34.0 230s 16970 13531 409.73983 62 123 - 392.71038 - 33.9 235s 17470 13933 502.66622 104 60 - 392.71621 - 34.1 240s 18198 14531 491.52284 116 67 - 392.79915 - 33.9 245s 18747 14963 infeasible 101 - 392.85196 - 33.9 250s 19400 15443 402.76153 44 103 - 392.86832 - 33.9 255s 19831 15804 524.33826 69 86 - 392.91186 - 34.2 260s 20274 16145 465.00511 86 74 - 392.97536 - 34.5 265s 20729 16532 402.08533 46 113 - 393.07050 - 34.5 270s 21292 17024 400.55320 40 116 - 393.09564 - 34.5 275s 21681 17347 394.29279 45 125 - 393.14026 - 34.8 280s 22231 17835 infeasible 53 - 393.18148 - 34.8 285s 22793 18315 infeasible 115 - 393.20616 - 34.8 290s 23310 18748 417.22364 52 123 - 393.22267 - 34.9 295s 23901 19243 422.05902 118 98 - 393.23030 - 34.9 300s 24543 19771 399.86047 52 140 - 393.23813 - 34.8 305s 25117 20271 398.87191 44 127 - 393.28768 - 34.8 310s 25478 20539 419.02166 63 121 - 393.30574 - 35.1 315s 26130 21091 417.71548 141 85 - 393.34197 - 35.0 320s 26550 21392 infeasible 85 - 393.35709 - 35.2 325s 27346 22069 599.23603 268 39 - 393.35947 - 34.9 330s 27946 22436 393.73273 36 92 - 393.37469 - 34.8 335s 28382 22777 469.76029 107 113 - 393.38481 - 35.0 340s 29109 23401 583.13865 145 53 - 393.38603 - 34.9 345s 29727 23926 504.58946 120 71 - 393.43290 - 34.8 350s 30293 24390 545.60733 109 90 - 393.45603 - 34.9 355s 30812 24832 402.34784 54 76 - 393.47130 - 34.8 360s 31369 25334 491.28692 106 73 - 393.50374 - 34.8 365s 31841 25699 394.38325 47 115 - 393.52551 - 34.9 370s 32391 26127 398.15568 71 101 - 393.54158 - 34.9 375s 32901 26530 410.48035 65 122 - 393.55546 - 35.0 380s 33434 26999 608.67276 147 73 - 393.56845 - 35.1 385s 34077 27501 405.32513 71 88 - 393.58995 - 35.0 390s 34575 27911 404.56269 42 101 - 393.59205 - 35.1 395s 35188 28402 infeasible 105 - 393.60768 - 35.0 400s 35743 28833 403.79650 84 93 - 393.62672 - 35.1 405s 36207 29220 463.24167 85 100 - 393.63896 - 35.2 410s 36804 29718 397.72821 38 122 - 393.66499 - 35.2 415s 37290 30157 464.78782 96 121 - 393.67415 - 35.3 420s 37881 30686 500.11150 123 66 - 393.70538 - 35.2 425s 38367 31003 403.89328 39 107 - 393.71097 - 35.3 430s 38726 31294 440.44685 113 102 - 393.71097 - 35.5 435s 39388 31868 471.24874 69 110 - 393.71253 - 35.4 440s 39992 32400 494.70818 117 68 - 393.72426 - 35.4 445s 40681 32983 455.43737 74 90 - 393.73254 - 35.3 450s 40804 33103 527.90449 156 101 - 393.73254 - 35.3 485s 41225 33414 399.65641 43 123 - 393.74613 - 35.4 490s 41862 33987 420.60548 72 107 - 393.75181 - 35.4 495s 42428 34458 495.21673 70 114 - 393.78386 - 35.4 500s 43049 35004 514.70321 148 80 - 393.79968 - 35.4 505s 43719 35548 472.23471 126 87 - 393.81107 - 35.4 510s 44564 36156 422.81611 118 79 - 393.81107 - 35.2 515s 45476 36815 409.62795 43 170 - 393.82423 - 35.0 520s 46033 37270 438.76791 100 94 - 393.82820 - 35.0 525s 46764 37811 405.62870 38 115 - 393.83549 - 35.0 530s 47402 38354 488.64286 71 97 - 393.84984 - 34.9 535s 48088 38888 395.21666 50 98 - 393.85155 - 34.8 540s 48792 39417 infeasible 95 - 393.85704 - 34.8 545s 49538 40031 439.12914 82 120 - 393.86914 - 34.7 550s 50261 40618 423.77450 86 111 - 393.86943 - 34.7 555s 50984 41173 401.50590 60 82 - 393.87302 - 34.6 560s 51651 41726 515.49980 113 68 - 393.87511 - 34.5 565s 52298 42202 536.50705 116 74 - 393.88314 - 34.5 570s 52950 42679 infeasible 162 - 393.89181 - 34.6 575s 53722 43332 infeasible 127 - 393.90060 - 34.5 580s 54570 44040 483.76532 126 60 - 393.93452 - 34.3 585s 54999 44355 474.54908 79 115 - 393.95440 - 34.4 590s 55607 44900 505.40404 81 106 - 393.95461 - 34.4 595s 55942 45142 404.86551 59 128 - 393.96975 - 34.5 600s 56547 45663 462.97043 125 93 - 393.98749 - 34.5 605s 56725 45818 508.56895 111 105 - 393.99305 - 34.8 610s 57190 46198 410.29993 87 97 - 394.01532 - 34.8 615s 57856 46744 518.49909 88 72 - 394.02665 - 34.8 620s 58638 47375 499.11757 123 76 - 394.03537 - 34.7 625s 59331 47931 408.60618 84 110 - 394.06112 - 34.7 630s 60070 48525 infeasible 117 - 394.07623 - 34.7 635s 60826 49103 394.92494 49 111 - 394.09585 - 34.6 640s 61234 49398 406.63813 42 81 - 394.11681 - 34.6 645s 61869 49922 454.94042 71 94 - 394.12292 - 34.6 650s 62526 50474 482.97424 155 85 - 394.12714 - 34.6 655s 63316 51093 580.85051 136 84 - 394.14365 - 34.5 660s 64002 51640 515.26467 101 82 - 394.16829 - 34.5 665s 64464 52028 517.93075 155 70 - 394.17284 - 34.5 670s 65211 52584 infeasible 59 - 394.18085 - 34.5 675s 65974 53230 442.71661 101 83 - 394.20204 - 34.4 680s 66793 53917 524.03485 144 87 - 394.24459 - 34.3 685s 67326 54254 415.04123 57 89 - 394.25275 - 34.4 690s 67990 54776 infeasible 67 - 394.26678 - 34.3 695s 68722 55386 530.77711 176 37 - 394.27106 - 34.3 700s 69425 55984 infeasible 127 - 394.27334 - 34.2 705s 70061 56525 534.22490 150 76 - 394.28495 - 34.2 710s 70840 57177 442.45547 114 84 - 394.30854 - 34.2 715s 71470 57722 infeasible 99 - 394.32519 - 34.1 720s 72334 58418 405.58533 62 89 - 394.35019 - 34.0 725s 72965 58921 398.57095 52 89 - 394.37467 - 34.0 730s 73552 59413 infeasible 55 - 394.38029 - 34.0 735s 74122 59829 406.41677 66 100 - 394.38672 - 34.1 740s 74775 60359 426.94313 48 105 - 394.39880 - 34.1 745s 75363 60825 infeasible 115 - 394.42186 - 34.1 750s 76033 61389 568.49591 132 87 - 394.43188 - 34.1 755s 76849 62034 infeasible 88 - 394.45147 - 34.0 760s 77429 62483 459.66149 83 47 - 394.47002 - 34.0 765s 78139 63068 403.74088 91 109 - 394.48403 - 34.0 770s 78681 63469 465.71179 82 110 - 394.49604 - 34.0 775s 79380 64026 431.48844 76 106 - 394.50787 - 34.0 780s 80010 64564 436.02637 55 109 - 394.51181 - 34.0 785s 80504 64986 425.54017 124 98 - 394.52727 - 34.0 790s 81226 65553 408.04435 52 123 - 394.54311 - 34.0 795s 81753 65996 407.63310 36 120 - 394.54731 - 34.0 800s 82332 66467 409.65876 46 113 - 394.55594 - 34.0 805s 83101 67055 infeasible 88 - 394.56990 - 33.9 810s 83747 67565 418.85681 45 83 - 394.58222 - 33.9 815s 84494 68195 513.22692 164 96 - 394.59258 - 33.9 820s 85247 68774 398.92039 41 88 - 394.60656 - 33.9 825s 85940 69348 410.33178 45 148 - 394.62873 - 33.8 830s 86499 69803 399.70504 62 108 - 394.65265 - 33.9 835s 87095 70307 471.75329 123 79 - 394.65509 - 33.9 840s 87904 70931 424.90056 68 92 - 394.66774 - 33.8 845s 88615 71524 427.53219 70 92 - 394.68807 - 33.8 850s 89301 72098 464.65872 95 90 - 394.70028 - 33.8 855s 89944 72668 514.56603 149 77 - 394.71166 - 33.8 860s 90501 73113 461.07900 54 111 - 394.71944 - 33.8 865s 91221 73721 430.05520 75 116 - 394.72721 - 33.8 870s 91835 74226 infeasible 104 - 394.73319 - 33.7 875s 92423 74716 440.68663 104 48 - 394.74037 - 33.7 880s 93087 75242 infeasible 76 - 394.74613 - 33.7 885s 93706 75718 413.68768 47 116 - 394.76369 - 33.7 890s 94428 76335 457.27504 136 74 - 394.78216 - 33.7 895s 94821 76633 433.44834 58 124 - 394.79452 - 33.8 900s 95493 77134 395.25570 49 137 - 394.81107 - 33.7 905s 96204 77723 437.69923 74 94 - 394.81107 - 33.7 910s 96943 78357 466.08909 77 91 - 394.81261 - 33.7 915s 97567 78859 516.09353 80 97 - 394.81279 - 33.7 920s 98273 79436 404.61845 45 162 - 394.82210 - 33.7 925s 98861 79918 infeasible 156 - 394.82820 - 33.7 930s 99502 80425 398.63208 54 94 - 394.83718 - 33.7 935s 100189 81003 451.88095 121 105 - 394.85050 - 33.7 940s 100830 81525 460.78797 93 91 - 394.85107 - 33.7 945s 101405 81994 401.04363 68 96 - 394.85371 - 33.7 950s 102050 82556 398.43858 53 97 - 394.85877 - 33.7 955s 102742 83122 395.85926 48 116 - 394.85927 - 33.7 960s 103498 83738 396.36234 51 142 - 394.86455 - 33.6 965s 104018 84167 466.00404 116 107 - 394.87057 - 33.7 970s 104645 84666 669.84608 215 30 - 394.87156 - 33.7 975s 105524 85410 458.31045 116 86 - 394.88234 - 33.6 980s 106187 85935 466.34907 131 80 - 394.89031 - 33.6 985s 106782 86405 404.38175 44 136 - 394.89088 - 33.6 990s 107470 86942 424.38848 115 92 - 394.90113 - 33.6 995s 108116 87430 398.39427 60 92 - 394.90536 - 33.6 1000s 108842 88015 469.11199 72 108 - 394.90806 - 33.6 1005s 109510 88527 398.71440 53 93 - 394.91076 - 33.6 1010s 110209 89130 479.36435 64 115 - 394.91399 - 33.6 1015s 110968 89759 520.74848 171 67 - 394.92071 - 33.5 1020s 111647 90305 401.96799 80 108 - 394.92494 - 33.5 1025s 112328 90843 792.72104 207 65 - 394.92520 - 33.5 1030s 113237 91593 409.83713 105 111 - 394.92957 - 33.4 1035s 113984 92174 475.69701 120 72 - 394.95129 - 33.4 1040s 114726 92812 494.12827 131 95 - 394.95341 - 33.4 1045s 115377 93318 584.84745 132 52 - 394.95596 - 33.4 1050s 116224 93991 406.65041 44 72 - 394.96190 - 33.3 1055s 116892 94551 543.64154 157 88 - 394.96488 - 33.3 1060s 117647 95174 506.92187 137 96 - 394.96590 - 33.3 1065s 118387 95743 502.19594 138 84 - 394.97089 - 33.3 1070s 119144 96371 465.57271 109 74 - 394.97423 - 33.3 1075s 120032 97058 398.28210 63 114 - 394.98530 - 33.2 1080s 120838 97709 417.32300 51 75 - 394.99226 - 33.2 1085s 121577 98280 408.08573 98 126 - 394.99768 - 33.1 1090s 122026 98662 428.88324 89 87 - 395.00043 - 33.2 1095s 122501 99073 415.69932 88 110 - 395.01718 - 33.2 1100s 123374 99764 399.59801 59 105 - 395.02295 - 33.1 1105s 124169 100436 513.70737 100 82 - 395.02998 - 33.1 1110s 124876 100971 534.72006 150 85 - 395.03805 - 33.1 1115s 125573 101517 427.12744 67 82 - 395.04997 - 33.1 1120s 126458 102253 651.03699 248 71 - 395.05482 - 33.0 1125s 127188 102806 399.03494 63 114 - 395.05955 - 33.0 1130s 127988 103405 428.84240 75 104 - 395.06723 - 33.0 1135s 128739 104006 513.56809 110 65 - 395.07074 - 33.0 1140s 129638 104746 483.65688 115 84 - 395.07872 - 32.9 1145s 130417 105438 infeasible 87 - 395.08122 - 32.9 1150s 131196 106092 450.12628 143 90 - 395.09767 - 32.8 1155s 132020 106696 532.83322 130 67 - 395.10095 - 32.8 1160s 132702 107253 427.18679 84 107 - 395.10584 - 32.8 1165s 133463 107870 infeasible 105 - 395.11071 - 32.7 1170s 134025 108292 417.25438 80 108 - 395.11300 - 32.8 1175s 134603 108754 402.37111 74 133 - 395.11807 - 32.8 1180s 135383 109396 431.86479 75 100 - 395.12323 - 32.7 1185s 136165 110029 463.26285 79 86 - 395.13044 - 32.7 1190s 136822 110571 408.50512 81 97 - 395.13599 - 32.7 1195s 137564 111157 401.63191 59 107 - 395.13922 - 32.7 1200s 137995 111543 461.32790 86 132 - 395.14339 - 32.8 1205s 138693 112115 533.58765 145 93 - 395.14763 - 32.7 1210s 139434 112740 400.05650 55 125 - 395.15265 - 32.7 1215s 140088 113303 396.93531 52 92 - 395.15924 - 32.7 1220s 140865 113968 482.75690 132 77 - 395.16256 - 32.7 1225s 141648 114662 459.97878 81 106 - 395.16589 - 32.7 1230s 142360 115246 401.98646 53 135 - 395.16900 - 32.7 1235s 142996 115772 474.56187 128 92 - 395.17159 - 32.6 1240s 143786 116417 446.03416 128 124 - 395.17701 - 32.6 1245s 144545 117021 400.83030 52 85 - 395.18538 - 32.6 1250s 145250 117596 461.36077 91 109 - 395.19052 - 32.6 1255s 146011 118169 401.61447 52 92 - 395.19605 - 32.6 1260s 146455 118527 446.23924 87 89 - 395.20033 - 32.7 1265s 147135 119090 infeasible 141 - 395.20454 - 32.6 1270s 147875 119691 468.03349 104 80 - 395.20893 - 32.6 1275s 148458 120158 515.83238 91 82 - 395.20961 - 32.6 1280s 149190 120780 492.91036 106 108 - 395.21866 - 32.6 1285s 149782 121218 405.62504 70 107 - 395.22142 - 32.6 1290s 150419 121757 527.85784 153 81 - 395.23042 - 32.6 1295s 151142 122392 517.29792 237 93 - 395.23207 - 32.6 1300s 151937 123053 402.79009 71 86 - 395.24521 - 32.6 1305s 152828 123758 528.03330 156 88 - 395.24851 - 32.5 1310s 153364 124232 473.10400 86 94 - 395.25391 - 32.5 1315s 153911 124683 457.61948 121 63 - 395.26052 - 32.5 1320s 154736 125365 415.29932 79 100 - 395.26585 - 32.5 1325s 155324 125797 467.86528 84 77 - 395.26899 - 32.5 1330s 155878 126265 403.26753 54 102 - 395.28362 - 32.5 1335s 156663 126938 418.94062 92 112 - 395.28817 - 32.5 1340s 157313 127487 410.53155 79 116 - 395.29554 - 32.5 1345s 158110 128100 404.27930 77 108 - 395.29995 - 32.5 1350s 158901 128730 400.12323 69 95 - 395.30589 - 32.5 1355s 159684 129406 496.76514 106 104 - 395.30933 - 32.4 1360s 160212 129842 413.62346 80 91 - 395.31124 - 32.5 1365s 160706 130183 infeasible 74 - 395.31723 - 32.5 1370s 161572 130897 530.57578 137 68 - 395.31968 - 32.4 1375s 162477 131621 infeasible 142 - 395.32609 - 32.4 1380s 163257 132269 479.51993 74 71 - 395.33143 - 32.4 1385s 163967 132905 438.01698 121 87 - 395.33415 - 32.4 1390s 164846 133610 405.90411 88 113 - 395.33939 - 32.3 1395s 165630 134269 557.60380 127 77 - 395.34060 - 32.3 1400s 166348 134847 408.01396 90 92 - 395.34060 - 32.3 1405s 167187 135560 458.69811 121 97 - 395.34156 - 32.2 1410s 168028 136228 493.57708 105 89 - 395.34536 - 32.2 1415s 168664 136734 472.32402 99 80 - 395.34886 - 32.2 1420s 169539 137494 398.47484 59 135 - 395.35352 - 32.2 1425s 170332 138188 531.30020 140 86 - 395.35833 - 32.2 1430s 171050 138800 520.02358 133 81 - 395.36005 - 32.2 1435s 171734 139331 436.72606 128 102 - 395.36480 - 32.2 1440s 172557 140025 602.91318 184 75 - 395.36730 - 32.1 1445s 173139 140487 infeasible 65 - 395.38023 - 32.2 1450s 173622 140854 528.25577 127 68 - 395.38373 - 32.2 1455s 174183 141286 475.86692 116 95 - 395.38433 - 32.2 1460s 174624 141646 448.62395 100 113 - 395.38637 - 32.2 1465s 175265 142185 592.22738 169 76 - 395.38755 - 32.2 1470s 175997 142786 infeasible 130 - 395.38883 - 32.2 1475s 176696 143380 535.42326 132 83 - 395.39163 - 32.2 1480s 177382 143959 infeasible 135 - 395.39355 - 32.2 1485s 178091 144487 458.32859 77 109 - 395.39525 - 32.2 1490s 178707 144971 406.40494 70 90 - 395.40013 - 32.2 1495s 179458 145555 396.31036 51 96 - 395.40109 - 32.2 1500s 180366 146332 406.99909 84 99 - 395.40368 - 32.2 1505s 181162 147027 414.42206 125 89 - 395.40751 - 32.2 1510s 182061 147772 396.43677 49 113 - 395.41491 - 32.1 1515s 182748 148337 424.29158 112 104 - 395.42026 - 32.1 1520s 183532 149014 404.62167 69 97 - 395.42376 - 32.1 1525s 184216 149564 infeasible 135 - 395.42589 - 32.1 1530s 184969 150145 491.51052 156 88 - 395.43030 - 32.1 1535s 185783 150803 399.19919 50 95 - 395.43767 - 32.1 1540s 186507 151415 442.92678 100 98 - 395.43913 - 32.0 1545s 187249 152020 infeasible 81 - 395.44121 - 32.0 1550s 188053 152685 infeasible 87 - 395.44432 - 32.0 1555s 188709 153241 464.55857 67 109 - 395.44546 - 32.0 1560s 189516 153933 404.07396 88 99 - 395.45013 - 32.0 1565s 190407 154690 409.35943 101 101 - 395.45267 - 32.0 1570s 190950 155142 452.30306 59 99 - 395.45454 - 32.0 1575s 191646 155676 423.08685 80 88 - 395.45808 - 32.0 1580s 192285 156206 494.08234 116 70 - 395.46105 - 32.0 1585s 193055 156807 infeasible 174 - 395.46603 - 32.0 1590s 193806 157420 447.35328 101 67 - 395.47092 - 32.0 1595s 194485 158014 424.71221 128 99 - 395.47298 - 32.0 1600s 195175 158551 423.45577 125 93 - 395.47875 - 32.0 1605s 195972 159226 400.83651 86 99 - 395.48187 - 32.0 1610s 196757 159878 infeasible 111 - 395.48403 - 31.9 1615s 197551 160538 566.73271 175 67 - 395.48562 - 31.9 1620s 198298 161131 397.03582 40 89 - 395.49053 - 31.9 1625s 198926 161672 429.79088 99 95 - 395.49356 - 31.9 1630s 199453 162113 470.81106 119 57 - 395.49438 - 31.9 1635s 200070 162615 409.44381 55 104 - 395.49536 - 31.9 1640s 200855 163243 404.86492 54 115 - 395.49750 - 31.9 1645s 201513 163738 402.91272 49 156 - 395.49866 - 31.9 1650s 202298 164379 infeasible 86 - 395.49969 - 31.9 1655s 203232 165108 432.11831 128 98 - 395.50528 - 31.9 1660s 203952 165685 421.64735 70 87 - 395.51059 - 31.9 1665s 204569 166229 437.40085 123 90 - 395.51173 - 31.9 1670s 205458 167001 414.59934 57 97 - 395.51447 - 31.8 1675s 206215 167638 409.79735 116 107 - 395.51906 - 31.8 1680s 206935 168228 infeasible 78 - 395.52208 - 31.8 1685s 207774 168928 461.75135 143 79 - 395.52685 - 31.8 1690s 208510 169516 599.54582 188 79 - 395.52849 - 31.8 1695s 209298 170202 408.79802 61 94 - 395.53515 - 31.8 1700s 210000 170722 412.34898 60 110 - 395.53993 - 31.8 1705s 210882 171486 439.34186 73 81 - 395.54459 - 31.8 1710s 211605 172064 523.93588 107 62 - 395.54588 - 31.8 1715s 212579 172892 442.32002 162 91 - 395.54674 - 31.7 1720s 213440 173592 469.89332 129 81 - 395.55193 - 31.7 1725s 214309 174273 405.50286 105 98 - 395.55563 - 31.7 1730s 215092 174931 512.96080 161 79 - 395.55756 - 31.6 1735s 215960 175664 441.88322 121 95 - 395.56245 - 31.6 1740s 216849 176428 443.11781 119 99 - 395.56573 - 31.6 1745s 217623 177043 462.92322 152 100 - 395.56782 - 31.6 1750s 218369 177672 410.96120 112 120 - 395.57126 - 31.6 1755s 219318 178453 483.17006 172 74 - 395.57439 - 31.5 1760s 220177 179114 411.70223 84 97 - 395.57646 - 31.5 1765s 221123 179895 467.29232 98 86 - 395.59052 - 31.5 1770s 221897 180511 626.17274 222 23 - 395.59257 - 31.5 1775s 222831 181283 408.34638 64 96 - 395.59686 - 31.4 1780s 223684 182026 574.32137 160 62 - 395.59946 - 31.4 1785s 224473 182647 443.14973 111 93 - 395.60288 - 31.4 1790s 225155 183218 653.49318 322 50 - 395.60411 - 31.4 1795s 226012 183922 527.44031 121 77 - 395.60920 - 31.4 1800s 226903 184681 398.62754 56 102 - 395.61285 - 31.3 1805s 227708 185344 500.69741 146 68 - 395.61677 - 31.3 1810s 228406 185908 433.82755 81 104 - 395.62458 - 31.3 1815s 228964 186348 408.57341 65 115 - 395.62601 - 31.4 1820s 229753 187025 455.19188 126 76 - 395.62601 - 31.3 1825s 230342 187511 466.54418 83 106 - 395.62601 - 31.4 1830s 231008 188055 542.58525 131 87 - 395.63329 - 31.4 1835s 231767 188662 409.51500 68 99 - 395.64061 - 31.3 1840s 232608 189380 407.91814 59 91 - 395.64652 - 31.3 1845s 233587 190208 446.07365 130 98 - 395.64988 - 31.3 1850s 234332 190821 457.30025 131 107 - 395.65644 - 31.3 1855s 234929 191271 531.20544 121 90 - 395.65933 - 31.3 1860s 235819 191978 infeasible 84 - 395.66207 - 31.3 1865s 236503 192544 408.21257 62 118 - 395.66697 - 31.2 1870s 237366 193258 450.68126 82 81 - 395.67232 - 31.2 1875s 238137 193915 468.12089 148 107 - 395.67378 - 31.2 1880s 238999 194611 441.01523 113 97 - 395.67715 - 31.2 1885s 239732 195225 435.55582 99 114 - 395.68235 - 31.2 1890s 240490 195873 430.46818 131 113 - 395.68719 - 31.2 1895s 241228 196423 436.24921 72 110 - 395.69242 - 31.2 1900s 241833 196933 532.66971 193 77 - 395.69384 - 31.2 1905s 242569 197520 639.62394 129 85 - 395.69797 - 31.2 1910s 243221 198048 422.04926 93 85 - 395.70165 - 31.2 1915s 243823 198530 469.94614 123 102 - 395.70768 - 31.2 1920s 244522 199103 515.24160 130 94 - 395.71351 - 31.2 1925s 245189 199646 410.18683 80 112 - 395.71766 - 31.2 1930s 245902 200250 400.42724 55 103 - 395.72317 - 31.2 1935s 246631 200875 423.81206 57 121 - 395.72530 - 31.2 1940s 247435 201536 infeasible 90 - 395.73289 - 31.2 1945s 248083 202085 505.33734 111 86 - 395.73768 - 31.2 1950s 248817 202705 403.59093 97 106 - 395.74309 - 31.2 1955s 249484 203261 411.42831 57 106 - 395.74492 - 31.2 1960s 250341 203968 481.03727 143 94 - 395.74776 - 31.2 1965s 251049 204529 infeasible 107 - 395.74989 - 31.2 1970s 251812 205165 403.20593 88 93 - 395.75025 - 31.2 1975s 252575 205803 422.99445 108 95 - 395.75649 - 31.2 1980s 253276 206380 405.21971 64 97 - 395.75649 - 31.2 1985s 253986 206958 445.58887 118 91 - 395.75649 - 31.2 1990s 254726 207565 infeasible 120 - 395.75649 - 31.2 1995s 255261 208019 484.00331 133 95 - 395.76023 - 31.2 2000s 255914 208577 485.88093 130 70 - 395.76806 - 31.2 2005s 256597 209146 397.10399 50 109 - 395.77202 - 31.2 2010s 257254 209701 418.84215 122 87 - 395.77452 - 31.2 2015s 258199 210483 454.78019 72 116 - 395.77719 - 31.2 2020s 259059 211186 410.80090 53 110 - 395.77996 - 31.2 2025s 259796 211817 452.45565 133 94 - 395.78218 - 31.2 2030s 260640 212537 442.94578 129 113 - 395.78268 - 31.1 2035s 261485 213172 409.21886 84 88 - 395.78480 - 31.1 2040s 262240 213780 421.90399 99 103 - 395.78598 - 31.1 2045s 263237 214614 406.89798 71 99 - 395.79025 - 31.1 2050s 264096 215342 405.39535 86 91 - 395.79066 - 31.1 2055s 264759 215895 434.30297 79 117 - 395.79182 - 31.1 2060s 265404 216421 435.25346 117 96 - 395.79424 - 31.1 2065s 266158 217017 416.17813 70 81 - 395.79641 - 31.1 2070s 266947 217725 461.78549 191 77 - 395.80179 - 31.1 2075s 267817 218436 401.03687 61 103 - 395.80410 - 31.1 2080s 268593 219131 494.80087 158 93 - 395.80714 - 31.1 2085s 269421 219794 401.60642 63 102 - 395.80782 - 31.1 2090s 270254 220509 412.13476 79 121 - 395.81030 - 31.0 2095s 271060 221169 501.21079 144 94 - 395.81104 - 31.0 2100s 271863 221839 470.01062 101 97 - 395.81107 - 31.0 2105s 272504 222344 432.31090 78 101 - 395.81226 - 31.0 2110s 273243 222988 414.81306 135 101 - 395.81371 - 31.0 2115s 274022 223634 400.75768 84 113 - 395.81773 - 31.0 2120s 274721 224214 498.28139 138 88 - 395.82004 - 31.0 2125s 275557 224918 397.78864 47 140 - 395.82040 - 31.0 2130s 276038 225303 428.79131 119 94 - 395.82310 - 31.0 2135s 276889 226031 463.55818 135 83 - 395.82310 - 31.0 2140s 277667 226684 450.29510 74 74 - 395.82926 - 31.0 2145s 278489 227356 457.97060 147 106 - 395.83030 - 31.0 2150s 279454 228064 490.77820 152 76 - 395.83389 - 31.0 2155s 280209 228688 456.77385 130 94 - 395.83577 - 31.0 2160s 281116 229358 399.84121 55 94 - 395.84121 - 31.0 2165s 281840 229980 539.36881 127 69 - 395.84131 - 31.0 2170s 282549 230539 406.95549 55 113 - 395.84273 - 31.0 2175s 283492 231368 401.55902 81 97 - 395.84509 - 30.9 2180s 284221 231964 416.36678 75 124 - 395.84863 - 30.9 2185s 285027 232657 448.21497 108 94 - 395.84990 - 30.9 2190s 285644 233187 534.14699 163 92 - 395.85433 - 30.9 2195s 286211 233660 606.35993 172 91 - 395.85728 - 30.9 2200s 286788 234136 434.20478 106 96 - 395.85902 - 31.0 2205s 287523 234743 406.20902 44 83 - 395.86072 - 30.9 2210s 288216 235316 435.66804 122 94 - 395.86233 - 31.0 2215s 289032 235962 404.46621 81 108 - 395.86676 - 30.9 2220s 289674 236491 infeasible 136 - 395.86890 - 31.0 2225s 290418 237129 449.51719 145 96 - 395.87267 - 30.9 2230s 291138 237714 517.19298 119 79 - 395.87523 - 30.9 2235s 292009 238463 421.75341 125 98 - 395.87591 - 30.9 2240s 292764 239087 676.54213 157 83 - 395.87755 - 30.9 2245s 293660 239805 523.61019 139 91 - 395.88158 - 30.9 2250s 294403 240433 527.50879 117 83 - 395.88417 - 30.9 2255s 295112 240986 572.73001 204 90 - 395.88506 - 30.9 2260s 295947 241663 470.83397 127 91 - 395.88750 - 30.9 2265s 296491 242085 infeasible 102 - 395.88857 - 30.9 2270s 297195 242654 453.13776 116 73 - 395.89163 - 30.9 2275s 297977 243193 532.68762 111 103 - 395.89163 - 30.9 2280s 298866 243864 433.64462 86 89 - 395.89330 - 30.9 2285s 299643 244501 519.10048 164 56 - 395.89620 - 30.9 2290s 300457 245170 425.20346 119 83 - 395.89736 - 30.9 2295s 301093 245671 415.47399 57 83 - 395.89817 - 30.9 2300s 301976 246382 436.12747 112 109 - 395.90035 - 30.9 2305s 302752 247009 477.56208 135 93 - 395.90106 - 30.9 2310s 303444 247561 478.31059 99 83 - 395.90460 - 30.9 2315s 304201 248181 454.36851 96 100 - 395.90858 - 30.9 2320s 305043 248863 480.96495 126 102 - 395.91006 - 30.9 2325s 305828 249503 485.72261 130 75 - 395.91442 - 30.9 2330s 306400 249990 461.54047 85 79 - 395.91727 - 30.9 2335s 307138 250613 417.91527 73 127 - 395.91980 - 30.9 2340s 307710 251074 infeasible 71 - 395.92137 - 30.9 2345s 308471 251719 399.04345 68 95 - 395.92244 - 30.9 2350s 309216 252300 413.94169 65 97 - 395.92387 - 30.9 2355s 309958 252921 infeasible 146 - 395.92608 - 30.9 2360s 310461 253338 452.53850 84 113 - 395.92870 - 30.9 2365s 311019 253816 infeasible 113 - 395.93034 - 30.9 2370s 311636 254335 480.69470 110 85 - 395.93364 - 30.9 2375s 312381 254969 442.58994 117 85 - 395.93540 - 31.0 2380s 313144 255596 552.70432 197 70 - 395.93677 - 30.9 2385s 313817 256067 434.74205 96 73 - 395.93853 - 31.0 2390s 314586 256715 444.12702 94 72 - 395.94065 - 31.0 2395s 315405 257401 434.02227 80 105 - 395.94247 - 30.9 2400s 316082 257984 536.34702 125 82 - 395.94520 - 30.9 2405s 316650 258471 412.99856 76 95 - 395.94639 - 31.0 2410s 317343 259032 430.29170 93 96 - 395.94877 - 31.0 2415s 317958 259551 infeasible 113 - 395.95128 - 31.0 2420s 318759 260211 569.81355 112 90 - 395.95622 - 31.0 2425s 319433 260751 431.48415 103 98 - 395.95939 - 31.0 2430s 320175 261360 439.93895 104 83 - 395.96064 - 31.0 2435s 321034 262091 437.99594 110 89 - 395.96435 - 31.0 2440s 321873 262779 410.18961 69 82 - 395.96573 - 30.9 2445s 322571 263409 585.65786 175 64 - 395.96708 - 30.9 2450s 323229 263908 461.11395 93 84 - 395.96801 - 31.0 2455s 323983 264528 508.16248 95 93 - 395.97197 - 31.0 2460s 324845 265263 543.55022 146 78 - 395.97512 - 30.9 2465s 325532 265783 441.38865 95 95 - 395.97724 - 30.9 2470s 326303 266392 471.48926 106 93 - 395.97977 - 30.9 2475s 326961 266938 398.87442 58 119 - 395.98310 - 30.9 2480s 327627 267525 719.42745 316 30 - 395.98310 - 30.9 2485s 328442 268234 418.19461 47 119 - 395.99313 - 30.9 2490s 329197 268850 infeasible 143 - 395.99519 - 30.9 2495s 329979 269505 422.40711 153 106 - 395.99876 - 30.9 2500s 330784 270143 494.20979 93 76 - 396.00109 - 30.9 2505s 331460 270689 435.53627 87 99 - 396.00407 - 30.9 2510s 332252 271337 590.96882 172 96 - 396.00583 - 30.9 2515s H332613 254827 559.0000000 396.00674 29.2% 30.9 2517s 332965 255138 530.89309 196 75 559.00000 396.01190 29.2% 30.9 2520s 333385 255506 403.29056 81 97 559.00000 396.01340 29.2% 30.9 2525s 333750 255823 413.02985 85 97 559.00000 396.01457 29.2% 30.9 2530s 334047 256081 469.10284 141 70 559.00000 396.01648 29.2% 30.9 2535s 334296 256286 419.60421 77 88 559.00000 396.02040 29.2% 30.9 2540s 334536 256484 396.86522 48 108 559.00000 396.02273 29.2% 30.9 2545s 334752 256685 418.91339 117 106 559.00000 396.02368 29.2% 30.8 2550s 334969 256861 409.34252 94 93 559.00000 396.02372 29.2% 30.8 2555s 335159 257029 440.06676 119 102 559.00000 396.02527 29.2% 30.8 2560s 335340 257184 cutoff 106 559.00000 396.02634 29.2% 30.8 2565s 335485 257285 462.92801 144 83 559.00000 396.02651 29.2% 30.8 2570s 335674 257444 404.71501 98 103 559.00000 396.02821 29.2% 30.8 2575s 335836 257560 419.56817 60 85 559.00000 396.02877 29.2% 30.8 2580s 336007 257698 413.69237 66 118 559.00000 396.02918 29.2% 30.8 2585s H336081 257433 558.0000000 396.02918 29.0% 30.8 2596s H336108 256360 555.0000000 396.02918 28.6% 30.8 2609s 336135 256383 492.66686 191 93 555.00000 396.02918 28.6% 30.8 2621s 336162 256400 457.65826 78 107 555.00000 396.02933 28.6% 30.8 2636s H336189 255679 553.0000000 396.02933 28.4% 30.8 2652s 336216 255708 503.88848 132 85 553.00000 396.02933 28.4% 30.8 2663s H336243 253641 548.0000000 396.02933 27.7% 30.8 2679s H336270 253165 547.0000000 396.02933 27.6% 30.8 2694s H336297 249433 539.0000000 396.02956 26.5% 30.8 2706s 336324 249462 438.84838 105 107 539.00000 396.02956 26.5% 30.8 2722s 336351 249478 499.44246 124 94 539.00000 396.02956 26.5% 30.8 2735s 336378 249495 447.52422 73 99 539.00000 396.02957 26.5% 30.8 2746s 336405 249522 489.47947 100 74 539.00000 396.02957 26.5% 30.8 2761s 336432 249539 405.64300 63 88 539.00000 396.03083 26.5% 30.8 2775s 336459 249566 423.57345 79 105 539.00000 396.03083 26.5% 30.8 2790s 336486 249581 400.92822 55 116 539.00000 396.03274 26.5% 30.8 2801s 336513 249608 422.76745 82 110 539.00000 396.03274 26.5% 30.8 2812s 336540 249635 485.65098 109 111 539.00000 396.03274 26.5% 30.8 2822s 336569 249648 398.38581 51 90 539.00000 396.03284 26.5% 30.8 2835s 336596 249675 430.94201 62 115 539.00000 396.03284 26.5% 30.8 2848s H336623 249269 538.0000000 396.03284 26.4% 30.8 2860s H336650 247186 534.0000000 396.03328 25.8% 30.8 2874s 336677 247215 415.68638 91 98 534.00000 396.03328 25.8% 30.8 2886s 336705 247241 426.08564 118 74 534.00000 396.03328 25.8% 30.8 2894s H336732 246664 533.0000000 396.03432 25.7% 30.8 2906s 336759 246693 446.62119 87 118 533.00000 396.03432 25.7% 30.8 2921s 336786 246705 396.50696 51 105 533.00000 396.03596 25.7% 30.8 2931s 336813 246732 416.65745 78 72 533.00000 396.03596 25.7% 30.8 2944s 336840 246759 422.99806 105 79 533.00000 396.03596 25.7% 30.8 2956s 336867 246786 430.92294 132 79 533.00000 396.03596 25.7% 30.8 2969s 336894 246794 406.34854 58 90 533.00000 396.03676 25.7% 30.8 2980s 337225 247059 405.75004 63 110 533.00000 396.03756 25.7% 30.8 2994s 337257 247083 398.08294 53 166 533.00000 396.04029 25.7% 30.8 2995s 337930 247646 423.01314 77 99 533.00000 396.04159 25.7% 30.8 3000s 338563 248182 406.59097 61 85 533.00000 396.04298 25.7% 30.8 3005s 339226 248712 457.87682 76 98 533.00000 396.04844 25.7% 30.8 3010s 339901 249280 infeasible 159 533.00000 396.04994 25.7% 30.8 3015s 340536 249805 495.21401 81 86 533.00000 396.05745 25.7% 30.7 3020s 341277 250424 420.03136 126 101 533.00000 396.06054 25.7% 30.7 3025s 341971 250993 431.09160 107 93 533.00000 396.06332 25.7% 30.7 3030s 342616 251525 488.61545 156 93 533.00000 396.06900 25.7% 30.7 3035s 343384 252154 431.75847 162 107 533.00000 396.07276 25.7% 30.7 3040s 344029 252654 401.18920 62 102 533.00000 396.07788 25.7% 30.7 3045s 344641 253146 400.50880 58 88 533.00000 396.08030 25.7% 30.7 3050s 345378 253767 417.08179 122 101 533.00000 396.08661 25.7% 30.7 3055s 346019 254299 472.71787 99 106 533.00000 396.09040 25.7% 30.6 3060s 346720 254857 500.34665 130 91 533.00000 396.09270 25.7% 30.6 3065s 347210 255238 438.81967 89 83 533.00000 396.09789 25.7% 30.6 3070s H347484 215823 484.0000000 396.09888 18.2% 30.6 3082s 347777 216082 423.78540 111 88 484.00000 396.10109 18.2% 30.6 3085s 348414 216563 437.80038 67 109 484.00000 396.10527 18.2% 30.6 3090s 349092 217118 413.91976 87 97 484.00000 396.10879 18.2% 30.6 3095s 349756 217680 405.47897 56 64 484.00000 396.11212 18.2% 30.6 3100s 350364 218178 430.29085 92 98 484.00000 396.11735 18.2% 30.6 3105s 351091 218766 430.97885 95 95 484.00000 396.12160 18.2% 30.6 3110s 351819 219368 412.74386 65 97 484.00000 396.12755 18.2% 30.6 3115s 352563 219921 411.08780 85 81 484.00000 396.13097 18.2% 30.5 3120s 353232 220449 426.39207 98 109 484.00000 396.13576 18.2% 30.5 3125s 353890 220972 407.85908 88 91 484.00000 396.13973 18.2% 30.5 3130s 354543 221468 infeasible 135 484.00000 396.14543 18.2% 30.5 3135s 355214 222005 397.40449 51 112 484.00000 396.14909 18.2% 30.5 3140s 355970 222591 401.58197 63 82 484.00000 396.15381 18.2% 30.5 3145s 356662 223144 415.58367 86 119 484.00000 396.15633 18.1% 30.5 3150s 357341 223688 396.82376 54 106 484.00000 396.15709 18.1% 30.4 3155s 358276 224479 403.73359 77 100 484.00000 396.16194 18.1% 30.4 3160s 359044 225107 400.04982 74 96 484.00000 396.16687 18.1% 30.4 3165s 359864 225786 419.98910 143 93 484.00000 396.17055 18.1% 30.4 3170s 359892 225812 423.11271 170 96 484.00000 396.17055 18.1% 30.4 3175s 359909 225829 424.45381 187 98 484.00000 396.17055 18.1% 30.4 3180s 359923 225843 425.42625 201 96 484.00000 396.17055 18.1% 30.4 3185s 359935 225853 426.42463 212 95 484.00000 396.17055 18.1% 30.4 3190s 359946 225864 427.37067 223 94 484.00000 396.17055 18.1% 30.4 3195s 359955 225873 469.35960 232 91 484.00000 396.17055 18.1% 30.4 3200s 359964 225882 473.98168 241 91 484.00000 396.17055 18.1% 30.4 3205s 359979 225881 405.10727 57 154 484.00000 396.17074 18.1% 30.4 3210s 359984 225886 409.38988 62 125 484.00000 396.17074 18.1% 30.4 3216s 359985 225887 409.41615 63 132 484.00000 396.17074 18.1% 30.4 3220s 359986 225888 410.25224 64 132 484.00000 396.17074 18.1% 30.4 3227s H359987 223682 482.0000000 396.17074 17.8% 30.4 3241s 360425 224012 402.42109 65 89 482.00000 396.17410 17.8% 30.4 3245s 361046 224501 409.22686 78 86 482.00000 396.17537 17.8% 30.4 3250s 361911 225207 426.64415 84 89 482.00000 396.18163 17.8% 30.4 3255s 362706 225817 398.87139 65 113 482.00000 396.18356 17.8% 30.4 3260s 363653 226591 398.28181 56 111 482.00000 396.18769 17.8% 30.3 3265s 364419 227242 435.56092 131 87 482.00000 396.19154 17.8% 30.3 3270s 365318 227978 425.44313 111 92 482.00000 396.19401 17.8% 30.3 3275s 366142 228669 440.21204 114 87 482.00000 396.19826 17.8% 30.3 3280s 366961 229328 460.51292 97 77 482.00000 396.20142 17.8% 30.3 3285s 367672 229917 cutoff 96 482.00000 396.20492 17.8% 30.3 3290s 368432 230494 398.62075 36 119 482.00000 396.20712 17.8% 30.3 3295s 369421 231344 417.01232 80 105 482.00000 396.20968 17.8% 30.2 3300s 370207 231960 400.12419 63 110 482.00000 396.21334 17.8% 30.2 3305s 371106 232697 414.04615 91 61 482.00000 396.21646 17.8% 30.2 3310s 372021 233420 464.88937 95 116 482.00000 396.21846 17.8% 30.2 3315s 372925 234142 418.96834 84 105 482.00000 396.22407 17.8% 30.2 3320s 373855 234910 449.36029 88 68 482.00000 396.22496 17.8% 30.2 3325s 374760 235631 414.72585 123 92 482.00000 396.23271 17.8% 30.1 3330s 375630 236326 403.36839 54 120 482.00000 396.23659 17.8% 30.1 3335s 376555 237091 412.24721 133 114 482.00000 396.24317 17.8% 30.1 3340s 377318 237712 406.03512 55 133 482.00000 396.24619 17.8% 30.1 3345s 377813 238097 451.51358 66 115 482.00000 396.24820 17.8% 30.1 3350s 378472 238651 infeasible 120 482.00000 396.25294 17.8% 30.1 3355s 379395 239390 475.90659 129 87 482.00000 396.25649 17.8% 30.1 3360s 380067 239924 450.44145 79 109 482.00000 396.26000 17.8% 30.1 3365s 380971 240597 397.86767 54 137 482.00000 396.26336 17.8% 30.1 3370s 381750 241214 472.67352 96 95 482.00000 396.26752 17.8% 30.1 3375s 382568 241875 453.80231 138 89 482.00000 396.27271 17.8% 30.0 3380s 383306 242471 416.44646 60 102 482.00000 396.27497 17.8% 30.0 3385s 384187 243180 478.96969 81 83 482.00000 396.27860 17.8% 30.0 3390s 384794 243664 414.57364 68 107 482.00000 396.28192 17.8% 30.0 3395s 385758 244455 419.04509 124 84 482.00000 396.28588 17.8% 30.0 3400s 386502 245058 439.64303 92 126 482.00000 396.29416 17.8% 30.0 3405s 387396 245765 425.82421 124 96 482.00000 396.29954 17.8% 30.0 3410s 388092 246344 454.14722 91 98 482.00000 396.30157 17.8% 30.0 3415s 389064 247127 428.25706 105 92 482.00000 396.30702 17.8% 30.0 3420s 389843 247770 458.25098 130 73 482.00000 396.30892 17.8% 30.0 3425s 390675 248419 406.13024 92 83 482.00000 396.31341 17.8% 29.9 3430s 391739 249310 436.90937 110 104 482.00000 396.31572 17.8% 29.9 3435s 392582 250005 466.15260 101 115 482.00000 396.31819 17.8% 29.9 3440s 393278 250579 474.90412 106 119 482.00000 396.32241 17.8% 29.9 3445s 394075 251180 406.35758 61 130 482.00000 396.32384 17.8% 29.9 3450s 395119 252051 399.97822 48 139 482.00000 396.32806 17.8% 29.9 3455s 395954 252733 infeasible 120 482.00000 396.33030 17.8% 29.9 3460s 396583 253224 427.57405 81 96 482.00000 396.33309 17.8% 29.9 3465s 397345 253795 405.52513 76 98 482.00000 396.33683 17.8% 29.9 3470s 398106 254425 423.65486 173 95 482.00000 396.34035 17.8% 29.8 3475s 398948 255112 430.20427 70 118 482.00000 396.34248 17.8% 29.8 3480s 399834 255829 455.77234 98 97 482.00000 396.34463 17.8% 29.8 3485s 400724 256546 399.02646 46 120 482.00000 396.34585 17.8% 29.8 3490s 401667 257323 438.20382 90 89 482.00000 396.34907 17.8% 29.8 3495s 402483 257978 401.92627 48 75 482.00000 396.35102 17.8% 29.8 3500s 403407 258747 425.44970 106 99 482.00000 396.35432 17.8% 29.8 3505s 404211 259354 417.94267 65 125 482.00000 396.35794 17.8% 29.8 3510s 405042 260045 403.71810 55 98 482.00000 396.36359 17.8% 29.7 3515s 406047 260880 433.90390 67 111 482.00000 396.36880 17.8% 29.7 3520s 406981 261670 422.13168 104 98 482.00000 396.37114 17.8% 29.7 3525s 407806 262313 401.56220 53 130 482.00000 396.37689 17.8% 29.7 3530s 408400 262799 476.36942 127 97 482.00000 396.37874 17.8% 29.7 3535s 409437 263689 434.96065 76 102 482.00000 396.38285 17.8% 29.7 3540s 410425 264495 415.50782 66 98 482.00000 396.38463 17.8% 29.6 3545s 411390 265254 409.32888 55 143 482.00000 396.38711 17.8% 29.6 3550s 412237 265972 402.26956 64 86 482.00000 396.39022 17.8% 29.6 3555s 413026 266622 402.53778 75 94 482.00000 396.39229 17.8% 29.6 3560s 414010 267413 414.01866 66 110 482.00000 396.39274 17.8% 29.6 3565s 414930 268166 cutoff 156 482.00000 396.39666 17.8% 29.6 3570s 415943 269014 421.45182 77 111 482.00000 396.40023 17.8% 29.5 3575s 416807 269702 443.97224 101 110 482.00000 396.40363 17.8% 29.5 3580s 417692 270407 405.36796 64 99 482.00000 396.40736 17.8% 29.5 3585s 418467 271009 411.39742 79 92 482.00000 396.41183 17.8% 29.5 3590s 419009 271431 424.64333 100 84 482.00000 396.41288 17.8% 29.5 3595s Cutting planes: Learned: 34 Gomory: 45 Cover: 137 Implied bound: 25 Clique: 13 MIR: 180 GUB cover: 19 Zero half: 38 Explored 419699 nodes (12386121 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.820000000000e+02, best bound 3.970000000000e+02, gap 17.6349%