Gurobi 5.0.1 (linux64) logging started Mon Dec 31 11:12:43 2012 Optimize a model with 6562 rows, 6561 columns and 30821 nonzeros Presolve removed 3157 rows and 1761 columns Presolve time: 0.09s Presolved: 3405 rows, 4800 columns, 25629 nonzeros Variable types: 80 continuous, 4720 integer (4720 binary) Root relaxation: objective 4.114440e+02, 467 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 411.44402 0 128 - 411.44402 - - 0s 0 0 444.83333 0 166 - 444.83333 - - 0s 0 0 446.00000 0 150 - 446.00000 - - 0s 0 0 447.12978 0 164 - 447.12978 - - 0s 0 0 448.65335 0 177 - 448.65335 - - 0s 0 0 448.77778 0 166 - 448.77778 - - 0s 0 0 449.08333 0 176 - 449.08333 - - 0s 0 0 449.16667 0 164 - 449.16667 - - 0s 0 0 449.16667 0 175 - 449.16667 - - 0s 0 0 449.16667 0 152 - 449.16667 - - 0s 0 0 449.26786 0 159 - 449.26786 - - 0s 0 0 449.27083 0 174 - 449.27083 - - 1s 0 0 449.27778 0 153 - 449.27778 - - 1s 0 0 449.27778 0 150 - 449.27778 - - 1s 0 0 449.27778 0 146 - 449.27778 - - 1s 0 0 449.27778 0 152 - 449.27778 - - 1s 0 0 449.27778 0 165 - 449.27778 - - 1s 0 0 449.27778 0 156 - 449.27778 - - 1s 0 0 449.27778 0 165 - 449.27778 - - 1s 0 0 449.27778 0 155 - 449.27778 - - 1s 0 2 449.38889 0 148 - 449.38889 - - 2s 603 527 665.22083 136 150 - 455.63889 - 22.4 10s 611 533 595.02518 56 148 - 470.14033 - 22.1 18s 613 534 497.16882 25 133 - 474.31411 - 22.0 22s 616 536 525.03518 36 143 - 477.80345 - 21.9 26s 618 537 614.41295 104 148 - 478.43742 - 21.9 33s 619 538 652.95824 66 137 - 478.78134 - 21.8 36s 620 539 530.99373 50 136 - 478.89936 - 21.8 41s 627 543 665.22083 136 172 - 479.49878 - 21.5 45s 642 553 495.62436 15 171 - 480.69627 - 41.0 50s 963 698 546.29930 26 130 - 481.94712 - 45.1 55s 1261 855 725.67760 145 53 - 481.94712 - 49.6 60s 1753 1143 718.35679 209 48 - 482.02347 - 46.1 65s 2315 1459 569.61668 68 85 - 482.07201 - 43.1 70s 2987 2001 643.86147 109 71 - 482.17453 - 40.6 75s 3659 2648 879.37201 273 24 - 482.63942 - 37.8 80s 4338 3198 484.19049 20 138 - 483.30682 - 37.0 85s 5012 3787 488.41075 22 166 - 483.65360 - 35.8 90s 5834 4470 574.03198 48 114 - 483.86493 - 34.9 95s 6580 5193 643.31103 126 45 - 483.97081 - 34.4 100s 7444 5998 497.99048 29 140 - 484.07338 - 33.4 105s 8299 6739 612.04969 179 60 - 484.07338 - 32.6 110s 9060 7426 544.05011 86 97 - 484.11927 - 32.3 115s 9686 7993 672.56041 145 61 - 484.19285 - 32.7 120s 10434 8691 543.68616 43 133 - 484.29452 - 32.0 125s 11278 9419 596.45633 96 101 - 484.30764 - 31.7 130s 12049 10083 556.84458 70 73 - 484.42718 - 31.7 135s 12787 10658 infeasible 151 - 484.72647 - 32.0 140s 13649 11403 812.95820 178 67 - 484.81290 - 31.7 145s 14334 11920 485.10483 28 159 - 485.00179 - 31.9 150s 15119 12564 533.65613 61 129 - 485.18642 - 31.9 155s 15849 13185 591.10573 119 44 - 485.30441 - 31.8 160s 16666 13792 659.79540 164 62 - 485.41306 - 31.6 165s 17269 14244 577.07283 93 95 - 485.47664 - 31.9 170s 18101 14997 571.40962 93 92 - 485.49724 - 31.5 175s 18907 15692 663.55359 155 43 - 485.62936 - 31.4 180s 19716 16368 729.68506 162 58 - 485.65913 - 31.4 185s 20380 16929 499.98028 31 84 - 485.75641 - 31.5 190s 20822 17312 512.35113 39 131 - 485.78301 - 31.8 195s 21460 17852 567.70489 103 85 - 485.84077 - 32.0 200s 22338 18620 669.33651 228 21 - 485.93970 - 31.7 205s 23235 19425 571.98862 53 120 - 486.00000 - 31.5 210s 24037 20087 502.73920 37 109 - 486.09522 - 31.5 215s 24916 20879 583.59030 85 119 - 486.21697 - 31.3 220s 25757 21655 632.34835 162 53 - 486.26033 - 31.2 225s 26548 22362 592.54589 85 112 - 486.37653 - 31.2 230s 27298 22987 587.01019 66 109 - 486.42435 - 31.2 235s 27939 23490 667.82354 85 94 - 486.51233 - 31.3 240s 28458 23924 infeasible 202 - 486.53067 - 31.5 245s 29278 24632 618.79645 69 106 - 486.60036 - 31.4 250s 29982 25229 504.05550 37 98 - 486.69640 - 31.4 255s 30474 25661 496.46223 27 134 - 486.78301 - 31.6 260s 31000 26108 650.00737 135 92 - 486.93252 - 31.8 265s 31759 26748 infeasible 235 - 486.96072 - 31.7 270s 32441 27320 544.60887 59 101 - 487.06293 - 31.7 275s 33139 27963 655.34465 116 84 - 487.10927 - 31.5 280s 33973 28691 589.93792 80 110 - 487.16825 - 31.4 285s 34754 29293 520.67656 45 136 - 487.29270 - 31.4 290s 35211 29680 523.38169 51 106 - 487.34038 - 31.7 295s 35880 30220 576.96251 90 62 - 487.41521 - 31.8 300s 36744 30924 522.00495 72 125 - 487.45360 - 31.7 305s 37512 31599 638.95725 120 90 - 487.46504 - 31.7 310s 38197 32147 507.62076 37 99 - 487.62758 - 31.8 315s 39197 33028 796.37058 336 36 - 487.66479 - 31.5 320s 40007 33688 521.31152 30 106 - 487.70119 - 31.5 325s 40585 34177 637.42598 89 102 - 487.74177 - 31.6 330s 40804 34366 558.31536 115 80 - 487.78508 - 31.6 352s 41237 34749 639.73534 143 66 - 487.78794 - 31.6 355s 41925 35333 670.99603 138 80 - 487.88050 - 31.6 360s 42694 35880 536.43267 53 111 - 487.90149 - 31.6 365s 43439 36433 761.63990 152 83 - 487.95652 - 31.6 370s 43898 36795 676.14843 83 109 - 488.02595 - 31.8 375s 44588 37343 512.23351 31 109 - 488.08748 - 31.9 380s 45186 37827 infeasible 71 - 488.21100 - 32.0 385s 45648 38174 591.20856 92 98 - 488.27229 - 32.2 390s 46311 38691 545.57895 62 125 - 488.35586 - 32.3 395s 47042 39325 657.30121 129 87 - 488.37416 - 32.3 400s 47918 40120 555.99743 90 74 - 488.37793 - 32.2 405s 48637 40771 687.68966 196 50 - 488.43089 - 32.2 410s 49361 41400 589.10805 79 115 - 488.50000 - 32.3 415s 49946 41880 652.22319 96 95 - 488.52853 - 32.4 420s 50517 42348 568.99040 55 129 - 488.55942 - 32.5 425s 51153 42855 533.64722 61 79 - 488.61078 - 32.5 430s 51891 43499 543.89708 62 114 - 488.64178 - 32.6 435s 52372 43906 623.32444 106 97 - 488.69117 - 32.7 440s 53019 44432 586.53893 101 80 - 488.70982 - 32.7 445s 53801 45098 720.21882 235 33 - 488.73482 - 32.7 450s 54378 45555 552.04870 68 117 - 488.74304 - 32.8 455s 55273 46336 565.32678 81 77 - 488.76322 - 32.7 460s 56132 47071 509.87162 34 144 - 488.78346 - 32.6 465s 56745 47657 724.72919 231 39 - 488.82646 - 32.6 470s 57380 48124 562.51633 71 137 - 488.88147 - 32.7 475s 58094 48767 788.37141 248 52 - 488.89703 - 32.6 480s 58694 49209 508.41646 46 123 - 488.96102 - 32.7 485s 59280 49729 560.18832 58 114 - 489.04204 - 32.8 490s 60001 50351 794.16478 204 51 - 489.07979 - 32.8 495s 60736 50948 587.78403 85 92 - 489.13642 - 32.8 500s 61408 51537 775.06050 135 71 - 489.15587 - 32.8 505s 61773 51778 644.93259 70 108 - 489.17286 - 33.0 510s 62510 52389 500.50481 23 107 - 489.35453 - 32.9 515s 63128 52928 540.86108 60 95 - 489.38777 - 33.0 520s 63819 53496 577.68246 75 93 - 489.51233 - 33.1 525s 64585 54105 505.17101 26 105 - 489.58947 - 33.0 530s 65305 54722 523.82548 28 113 - 489.63818 - 33.0 535s 66197 55525 541.22655 45 128 - 489.70434 - 32.9 540s 66712 55931 528.44268 58 108 - 489.73862 - 33.0 545s 67533 56640 621.44288 209 48 - 489.74881 - 32.9 550s 68245 57294 787.48881 178 44 - 489.75985 - 32.9 555s 68921 57833 654.79832 134 83 - 489.83448 - 32.9 560s 69412 58200 550.92247 65 143 - 489.90082 - 33.0 565s 70030 58696 557.75833 70 90 - 489.91725 - 33.1 570s 70665 59202 491.77122 26 133 - 489.97589 - 33.1 575s 71143 59634 527.83429 39 98 - 490.02964 - 33.2 580s 71544 59963 616.62894 79 117 - 490.09814 - 33.3 585s 72184 60521 625.06411 105 121 - 490.12653 - 33.3 590s 72833 61089 729.07375 254 32 - 490.13590 - 33.3 595s 73553 61709 521.60831 42 126 - 490.21851 - 33.3 600s 74106 62168 623.52653 73 126 - 490.26790 - 33.4 605s 74902 62815 676.61753 181 83 - 490.29789 - 33.4 610s 75552 63338 514.14207 20 153 - 490.31225 - 33.4 615s 76363 64061 560.04828 74 111 - 490.36343 - 33.3 620s 77179 64772 737.66610 180 60 - 490.42548 - 33.2 625s 77834 65274 499.94465 38 98 - 490.49143 - 33.3 630s 78448 65800 696.67753 97 106 - 490.49699 - 33.3 635s 79115 66326 infeasible 140 - 490.53059 - 33.3 640s 79755 66814 555.36394 54 113 - 490.61344 - 33.4 645s 80316 67277 583.79336 142 107 - 490.68680 - 33.4 650s 80919 67795 595.66968 107 76 - 490.74653 - 33.5 655s 81518 68254 529.08769 55 140 - 490.76789 - 33.5 660s 82141 68778 692.30732 132 99 - 490.78342 - 33.5 665s 82945 69418 520.36267 48 90 - 490.88832 - 33.5 670s 83364 69773 554.64166 72 100 - 490.90836 - 33.6 675s 83786 70095 582.97740 96 97 - 490.92170 - 33.7 680s 84495 70683 707.61852 92 130 - 490.96848 - 33.7 685s 85200 71319 758.97187 254 31 - 491.01622 - 33.7 690s 85913 71942 680.59686 119 68 - 491.06270 - 33.7 695s 86614 72553 501.87220 28 114 - 491.15293 - 33.7 700s 87305 73139 503.39677 28 166 - 491.21360 - 33.7 705s 88062 73797 infeasible 72 - 491.25300 - 33.7 710s 88757 74338 619.08696 42 103 - 491.28233 - 33.7 715s 89292 74776 498.34818 22 135 - 491.32727 - 33.8 720s 89755 75181 696.52646 153 104 - 491.36446 - 33.8 725s 90543 75817 614.98337 98 125 - 491.39747 - 33.7 730s 91171 76358 587.85235 59 119 - 491.46095 - 33.8 735s 91716 76817 500.27737 29 98 - 491.49189 - 33.8 740s 92449 77461 565.67818 75 131 - 491.49997 - 33.7 745s 93018 77904 502.99425 44 95 - 491.52559 - 33.8 750s 93675 78471 598.51484 111 103 - 491.54047 - 33.8 755s 94327 79022 736.85050 148 75 - 491.57218 - 33.8 760s 95033 79615 668.04753 140 82 - 491.58422 - 33.8 765s 95809 80297 591.89166 111 105 - 491.65411 - 33.8 770s 96398 80792 591.80540 66 110 - 491.74707 - 33.8 775s 96816 81111 542.34752 45 154 - 491.76386 - 33.9 780s 97457 81654 520.07451 37 90 - 491.78857 - 33.9 785s 98230 82283 504.16187 26 123 - 491.86451 - 33.9 790s 98703 82654 831.95735 175 84 - 491.86608 - 34.0 795s 99423 83222 607.17650 50 121 - 491.89602 - 34.0 800s 99897 83620 561.42410 70 107 - 491.90767 - 34.0 805s 100587 84248 517.15942 34 105 - 491.94493 - 34.0 810s 101121 84689 infeasible 132 - 491.96665 - 34.1 815s 101766 85188 497.89357 18 135 - 492.00657 - 34.1 820s 102541 85866 521.68434 51 130 - 492.01629 - 34.0 825s 103309 86492 595.87623 69 107 - 492.07422 - 34.0 830s 104010 87112 540.93139 63 110 - 492.08726 - 34.0 835s 104666 87625 553.53163 62 88 - 492.15032 - 34.0 840s 105415 88273 597.92389 58 117 - 492.18826 - 34.0 845s 106095 88776 733.53417 174 100 - 492.19249 - 34.0 850s 106508 89075 543.15367 42 111 - 492.22109 - 34.1 855s 107053 89550 558.79580 59 129 - 492.27930 - 34.1 860s 107577 90002 550.90225 52 118 - 492.32312 - 34.2 865s 108349 90634 524.75076 40 102 - 492.37819 - 34.2 870s 109120 91313 566.36699 61 79 - 492.41700 - 34.1 875s 109601 91688 559.12370 75 127 - 492.43146 - 34.2 880s 110232 92189 751.66433 180 36 - 492.43632 - 34.2 885s 110900 92742 613.02246 57 99 - 492.44782 - 34.2 890s 111356 93137 682.32409 144 65 - 492.46161 - 34.2 895s 112115 93740 690.38618 145 98 - 492.46552 - 34.2 900s 112749 94278 615.94963 101 67 - 492.48318 - 34.2 905s 113403 94834 517.23921 48 120 - 492.50729 - 34.2 910s 114036 95353 515.46029 37 136 - 492.53903 - 34.2 915s 114681 95912 562.64919 49 125 - 492.54396 - 34.2 920s 115121 96260 628.05612 73 112 - 492.56565 - 34.2 925s 115324 96437 755.55022 122 115 - 492.59241 - 34.4 930s 115915 96916 684.01277 145 57 - 492.61159 - 34.4 935s 116741 97564 553.61595 57 141 - 492.68901 - 34.3 940s 117237 97946 infeasible 185 - 492.72234 - 34.4 945s 117676 98266 519.82889 34 137 - 492.73746 - 34.4 950s 118340 98850 674.11112 196 21 - 492.74623 - 34.4 955s 118745 99160 615.29667 48 133 - 492.83233 - 34.5 960s 119285 99598 550.03617 56 112 - 492.84478 - 34.5 965s 119734 99973 571.85667 95 98 - 492.84826 - 34.6 970s 120210 100325 590.38583 68 115 - 492.90198 - 34.6 975s 120685 100686 537.00038 56 119 - 492.92662 - 34.7 980s 121219 101104 571.17660 89 105 - 492.96951 - 34.7 985s 121729 101450 532.95976 45 115 - 492.97637 - 34.8 990s 122339 101972 519.22486 66 114 - 493.00327 - 34.8 995s 122873 102445 infeasible 62 - 493.05620 - 34.8 1000s 123420 102894 538.76378 61 123 - 493.10186 - 34.8 1005s 123884 103181 504.83880 44 84 - 493.12245 - 34.9 1010s 124288 103509 509.23389 52 137 - 493.14850 - 34.9 1015s 125051 104139 infeasible 39 - 493.16001 - 34.9 1020s 125494 104494 511.46130 38 84 - 493.19461 - 34.9 1025s 126083 104930 534.28082 59 131 - 493.22242 - 34.9 1030s 126565 105279 infeasible 54 - 493.26872 - 35.0 1035s 127127 105776 619.47936 121 79 - 493.30013 - 35.0 1040s 127933 106492 806.65761 280 40 - 493.30591 - 35.0 1045s 128427 106883 561.42165 64 71 - 493.33050 - 35.0 1050s 129204 107484 568.42398 43 112 - 493.34530 - 35.0 1055s 129847 108049 583.21534 87 82 - 493.38063 - 35.0 1060s 130607 108654 509.90066 30 146 - 493.40134 - 35.0 1065s 131157 109073 714.20206 134 79 - 493.47361 - 35.0 1070s 131747 109518 566.85780 65 107 - 493.50099 - 35.0 1075s 132114 109779 541.15224 53 132 - 493.53978 - 35.1 1080s 132592 110146 infeasible 65 - 493.54673 - 35.1 1085s 133167 110611 557.17445 54 119 - 493.57637 - 35.1 1090s 133653 110940 597.84209 57 101 - 493.61346 - 35.2 1095s 134001 111176 521.24794 31 118 - 493.64441 - 35.2 1100s 134479 111545 infeasible 56 - 493.65073 - 35.3 1105s 134994 111945 infeasible 44 - 493.67343 - 35.3 1110s 135179 112084 661.29770 88 119 - 493.69290 - 35.4 1115s 135761 112603 694.55861 82 120 - 493.71910 - 35.4 1120s 136214 112976 infeasible 62 - 493.72691 - 35.5 1125s 136564 113209 585.53457 88 95 - 493.75457 - 35.5 1130s 137068 113651 607.32833 68 93 - 493.76485 - 35.6 1135s 137491 113985 528.56813 33 120 - 493.79829 - 35.6 1140s 138158 114531 542.20053 51 103 - 493.80587 - 35.6 1145s 138535 114771 551.21367 64 127 - 493.81830 - 35.7 1150s 139169 115326 658.98776 112 96 - 493.85957 - 35.7 1155s 139611 115640 573.52072 83 83 - 493.88334 - 35.7 1160s 140199 116106 519.79803 42 134 - 493.92559 - 35.7 1165s 140922 116682 infeasible 42 - 493.93681 - 35.7 1170s 141598 117267 infeasible 68 - 493.95975 - 35.7 1175s 141936 117495 560.56415 51 145 - 493.98044 - 35.8 1180s 142303 117758 548.69872 43 120 - 494.01161 - 35.8 1185s 142802 118161 518.58079 36 156 - 494.07823 - 35.9 1190s 143233 118504 526.42759 29 110 - 494.09630 - 35.9 1195s 143656 118795 infeasible 70 - 494.12078 - 35.9 1200s 144239 119251 527.38851 85 130 - 494.13637 - 36.0 1205s 144575 119522 567.05427 72 87 - 494.15883 - 36.0 1210s 145193 120025 608.08407 67 132 - 494.19264 - 36.0 1215s 145890 120588 541.29680 38 122 - 494.21656 - 36.0 1220s 146295 120911 577.77368 48 111 - 494.22415 - 36.0 1225s 146934 121427 infeasible 88 - 494.27153 - 36.1 1230s 147428 121809 586.17587 71 142 - 494.27988 - 36.1 1235s 147758 122009 653.83688 69 115 - 494.29819 - 36.2 1240s 148212 122337 517.20463 33 106 - 494.32501 - 36.2 1245s 148701 122740 636.77594 189 19 - 494.34560 - 36.3 1250s 149192 123118 infeasible 65 - 494.36610 - 36.3 1255s 149603 123457 759.67844 150 70 - 494.36893 - 36.3 1260s 150090 123792 557.55659 67 118 - 494.43911 - 36.4 1265s 150689 124281 509.66485 24 126 - 494.46242 - 36.4 1270s 151493 124957 534.61623 91 97 - 494.48046 - 36.3 1275s 152045 125402 520.86949 46 125 - 494.49780 - 36.3 1280s 152565 125821 569.04337 50 79 - 494.52720 - 36.3 1285s 153201 126345 586.58378 62 113 - 494.53801 - 36.3 1290s 153760 126773 infeasible 95 - 494.54853 - 36.4 1295s 154265 127163 557.71222 64 133 - 494.59839 - 36.4 1300s 154791 127573 532.73400 74 94 - 494.63370 - 36.4 1305s 155411 128074 518.25752 66 103 - 494.64077 - 36.4 1310s 156126 128636 527.47125 55 114 - 494.64990 - 36.4 1315s 156628 129058 678.48959 130 70 - 494.66470 - 36.4 1320s 157112 129466 573.37863 75 119 - 494.68800 - 36.4 1325s 157720 129941 874.09918 137 77 - 494.69693 - 36.4 1330s 158207 130319 572.20326 46 85 - 494.72179 - 36.5 1335s 158879 130916 549.65382 46 146 - 494.73243 - 36.5 1340s 159376 131300 518.74943 46 119 - 494.76571 - 36.5 1345s 159849 131672 infeasible 32 - 494.78887 - 36.5 1350s 160286 132016 616.50078 91 97 - 494.80808 - 36.6 1355s 160932 132488 546.21597 49 132 - 494.81879 - 36.6 1360s 161479 132925 556.31355 40 142 - 494.85212 - 36.6 1365s 162171 133505 529.41273 62 132 - 494.88442 - 36.6 1370s 162804 134012 804.13370 225 33 - 494.89807 - 36.6 1375s 163257 134363 infeasible 93 - 494.90407 - 36.6 1380s 163501 134479 615.84141 72 110 - 494.91925 - 36.7 1385s 163830 134756 539.41876 59 135 - 494.95384 - 36.7 1390s 164191 135060 612.31052 120 100 - 494.95774 - 36.8 1395s 164705 135497 701.18503 138 90 - 494.97805 - 36.8 1400s 165014 135710 692.16094 154 100 - 494.99481 - 36.9 1405s 165664 136261 501.53292 36 161 - 495.00094 - 36.9 1410s 166177 136678 infeasible 52 - 495.01520 - 36.9 1415s 166705 137127 531.19294 64 105 - 495.03467 - 36.9 1420s 167176 137503 546.48589 46 111 - 495.05793 - 36.9 1425s 167860 138021 infeasible 58 - 495.07177 - 36.9 1430s 168358 138444 623.68657 112 64 - 495.09331 - 36.9 1435s 169054 139009 498.18596 26 142 - 495.09869 - 36.9 1440s 169679 139519 infeasible 129 - 495.10969 - 36.9 1445s 170181 139954 576.95938 97 95 - 495.13702 - 36.9 1450s 170874 140547 619.99792 130 116 - 495.14609 - 36.9 1455s 171466 140965 535.00943 42 131 - 495.16850 - 36.9 1460s 172033 141388 720.73226 168 66 - 495.18997 - 36.9 1465s 172585 141804 infeasible 83 - 495.19657 - 37.0 1470s 173034 142154 592.07550 56 98 - 495.21002 - 37.0 1475s 173474 142470 509.48162 38 135 - 495.22579 - 37.0 1480s 174094 143004 infeasible 61 - 495.25422 - 37.0 1485s 174639 143438 589.55124 73 120 - 495.26910 - 37.0 1490s 175075 143782 541.35053 56 92 - 495.27788 - 37.0 1495s 175646 144245 infeasible 73 - 495.29202 - 37.1 1500s 176344 144779 512.01136 26 151 - 495.30283 - 37.0 1505s 176798 145171 infeasible 56 - 495.31114 - 37.0 1510s 177384 145612 586.19131 69 100 - 495.32332 - 37.1 1515s 177958 146090 708.76682 119 62 - 495.33899 - 37.1 1520s 178330 146349 498.35385 38 126 - 495.37825 - 37.1 1525s 178661 146597 infeasible 97 - 495.38511 - 37.1 1530s 179146 146936 infeasible 74 - 495.39409 - 37.2 1535s 179685 147324 499.25513 41 81 - 495.42026 - 37.2 1540s 180236 147750 579.80728 56 114 - 495.43047 - 37.2 1545s 180614 148056 573.10959 83 75 - 495.45689 - 37.2 1550s 181099 148421 527.38475 55 110 - 495.46804 - 37.3 1555s 181306 148560 719.57494 129 134 - 495.46804 - 37.3 1560s 181731 148907 566.05281 85 86 - 495.47207 - 37.4 1565s 182457 149476 524.26214 35 76 - 495.49197 - 37.3 1570s 182963 149855 528.84897 38 124 - 495.49624 - 37.3 1575s 183538 150329 716.55596 129 47 - 495.53714 - 37.4 1580s 184122 150729 606.18830 57 110 - 495.54612 - 37.3 1585s 184638 151149 508.66787 43 103 - 495.57027 - 37.4 1590s 185153 151572 520.85879 60 130 - 495.58951 - 37.4 1595s 185658 151998 606.55788 76 87 - 495.60461 - 37.4 1600s 186095 152329 658.83336 59 156 - 495.61350 - 37.4 1605s 186426 152576 550.43027 56 161 - 495.62436 - 37.5 1610s 186892 152939 infeasible 62 - 495.63762 - 37.5 1615s 187408 153316 520.86562 38 156 - 495.65278 - 37.5 1620s 188016 153801 508.56662 41 120 - 495.66445 - 37.5 1625s 188423 154118 510.11333 43 117 - 495.68575 - 37.6 1630s 188738 154383 615.52961 103 72 - 495.69122 - 37.6 1635s 189377 154943 507.99518 48 106 - 495.70469 - 37.6 1640s 190191 155584 infeasible 162 - 495.70733 - 37.6 1645s 190574 155881 543.31446 51 135 - 495.71399 - 37.6 1650s 191011 156225 562.44347 64 135 - 495.72740 - 37.6 1655s 191328 156428 infeasible 111 - 495.73097 - 37.7 1660s 191962 156907 529.24305 50 136 - 495.74175 - 37.7 1665s 192414 157256 infeasible 63 - 495.75421 - 37.7 1670s 192692 157422 512.61116 57 87 - 495.76931 - 37.8 1675s 193150 157745 infeasible 151 - 495.78215 - 37.8 1680s 193784 158299 558.01912 52 129 - 495.78830 - 37.8 1685s 194257 158683 499.61744 36 155 - 495.80005 - 37.8 1690s 194778 159104 556.61259 75 89 - 495.82245 - 37.8 1695s 195201 159441 563.62500 48 88 - 495.85314 - 37.8 1700s 195775 159962 565.82715 67 130 - 495.85714 - 37.8 1705s 196123 160248 691.67190 120 124 - 495.86078 - 37.9 1710s 196683 160637 infeasible 63 - 495.87411 - 37.9 1715s 197068 160962 591.00473 83 127 - 495.89864 - 37.9 1720s 197624 161420 541.74539 41 149 - 495.91847 - 37.9 1725s 198153 161866 685.48290 150 90 - 495.92627 - 38.0 1730s 198709 162311 565.99518 75 114 - 495.94442 - 38.0 1735s 199262 162754 513.74847 35 98 - 495.98404 - 38.0 1740s 199865 163245 510.90739 45 118 - 496.00000 - 38.0 1745s 200426 163717 infeasible 176 - 496.00380 - 38.0 1750s 201075 164242 infeasible 56 - 496.01468 - 38.0 1755s 201476 164582 767.26077 149 71 - 496.02283 - 38.0 1760s 201954 164935 641.52176 128 46 - 496.03344 - 38.0 1765s 202438 165315 600.50829 106 86 - 496.06006 - 38.0 1770s 203063 165818 514.75747 43 120 - 496.06483 - 38.0 1775s 203700 166346 510.53649 39 111 - 496.07629 - 38.0 1780s 204124 166695 824.24917 173 76 - 496.09528 - 38.1 1785s 204625 167090 infeasible 57 - 496.10516 - 38.1 1790s 205132 167502 557.62658 38 116 - 496.11334 - 38.1 1795s 205729 168006 638.35575 124 76 - 496.12003 - 38.1 1800s 206491 168630 627.45764 158 84 - 496.13404 - 38.1 1805s 207157 169151 496.40142 28 106 - 496.14316 - 38.0 1810s 207588 169512 683.23713 115 72 - 496.14380 - 38.1 1815s 208220 170022 555.82129 78 67 - 496.15912 - 38.1 1820s 208861 170543 573.29886 92 108 - 496.17480 - 38.1 1825s 209453 171053 682.68733 151 68 - 496.18284 - 38.1 1830s 209800 171301 699.24863 142 106 - 496.18516 - 38.1 1835s 210411 171785 519.10584 44 112 - 496.19309 - 38.1 1840s 210977 172261 517.75083 51 103 - 496.20320 - 38.1 1845s 211683 172870 532.16616 44 91 - 496.21628 - 38.1 1850s 212194 173283 535.68348 60 126 - 496.23413 - 38.1 1855s 212868 173833 543.93884 118 71 - 496.24126 - 38.1 1860s 213645 174503 508.01697 45 93 - 496.25280 - 38.0 1865s 214009 174807 641.40438 166 80 - 496.25281 - 38.1 1870s 214469 175167 538.45446 100 103 - 496.27444 - 38.1 1875s 215198 175768 523.17486 35 114 - 496.28434 - 38.0 1880s 215767 176231 536.38364 48 130 - 496.29576 - 38.1 1885s 216241 176612 507.85779 42 93 - 496.31384 - 38.1 1890s 216886 177158 530.36022 62 112 - 496.33143 - 38.1 1895s 217396 177583 542.24716 56 121 - 496.33219 - 38.1 1900s 217921 177978 511.89318 38 179 - 496.34051 - 38.1 1905s 218380 178351 infeasible 173 - 496.35328 - 38.1 1910s 219018 178900 513.74852 38 86 - 496.38486 - 38.1 1915s 219739 179548 575.24971 160 50 - 496.39200 - 38.1 1920s 220516 180195 537.76117 69 118 - 496.40308 - 38.0 1925s 220956 180504 719.53583 147 100 - 496.41214 - 38.1 1930s 221340 180796 582.58452 84 88 - 496.43939 - 38.1 1935s 221917 181250 506.52870 23 148 - 496.45379 - 38.1 1940s 222589 181851 525.05108 44 142 - 496.46429 - 38.1 1945s 222960 182114 577.10084 32 139 - 496.48011 - 38.1 1950s 223279 182335 519.81111 54 127 - 496.49342 - 38.2 1955s 223749 182737 640.42148 148 91 - 496.50366 - 38.2 1960s 224327 183207 510.05910 30 118 - 496.51786 - 38.2 1965s 224913 183746 719.67180 167 64 - 496.52284 - 38.2 1970s 225516 184220 640.86623 168 96 - 496.52726 - 38.2 1975s 225858 184450 603.87087 68 131 - 496.54232 - 38.2 1980s 226511 184915 598.33959 76 122 - 496.55790 - 38.2 1985s 226977 185267 566.79544 72 147 - 496.56820 - 38.2 1990s 227316 185507 512.14438 39 122 - 496.57828 - 38.3 1995s 227792 185904 562.25379 127 61 - 496.59533 - 38.3 2000s 228490 186461 585.70332 83 87 - 496.62884 - 38.3 2005s 228978 186883 555.42028 108 119 - 496.62884 - 38.3 2010s 229515 187291 520.11810 50 138 - 496.64099 - 38.3 2015s 229911 187545 infeasible 114 - 496.65213 - 38.3 2020s 230355 187856 523.26359 46 111 - 496.66424 - 38.4 2025s 230748 188178 643.02988 92 106 - 496.66857 - 38.4 2030s 231360 188652 573.82231 73 104 - 496.67737 - 38.4 2035s 231855 189079 infeasible 49 - 496.68153 - 38.4 2040s 232315 189417 523.58005 51 131 - 496.69768 - 38.4 2045s 232914 189933 586.96115 73 127 - 496.70354 - 38.4 2050s 233502 190457 604.96812 88 97 - 496.71757 - 38.4 2055s 234094 190950 520.77975 32 109 - 496.72742 - 38.4 2060s 234643 191334 568.69858 64 102 - 496.73385 - 38.4 2065s 235292 191893 765.71240 170 71 - 496.73931 - 38.4 2070s 235608 192135 518.90931 39 137 - 496.74704 - 38.4 2075s 236281 192672 514.41815 33 156 - 496.75673 - 38.4 2080s 236740 193052 505.48820 39 84 - 496.76207 - 38.4 2085s 237059 193292 509.32224 37 110 - 496.77362 - 38.5 2090s 237285 193408 infeasible 114 - 496.77362 - 38.5 2095s 237779 193812 infeasible 152 - 496.77448 - 38.5 2100s 238191 194126 506.67714 46 121 - 496.79284 - 38.6 2105s 238645 194472 582.21626 106 88 - 496.80349 - 38.6 2110s 239180 194895 558.51533 59 124 - 496.80518 - 38.6 2115s 239637 195257 506.58502 26 115 - 496.82737 - 38.6 2120s 239985 195531 infeasible 110 - 496.83153 - 38.6 2125s 240502 195952 550.62375 59 97 - 496.83970 - 38.6 2130s 241123 196446 505.54188 39 138 - 496.84392 - 38.6 2135s 241433 196647 534.10644 35 152 - 496.85916 - 38.7 2140s 241851 196961 546.33845 51 139 - 496.86748 - 38.7 2145s 242306 197320 586.50000 64 112 - 496.87386 - 38.7 2150s 242961 197834 533.91680 52 123 - 496.88455 - 38.7 2155s 243561 198351 526.55663 53 106 - 496.88651 - 38.7 2160s 244184 198907 641.37861 114 96 - 496.88975 - 38.7 2165s 244817 199379 508.11020 48 144 - 496.89943 - 38.7 2170s 245177 199599 infeasible 73 - 496.91019 - 38.7 2175s 245576 199882 infeasible 69 - 496.91479 - 38.7 2180s 246096 200296 608.00404 106 110 - 496.92074 - 38.7 2185s 246567 200636 infeasible 83 - 496.92437 - 38.8 2190s 247027 200978 532.99881 76 107 - 496.94307 - 38.8 2195s 247502 201350 527.94434 64 97 - 496.95564 - 38.8 2200s 248422 202157 611.15196 57 156 - 496.95853 - 38.8 2205s 248797 202425 518.01793 35 102 - 496.97378 - 38.8 2210s 249439 202937 594.43902 134 57 - 496.98124 - 38.8 2215s 249958 203357 657.87353 146 91 - 496.98573 - 38.8 2220s 250586 203823 667.06949 177 89 - 496.99385 - 38.8 2225s 251015 204167 591.86061 68 140 - 497.00000 - 38.8 2230s 251509 204521 497.06322 37 100 - 497.00236 - 38.8 2235s 252199 205058 602.80784 73 128 - 497.00745 - 38.8 2240s 252662 205415 infeasible 46 - 497.01140 - 38.8 2245s 253188 205851 582.53059 100 92 - 497.01230 - 38.8 2250s 253813 206358 infeasible 62 - 497.02923 - 38.8 2255s 254425 206880 511.47318 51 131 - 497.03417 - 38.8 2260s 254826 207172 581.85481 52 118 - 497.03655 - 38.9 2265s 255203 207437 566.89467 86 68 - 497.04361 - 38.9 2270s 255660 207795 infeasible 51 - 497.04827 - 38.9 2275s 255976 208028 544.58757 57 107 - 497.06807 - 38.9 2280s 256342 208318 666.30246 113 86 - 497.06994 - 38.9 2285s 256604 208488 538.89029 53 123 - 497.08711 - 39.0 2290s 257083 208830 541.08579 58 95 - 497.09327 - 39.0 2295s 257449 209084 infeasible 79 - 497.10026 - 39.0 2300s 257806 209371 659.55970 111 81 - 497.11157 - 39.1 2305s 258224 209690 550.47003 43 119 - 497.12309 - 39.1 2310s 258810 210183 511.23107 26 112 - 497.13684 - 39.1 2315s 259459 210701 652.78317 113 111 - 497.14640 - 39.1 2320s 260022 211165 infeasible 125 - 497.15167 - 39.1 2325s 260379 211442 562.74658 95 80 - 497.15955 - 39.1 2330s 260900 211818 529.98365 47 152 - 497.16667 - 39.1 2335s 261453 212265 555.19483 46 125 - 497.16857 - 39.1 2340s 261823 212542 550.66441 44 119 - 497.18095 - 39.1 2345s 262464 213106 infeasible 125 - 497.19090 - 39.1 2350s 263027 213493 517.22938 42 155 - 497.20537 - 39.1 2355s 263638 213990 526.76733 36 149 - 497.20833 - 39.1 2360s 264076 214366 570.71458 93 72 - 497.21374 - 39.1 2365s 264493 214695 530.53018 81 109 - 497.21506 - 39.2 2370s 265118 215231 608.22712 135 94 - 497.22342 - 39.1 2375s 265577 215600 535.49058 49 128 - 497.23473 - 39.2 2380s 265984 215864 570.01558 76 122 - 497.23943 - 39.2 2385s 266433 216173 615.89029 93 134 - 497.24541 - 39.2 2390s 266929 216554 525.33486 38 145 - 497.24846 - 39.2 2395s 267435 216970 616.02143 84 94 - 497.25318 - 39.2 2400s 267892 217334 560.98103 82 86 - 497.25977 - 39.2 2405s 268314 217623 infeasible 44 - 497.26528 - 39.3 2410s 268787 217980 566.80911 72 88 - 497.26790 - 39.3 2415s 269342 218437 497.76896 29 112 - 497.27898 - 39.3 2420s 269919 218889 infeasible 48 - 497.29161 - 39.3 2425s 270287 219158 517.17302 47 133 - 497.29348 - 39.3 2430s 270782 219563 621.72966 68 111 - 497.30008 - 39.3 2435s 271283 219966 498.87972 32 118 - 497.30788 - 39.3 2440s 271801 220351 infeasible 57 - 497.31095 - 39.3 2445s 272181 220639 503.97889 43 139 - 497.32247 - 39.4 2450s 272778 221146 566.15480 49 85 - 497.33165 - 39.3 2455s 273268 221504 504.07743 54 117 - 497.34354 - 39.4 2460s 273628 221778 613.68239 96 104 - 497.35079 - 39.4 2465s 274217 222281 568.50444 54 149 - 497.35876 - 39.4 2470s 274750 222688 613.99073 98 109 - 497.37107 - 39.4 2475s 275317 223120 616.55697 87 102 - 497.37519 - 39.4 2480s 275791 223490 594.38182 58 122 - 497.37675 - 39.4 2485s 276301 223871 502.44736 44 113 - 497.38246 - 39.4 2490s 276950 224394 584.91551 67 82 - 497.38500 - 39.4 2495s 277218 224576 infeasible 69 - 497.38916 - 39.4 2500s 277595 224857 625.74250 74 111 - 497.39697 - 39.5 2505s 277951 225147 597.00232 106 111 - 497.40120 - 39.5 2510s 278289 225415 infeasible 159 - 497.40903 - 39.5 2515s 278665 225701 717.60983 115 104 - 497.41224 - 39.5 2520s 279250 226170 500.31750 26 136 - 497.42433 - 39.5 2525s 279762 226577 574.95023 98 62 - 497.44068 - 39.5 2530s 280504 227180 infeasible 162 - 497.44714 - 39.5 2535s 281017 227569 infeasible 68 - 497.46512 - 39.5 2540s 281321 227795 659.35042 107 101 - 497.47163 - 39.6 2545s 281688 228058 582.51375 63 132 - 497.48529 - 39.6 2550s 282324 228601 576.98030 91 90 - 497.49167 - 39.6 2555s 282848 229019 576.66779 64 118 - 497.49853 - 39.6 2560s 283419 229468 614.71201 53 140 - 497.50292 - 39.6 2565s 284022 229936 571.32361 77 86 - 497.50741 - 39.6 2570s 284709 230505 550.22222 54 102 - 497.52665 - 39.6 2575s 285276 231007 618.28681 108 77 - 497.53008 - 39.6 2580s 285747 231389 591.71279 39 120 - 497.54167 - 39.6 2585s 286149 231730 633.83854 137 95 - 497.54722 - 39.6 2590s 286438 231893 infeasible 49 - 497.55606 - 39.6 2595s 287189 232547 594.07074 92 83 - 497.55691 - 39.6 2600s 287654 232916 608.84101 88 112 - 497.56036 - 39.6 2605s 288187 233367 585.42039 110 74 - 497.56863 - 39.6 2610s 288742 233777 515.70839 59 139 - 497.57473 - 39.6 2615s 289340 234305 543.67962 52 147 - 497.57775 - 39.6 2620s 289885 234740 713.14576 150 37 - 497.58333 - 39.6 2625s 290280 235027 516.46170 57 80 - 497.59095 - 39.6 2630s 290689 235323 533.04997 44 122 - 497.59812 - 39.7 2635s 291195 235705 497.64914 32 160 - 497.60525 - 39.7 2640s 291643 236064 600.29921 77 99 - 497.61215 - 39.7 2645s 292120 236417 infeasible 65 - 497.62275 - 39.7 2650s 292437 236672 584.20649 115 125 - 497.63158 - 39.7 2655s 292911 237007 733.35307 147 86 - 497.64159 - 39.7 2660s 293442 237320 infeasible 59 - 497.64410 - 39.7 2665s 293914 237618 515.84615 52 89 - 497.64410 - 39.8 2670s 294492 238065 637.22983 139 103 - 497.65335 - 39.7 2675s 295171 238605 623.56343 151 43 - 497.66602 - 39.7 2680s 295765 239030 infeasible 66 - 497.67762 - 39.7 2685s 296098 239274 580.31952 75 93 - 497.67896 - 39.7 2690s 296644 239749 515.50674 55 137 - 497.68678 - 39.7 2695s 297104 240087 514.89873 32 119 - 497.69978 - 39.8 2700s 297596 240478 infeasible 53 - 497.71138 - 39.8 2705s 298014 240769 535.36525 50 118 - 497.72109 - 39.8 2710s 298608 241224 659.48479 154 108 - 497.72836 - 39.8 2715s 299047 241566 664.82881 114 76 - 497.73296 - 39.8 2720s 299446 241839 infeasible 51 - 497.73980 - 39.8 2725s 299867 242162 523.90272 54 109 - 497.75762 - 39.8 2730s 300490 242623 501.19593 47 109 - 497.76572 - 39.8 2735s 300984 243016 572.29778 85 108 - 497.76667 - 39.8 2740s 301415 243312 infeasible 77 - 497.77911 - 39.8 2745s 302078 243831 infeasible 57 - 497.78381 - 39.8 2750s 302640 244312 573.15825 77 81 - 497.78964 - 39.8 2755s 303290 244860 503.71930 40 118 - 497.79048 - 39.8 2760s 303790 245284 523.14923 62 126 - 497.79963 - 39.8 2765s 304217 245596 542.45463 58 128 - 497.80423 - 39.8 2770s 304572 245830 infeasible 121 - 497.80423 - 39.9 2775s 305064 246243 691.97056 236 54 - 497.81381 - 39.9 2780s 305589 246615 521.61497 63 124 - 497.83055 - 39.9 2785s 305939 246827 552.82682 46 142 - 497.84273 - 39.9 2790s 306208 247014 543.82378 55 126 - 497.85181 - 39.9 2795s 306603 247302 519.57143 45 83 - 497.86380 - 40.0 2800s 307130 247691 502.28076 31 166 - 497.86796 - 40.0 2805s 307587 248018 638.96055 54 108 - 497.87744 - 40.0 2810s 308076 248421 infeasible 68 - 497.88348 - 40.0 2815s 308613 248822 520.35337 42 139 - 497.89027 - 40.0 2820s 309184 249308 546.21180 69 123 - 497.89563 - 40.0 2825s 309680 249695 601.19890 74 105 - 497.90317 - 40.0 2830s 310135 250017 560.25147 62 132 - 497.90918 - 40.0 2835s 310508 250285 514.67843 43 151 - 497.91110 - 40.0 2840s 310749 250445 564.69907 47 133 - 497.91667 - 40.1 2845s 311056 250599 540.40601 51 138 - 497.92667 - 40.1 2850s 311370 250787 515.86763 49 104 - 497.93220 - 40.1 2855s 311802 251103 530.94742 94 111 - 497.93957 - 40.1 2860s 312385 251557 infeasible 51 - 497.94673 - 40.1 2865s 312787 251845 562.76992 49 146 - 497.95662 - 40.2 2870s 313234 252212 596.83360 96 112 - 497.95870 - 40.2 2875s 313615 252473 508.12814 36 115 - 497.96580 - 40.2 2880s 314244 252985 528.79481 68 119 - 497.97109 - 40.2 2885s 314809 253448 544.57345 53 152 - 497.97687 - 40.2 2890s 315226 253777 602.57699 56 139 - 497.98316 - 40.2 2895s 315686 254121 609.04211 57 133 - 497.98432 - 40.2 2900s 316137 254457 667.37041 66 121 - 497.99256 - 40.2 2905s 316529 254743 713.96474 137 104 - 497.99412 - 40.2 2910s 317081 255142 506.25933 38 130 - 498.00000 - 40.2 2915s 317462 255465 infeasible 67 - 498.00000 - 40.3 2920s 317789 255705 559.19523 72 126 - 498.00271 - 40.3 2925s 318295 256153 580.78030 50 129 - 498.00625 - 40.3 2930s 318630 256374 517.36715 49 130 - 498.00779 - 40.3 2935s 319049 256696 609.76441 118 95 - 498.00959 - 40.3 2940s 319371 256901 625.93805 66 124 - 498.01546 - 40.4 2945s 319751 257206 621.91832 132 85 - 498.02594 - 40.4 2950s 320248 257633 614.98628 63 80 - 498.02660 - 40.4 2955s 320823 258113 719.83652 153 43 - 498.03127 - 40.4 2960s 321282 258447 infeasible 220 - 498.03627 - 40.4 2965s 321771 258797 558.03830 58 125 - 498.04709 - 40.4 2970s 322094 259072 578.22811 97 104 - 498.05496 - 40.4 2975s 322474 259359 552.16160 57 138 - 498.06732 - 40.4 2980s 322973 259742 500.21874 28 147 - 498.07385 - 40.4 2985s 323540 260220 563.44159 57 115 - 498.07423 - 40.4 2990s 323906 260496 511.67476 45 104 - 498.07950 - 40.5 2995s 324490 260965 500.96263 46 94 - 498.08907 - 40.4 3000s 324980 261329 infeasible 54 - 498.09723 - 40.5 3005s 325629 261829 710.06601 235 28 - 498.09738 - 40.4 3010s 326293 262325 infeasible 140 - 498.10321 - 40.4 3015s 326655 262589 588.86722 63 142 - 498.11120 - 40.4 3020s 327230 263067 infeasible 79 - 498.11487 - 40.4 3025s 327602 263317 infeasible 99 - 498.11649 - 40.5 3030s 327994 263575 561.11038 53 105 - 498.11918 - 40.5 3035s 328448 263939 502.95856 40 124 - 498.12165 - 40.5 3040s 329053 264433 525.69549 47 137 - 498.12923 - 40.5 3045s 329466 264744 618.15439 99 91 - 498.13690 - 40.5 3050s 329945 265090 infeasible 59 - 498.14051 - 40.5 3055s 330475 265483 530.27877 54 77 - 498.14195 - 40.5 3060s 330814 265737 555.23475 120 105 - 498.14640 - 40.5 3065s 331235 266014 508.20327 33 141 - 498.15010 - 40.5 3070s 331843 266543 674.66391 71 107 - 498.15300 - 40.5 3075s 332227 266855 530.81926 57 112 - 498.15583 - 40.6 3080s 332814 267296 552.08415 54 131 - 498.16241 - 40.6 3085s 333370 267733 519.80643 47 116 - 498.16732 - 40.6 3090s 333995 268234 525.97917 45 100 - 498.17177 - 40.5 3095s 334375 268556 604.70507 76 92 - 498.17704 - 40.6 3100s 334730 268818 546.28150 44 96 - 498.18458 - 40.6 3105s 335080 269071 574.00621 80 102 - 498.18486 - 40.6 3110s 335484 269367 543.33289 69 109 - 498.19292 - 40.6 3115s 335817 269581 infeasible 52 - 498.20220 - 40.6 3120s 336244 269924 568.49969 59 124 - 498.20811 - 40.6 3125s 336641 270156 infeasible 80 - 498.21345 - 40.7 3130s 337041 270454 520.76297 52 142 - 498.21507 - 40.7 3135s 337547 270849 529.04242 44 121 - 498.21668 - 40.7 3140s 338128 271341 587.33195 88 89 - 498.21775 - 40.7 3145s 338764 271821 559.48316 35 130 - 498.22213 - 40.7 3150s 339277 272239 infeasible 49 - 498.23164 - 40.7 3155s 339712 272562 infeasible 53 - 498.23825 - 40.7 3160s 340113 272864 535.48186 96 98 - 498.24120 - 40.7 3165s 340568 273224 567.08088 72 126 - 498.24352 - 40.7 3170s 341031 273580 695.60347 133 96 - 498.24380 - 40.7 3175s 341443 273889 550.54125 66 110 - 498.24668 - 40.7 3180s 342003 274231 536.38757 61 145 - 498.24967 - 40.7 3185s 342472 274636 588.65733 137 89 - 498.25222 - 40.7 3190s 343132 275170 infeasible 136 - 498.26001 - 40.7 3195s 343623 275545 544.71935 60 142 - 498.26632 - 40.7 3200s 344291 276067 527.52879 57 116 - 498.27160 - 40.7 3205s 344749 276374 799.06675 186 89 - 498.27207 - 40.7 3210s 345081 276590 infeasible 184 - 498.27345 - 40.8 3215s 345428 276819 526.75070 58 143 - 498.28391 - 40.8 3220s 345776 277097 658.40511 127 81 - 498.28846 - 40.8 3225s 346112 277328 520.81214 53 91 - 498.29755 - 40.8 3230s 346606 277700 522.54710 45 108 - 498.30410 - 40.8 3235s 347063 278046 549.84303 61 72 - 498.30596 - 40.8 3240s 347544 278411 751.19564 121 109 - 498.30835 - 40.8 3245s 347997 278749 502.80245 53 84 - 498.31307 - 40.8 3250s 348771 279439 539.63034 46 125 - 498.31414 - 40.8 3255s 349332 279938 infeasible 127 - 498.31662 - 40.8 3260s 349791 280282 infeasible 49 - 498.32334 - 40.8 3265s 350147 280560 infeasible 72 - 498.33106 - 40.9 3270s 350639 280954 611.38191 94 118 - 498.33333 - 40.9 3275s 351095 281257 506.83381 33 138 - 498.33830 - 40.9 3280s 351577 281643 595.85777 88 129 - 498.34146 - 40.9 3285s 352019 281964 622.42223 86 96 - 498.34647 - 40.9 3290s 352401 282288 546.25508 113 95 - 498.34864 - 40.9 3295s 353008 282706 infeasible 49 - 498.35468 - 40.9 3300s 353611 283149 856.37732 183 116 - 498.35601 - 40.9 3305s 354042 283497 565.89236 82 109 - 498.35818 - 40.9 3310s 354774 284104 545.73618 66 134 - 498.36464 - 40.9 3315s 355311 284512 652.00024 78 128 - 498.36824 - 40.9 3320s 355842 284964 535.01400 43 92 - 498.37009 - 40.9 3325s 356378 285416 586.93182 119 97 - 498.37167 - 40.9 3330s 357012 285946 530.33895 66 128 - 498.37772 - 40.9 3335s 357502 286338 541.69778 58 80 - 498.37921 - 40.9 3340s 358088 286840 500.20558 46 114 - 498.38355 - 40.8 3345s 358587 287237 513.03746 36 100 - 498.38842 - 40.8 3350s 359422 287975 infeasible 65 - 498.38842 - 40.8 3355s 359873 288346 615.31395 137 77 - 498.40302 - 40.8 3360s 360452 288816 705.68983 169 34 - 498.40880 - 40.8 3365s 361045 289313 613.38254 87 96 - 498.41266 - 40.8 3370s 361466 289614 infeasible 55 - 498.41350 - 40.8 3375s 361917 289923 531.01172 60 120 - 498.41974 - 40.8 3380s 362323 290205 534.90803 54 115 - 498.42588 - 40.8 3385s 362661 290443 525.13523 57 122 - 498.42965 - 40.9 3390s 363062 290750 infeasible 54 - 498.43621 - 40.9 3395s 363521 291129 infeasible 115 - 498.43810 - 40.9 3400s 364125 291610 585.54913 143 108 - 498.44174 - 40.9 3405s 364806 292186 infeasible 146 - 498.44497 - 40.9 3410s 365307 292567 563.43103 53 115 - 498.45123 - 40.9 3415s 365810 293023 597.11490 41 133 - 498.45188 - 40.9 3420s 366143 293231 618.47375 120 87 - 498.45301 - 40.9 3425s 366497 293484 543.99779 66 130 - 498.45632 - 40.9 3430s 366890 293776 500.73841 41 107 - 498.46113 - 40.9 3435s 367303 294095 589.05196 72 126 - 498.46754 - 40.9 3440s 367586 294266 550.00349 55 116 - 498.47307 - 41.0 3445s 367867 294507 576.91063 85 117 - 498.47469 - 41.0 3450s 368479 294932 568.73439 54 137 - 498.48442 - 41.0 3455s 369224 295578 626.79713 82 88 - 498.48562 - 41.0 3460s 370004 296175 508.65963 53 107 - 498.49108 - 40.9 3465s 370579 296663 555.47329 65 94 - 498.49384 - 40.9 3470s 371154 297117 502.81768 49 110 - 498.49875 - 40.9 3475s 371592 297451 infeasible 44 - 498.50380 - 40.9 3480s 371881 297700 680.55201 134 100 - 498.50694 - 41.0 3485s 372471 298167 535.03330 49 83 - 498.51166 - 41.0 3490s 373105 298682 516.02420 59 127 - 498.51450 - 41.0 3495s 373558 299025 627.50533 72 100 - 498.52186 - 41.0 3500s 374040 299413 574.62434 126 91 - 498.52384 - 41.0 3505s 374714 299958 infeasible 55 - 498.52457 - 41.0 3510s 375353 300522 529.22621 47 142 - 498.52798 - 40.9 3515s 375667 300771 587.05265 48 141 - 498.52994 - 41.0 3520s 376041 301086 579.55750 122 104 - 498.53301 - 41.0 3525s 376613 301528 500.39974 30 153 - 498.54114 - 41.0 3530s 377265 302100 504.05019 42 139 - 498.54114 - 41.0 3535s 377735 302464 536.12299 62 104 - 498.54167 - 41.0 3540s 378253 302879 553.25747 66 136 - 498.54891 - 41.0 3545s 378730 303234 infeasible 131 - 498.55423 - 41.0 3550s 379264 303615 510.45781 38 77 - 498.55917 - 41.0 3555s 379634 303873 infeasible 65 - 498.56128 - 41.0 3560s 380061 304171 504.00420 47 88 - 498.56497 - 41.0 3565s 380501 304486 508.22222 43 88 - 498.57303 - 41.0 3570s 381016 304962 631.48221 157 34 - 498.57362 - 41.0 3575s 381712 305514 506.02703 48 118 - 498.58035 - 41.0 3580s 382064 305731 673.65298 108 87 - 498.58105 - 41.0 3585s 382825 306421 761.56084 347 30 - 498.58472 - 41.0 3590s 383650 307053 620.37880 123 74 - 498.59269 - 41.0 3595s Cutting planes: Learned: 13 Gomory: 88 Cover: 17 Implied bound: 315 Clique: 27 MIR: 743 GUB cover: 7 Zero half: 253 Explored 384048 nodes (15744292 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.990000000000e+02, gap -