Gurobi 5.0.1 (linux64) logging started Fri Dec 21 03:43:42 2012 Optimize a model with 6562 rows, 6561 columns and 29803 nonzeros Presolve removed 5152 rows and 2875 columns Presolve time: 0.08s Presolved: 1410 rows, 3686 columns, 14148 nonzeros Variable types: 78 continuous, 3608 integer (3608 binary) Root relaxation: objective 4.340547e+02, 461 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 434.05466 0 125 - 434.05466 - - 0s 0 0 454.23306 0 174 - 454.23306 - - 0s 0 0 458.69018 0 160 - 458.69018 - - 0s 0 0 464.23111 0 180 - 464.23111 - - 0s 0 0 466.18914 0 181 - 466.18914 - - 0s 0 0 466.40476 0 178 - 466.40476 - - 0s 0 0 466.88163 0 183 - 466.88163 - - 0s 0 0 467.17381 0 185 - 467.17381 - - 0s 0 0 467.17381 0 178 - 467.17381 - - 0s 0 0 467.20238 0 183 - 467.20238 - - 0s 0 0 467.52381 0 170 - 467.52381 - - 0s 0 0 467.77381 0 187 - 467.77381 - - 0s 0 0 467.80812 0 179 - 467.80812 - - 0s 0 0 467.83153 0 190 - 467.83153 - - 0s 0 0 467.89418 0 185 - 467.89418 - - 0s 0 0 468.33333 0 181 - 468.33333 - - 0s 0 0 468.47222 0 188 - 468.47222 - - 0s 0 0 468.55934 0 188 - 468.55934 - - 0s 0 0 468.91319 0 188 - 468.91319 - - 0s 0 0 468.91667 0 179 - 468.91667 - - 0s 0 0 468.97917 0 180 - 468.97917 - - 0s 0 0 469.44667 0 175 - 469.44667 - - 0s 0 0 469.47216 0 195 - 469.47216 - - 0s 0 0 469.47222 0 179 - 469.47222 - - 0s 0 0 469.47222 0 178 - 469.47222 - - 0s 0 0 469.47222 0 181 - 469.47222 - - 0s 0 0 469.47222 0 181 - 469.47222 - - 0s 0 2 469.47222 0 181 - 469.47222 - - 1s 609 543 549.70388 57 188 - 498.92952 - 18.6 5s 617 549 554.58426 82 153 - 505.83966 - 18.4 10s 626 555 610.95883 170 178 - 508.68705 - 18.1 15s 639 565 517.23675 36 177 - 509.01042 - 29.3 20s 915 707 541.71800 59 134 - 509.50220 - 37.1 25s 1873 1158 555.95660 64 116 - 512.30125 - 35.2 30s 2806 1771 544.84278 59 138 - 518.13721 - 35.3 35s 3698 2464 600.88703 70 111 - 520.76573 - 35.8 40s 4715 3203 538.67602 34 171 - 521.22151 - 34.7 45s 5770 4070 552.08902 63 110 - 521.43656 - 33.6 50s 6791 4937 583.91185 70 123 - 521.54613 - 32.9 55s 7889 5850 590.93355 101 113 - 521.73458 - 31.9 60s 8936 6685 606.61764 78 106 - 521.98369 - 31.6 65s 9902 7415 530.68394 47 131 - 522.08519 - 31.9 70s 10830 8166 529.35061 43 111 - 522.21289 - 31.9 75s 11964 9072 559.96434 62 109 - 522.29033 - 31.5 80s 12933 9841 553.61372 59 106 - 522.35858 - 31.7 85s 14016 10700 563.69391 75 93 - 522.43465 - 31.5 90s 15265 11740 611.93979 118 21 - 522.52867 - 31.0 95s 16376 12654 632.06558 131 18 - 522.57165 - 30.9 100s 17520 13541 530.09639 51 114 - 522.70564 - 30.7 105s 18730 14517 524.08776 37 153 - 522.73050 - 30.4 110s 19936 15550 611.34955 99 57 - 522.75909 - 30.1 115s 21147 16496 621.84682 89 87 - 522.79867 - 29.7 120s 22361 17476 584.98250 78 108 - 522.88394 - 29.5 125s 23687 18514 551.23581 60 110 - 522.93428 - 29.2 130s 24977 19533 632.40314 108 80 - 522.99260 - 29.0 135s 26238 20539 601.03617 85 90 - 523.02938 - 28.8 140s 27498 21536 526.25356 40 183 - 523.10632 - 28.6 145s 28671 22467 infeasible 79 - 523.13806 - 28.5 150s 29869 23416 586.59341 69 83 - 523.16242 - 28.4 155s 30998 24345 infeasible 102 - 523.18934 - 28.4 160s 32249 25344 531.38495 49 133 - 523.22853 - 28.2 165s 33527 26386 570.20680 73 82 - 523.23869 - 28.1 170s 34789 27367 infeasible 133 - 523.28992 - 27.9 175s 36109 28310 764.53285 143 72 - 523.31318 - 27.8 180s 37361 29251 544.44940 59 106 - 523.35846 - 27.8 185s 38623 30281 621.33655 114 34 - 523.38804 - 27.7 190s 39828 31210 571.15142 65 135 - 523.42475 - 27.6 195s 40804 32015 infeasible 122 - 523.44241 - 27.6 211s 41566 32632 672.16049 110 100 - 523.46229 - 27.6 215s 42911 33665 533.98659 47 133 - 523.49266 - 27.5 220s 44168 34573 617.66128 81 124 - 523.52510 - 27.5 225s 45485 35574 525.64909 35 146 - 523.56095 - 27.5 230s 46808 36567 542.33538 59 91 - 523.60347 - 27.5 235s 48077 37439 550.13467 57 67 - 523.63951 - 27.5 240s 49377 38418 530.39531 45 129 - 523.67392 - 27.5 245s 50738 39411 infeasible 78 - 523.70046 - 27.5 250s 51972 40390 546.61993 64 103 - 523.72070 - 27.4 255s 53256 41360 596.00994 92 108 - 523.74273 - 27.5 260s 54523 42248 573.49152 64 103 - 523.76805 - 27.5 265s 55720 43107 609.90222 105 122 - 523.78395 - 27.7 270s 56965 44028 683.44940 98 99 - 523.83433 - 27.7 275s 58274 45011 592.51757 68 85 - 523.85994 - 27.7 280s 59674 46041 613.74879 81 96 - 523.88263 - 27.7 285s 60913 46858 532.02073 42 151 - 523.90834 - 27.7 290s 62186 47799 588.23488 74 108 - 523.93613 - 27.7 295s 63522 48776 530.37094 47 132 - 523.97961 - 27.7 300s 64953 49889 596.28792 89 131 - 524.01597 - 27.7 305s 66381 50875 577.61312 74 91 - 524.03434 - 27.7 310s 67771 51927 652.88077 129 92 - 524.05556 - 27.7 315s 69190 52962 571.64133 84 102 - 524.08548 - 27.7 320s 70640 54026 524.65191 43 147 - 524.10750 - 27.6 325s 72106 55139 636.46060 98 90 - 524.13333 - 27.6 330s 73687 56335 540.23156 59 93 - 524.15468 - 27.5 335s 75085 57328 infeasible 88 - 524.18271 - 27.5 340s 76566 58359 526.43167 43 168 - 524.20126 - 27.4 345s 77978 59323 624.04044 80 83 - 524.22666 - 27.4 350s 79449 60381 579.10213 81 140 - 524.25160 - 27.4 355s 80847 61334 602.56990 79 118 - 524.28038 - 27.4 360s 82153 62236 587.70860 70 96 - 524.29026 - 27.4 365s 83494 63234 infeasible 78 - 524.31294 - 27.5 370s 84890 64193 583.69619 77 121 - 524.33217 - 27.5 375s 86398 65294 615.82827 111 106 - 524.35120 - 27.4 380s 87791 66217 612.17707 84 93 - 524.36742 - 27.4 385s 89172 67165 606.65749 85 106 - 524.39410 - 27.4 390s 90727 68142 587.92160 79 107 - 524.40371 - 27.4 395s 92073 69053 590.85020 74 102 - 524.42700 - 27.4 400s 93472 70006 689.25974 129 110 - 524.44243 - 27.4 405s 94865 70902 541.20062 58 55 - 524.46361 - 27.4 410s 96295 71818 537.80086 56 106 - 524.48384 - 27.4 415s 97711 72742 569.55478 61 109 - 524.51002 - 27.4 420s 99217 73791 infeasible 90 - 524.53024 - 27.4 425s 100562 74614 529.06222 42 108 - 524.56320 - 27.4 430s 101991 75632 527.89118 41 158 - 524.59376 - 27.4 435s 103420 76676 infeasible 122 - 524.61128 - 27.4 440s 104837 77701 605.39805 109 93 - 524.63029 - 27.4 445s 106414 78858 648.38233 128 91 - 524.64160 - 27.3 450s 107746 79734 583.26045 73 101 - 524.65362 - 27.4 455s 109179 80716 660.53811 104 105 - 524.67293 - 27.4 460s 110565 81640 infeasible 99 - 524.69231 - 27.4 465s 111968 82635 565.00324 62 75 - 524.70258 - 27.4 470s 113236 83514 infeasible 77 - 524.72240 - 27.4 475s 114818 84570 602.81651 77 121 - 524.74361 - 27.4 480s 116185 85523 587.94960 90 110 - 524.76052 - 27.4 485s 117615 86567 558.38629 69 122 - 524.78380 - 27.4 490s 119019 87510 560.64845 63 126 - 524.79471 - 27.4 495s 120417 88476 626.71836 111 101 - 524.80844 - 27.4 500s 121880 89468 infeasible 72 - 524.81747 - 27.4 505s 123344 90485 613.41594 102 119 - 524.83087 - 27.4 510s 124864 91616 infeasible 123 - 524.84300 - 27.4 515s 126420 92693 543.97537 61 111 - 524.85154 - 27.4 520s 127883 93650 infeasible 124 - 524.86467 - 27.4 525s 129197 94528 543.11379 50 122 - 524.88651 - 27.4 530s 130683 95551 572.66803 75 151 - 524.90519 - 27.3 535s 132207 96581 581.65174 88 109 - 524.92222 - 27.3 540s 133692 97543 666.94957 108 113 - 524.93871 - 27.3 545s 135145 98505 525.00734 37 140 - 524.95653 - 27.3 550s 136573 99523 612.56098 105 99 - 524.97004 - 27.3 555s 138224 100643 527.34330 45 142 - 524.99249 - 27.2 560s 139653 101641 infeasible 71 - 525.00622 - 27.2 565s 141211 102727 558.30701 68 73 - 525.01653 - 27.2 570s 142687 103792 550.85421 60 113 - 525.04209 - 27.2 575s 144203 104829 540.75418 52 143 - 525.05271 - 27.2 580s 145718 105853 551.19624 53 75 - 525.06709 - 27.2 585s 147200 106924 591.50244 63 76 - 525.08476 - 27.1 590s 148627 107916 571.79342 88 87 - 525.09726 - 27.1 595s 150074 108972 671.60552 125 101 - 525.10855 - 27.1 600s 151482 109995 614.99776 106 108 - 525.11954 - 27.1 605s 152859 110922 561.83370 81 108 - 525.13781 - 27.1 610s 154200 111888 617.83661 83 118 - 525.15197 - 27.1 615s 155767 113064 infeasible 79 - 525.16473 - 27.1 620s 157324 114180 539.06506 56 132 - 525.17684 - 27.1 625s 158893 115365 infeasible 118 - 525.18777 - 27.1 630s 160480 116431 infeasible 83 - 525.20569 - 27.0 635s 162010 117547 537.02093 54 150 - 525.21795 - 27.0 640s 163409 118524 526.46331 44 174 - 525.22547 - 27.0 645s 164904 119565 564.75137 79 108 - 525.23281 - 27.0 650s 166484 120703 554.15657 67 116 - 525.24769 - 27.0 655s 167988 121701 534.05145 51 138 - 525.26086 - 27.0 660s 169475 122821 534.98868 71 108 - 525.26972 - 27.0 665s 170920 123857 559.97240 77 91 - 525.28247 - 26.9 670s 172521 124977 556.36033 67 121 - 525.29294 - 26.9 675s 173948 126084 595.16064 85 89 - 525.30296 - 26.9 680s 175425 127062 585.06707 88 104 - 525.31803 - 26.9 685s 176909 128079 526.48413 36 153 - 525.32876 - 26.9 690s 178302 129096 569.73538 65 127 - 525.33865 - 26.9 695s 179671 130019 infeasible 89 - 525.34693 - 26.9 700s 181131 131039 528.13297 42 147 - 525.35439 - 26.9 705s 182457 131916 589.33075 79 131 - 525.36336 - 26.9 710s 183786 132800 533.15000 64 128 - 525.37364 - 26.9 715s 185273 133836 590.92372 91 96 - 525.38287 - 26.9 720s 186596 134759 infeasible 106 - 525.38908 - 26.9 725s 188006 135736 678.83397 104 96 - 525.39662 - 27.0 730s 189390 136677 infeasible 128 - 525.40353 - 27.0 735s 190804 137651 549.71356 57 164 - 525.41293 - 27.0 740s 192328 138734 629.42830 91 114 - 525.42123 - 27.0 745s 193852 139825 533.64467 36 115 - 525.43183 - 27.0 750s 195260 140840 615.50986 112 129 - 525.43730 - 26.9 755s 196716 141809 569.71052 77 107 - 525.45044 - 26.9 760s 198262 142939 632.64626 114 109 - 525.45558 - 26.9 765s 199800 143997 572.38557 62 83 - 525.46368 - 26.9 770s 201438 145139 527.85126 40 188 - 525.47223 - 26.9 775s 202816 146131 781.71489 128 106 - 525.48043 - 26.9 780s 204194 147049 547.59784 59 93 - 525.48723 - 26.9 785s 205793 148147 593.19422 77 87 - 525.49655 - 26.9 790s 207394 149223 659.43879 121 83 - 525.50520 - 26.9 795s 209044 150323 infeasible 75 - 525.51899 - 26.8 800s 210571 151408 549.46713 53 91 - 525.53530 - 26.8 805s 212155 152483 525.91390 40 122 - 525.54349 - 26.8 810s 213738 153547 574.94931 61 136 - 525.55551 - 26.8 815s 215252 154511 528.48274 63 150 - 525.56637 - 26.8 820s 216830 155570 infeasible 129 - 525.57676 - 26.7 825s 218347 156650 542.28993 60 133 - 525.58487 - 26.7 830s 219785 157670 562.79317 74 123 - 525.59083 - 26.7 835s 221334 158707 603.57484 93 127 - 525.59596 - 26.7 840s 222932 159823 603.66744 101 108 - 525.60537 - 26.7 845s 224502 160932 548.33466 60 109 - 525.61408 - 26.7 850s 226100 161990 566.10340 61 68 - 525.62695 - 26.7 855s 227562 163034 535.29499 56 118 - 525.63705 - 26.7 860s 229165 164148 infeasible 66 - 525.65191 - 26.6 865s 230598 165107 555.82737 68 109 - 525.66465 - 26.6 870s 232151 166144 528.76479 53 106 - 525.67266 - 26.6 875s 233656 167241 545.00304 36 116 - 525.68459 - 26.6 880s 235216 168309 582.06273 78 111 - 525.69305 - 26.6 885s 236837 169381 579.79706 68 77 - 525.69885 - 26.6 890s 238479 170558 748.80673 141 80 - 525.70631 - 26.6 895s 240117 171716 586.28590 79 114 - 525.71532 - 26.5 900s 241777 172888 646.64373 104 84 - 525.72333 - 26.5 905s 243385 173947 infeasible 93 - 525.72934 - 26.5 910s 244838 174875 544.56201 58 73 - 525.73839 - 26.5 915s 246367 175918 634.55315 100 88 - 525.74594 - 26.5 920s 247918 176952 529.73381 45 117 - 525.75164 - 26.5 925s 249600 178066 529.55990 43 136 - 525.76104 - 26.4 930s 251025 178995 525.98281 50 156 - 525.77069 - 26.5 935s 252538 180079 570.65417 77 133 - 525.77854 - 26.4 940s 254055 181109 552.38490 69 133 - 525.78608 - 26.4 945s 255536 182120 615.38333 106 137 - 525.79151 - 26.4 950s 257226 183300 596.81637 96 101 - 525.79622 - 26.4 955s 258744 184293 534.47888 58 96 - 525.80170 - 26.4 960s 260347 185435 infeasible 125 - 525.81025 - 26.4 965s 261953 186462 581.30782 78 146 - 525.82009 - 26.4 970s 263488 187426 535.68261 70 122 - 525.82551 - 26.3 975s 265028 188471 542.56013 49 114 - 525.83464 - 26.3 980s 266533 189533 565.23388 66 100 - 525.84200 - 26.3 985s 268152 190652 532.06110 45 135 - 525.84673 - 26.3 990s 269705 191723 534.80845 50 122 - 525.85230 - 26.3 995s 271302 192845 582.94128 76 97 - 525.85871 - 26.3 1000s 272924 193931 588.37603 63 109 - 525.86576 - 26.3 1005s 274471 194987 638.97536 87 111 - 525.87267 - 26.2 1010s 275904 195946 infeasible 88 - 525.87644 - 26.2 1015s 277437 197010 526.78608 43 173 - 525.88432 - 26.2 1020s 278958 198012 639.37888 97 82 - 525.89117 - 26.2 1025s 280520 199012 576.17266 77 123 - 525.89685 - 26.2 1030s 282058 200072 628.70115 106 122 - 525.90010 - 26.2 1035s 283633 201122 530.61217 46 145 - 525.90471 - 26.2 1040s 285240 202198 538.71751 56 128 - 525.91401 - 26.2 1045s 286731 203256 536.81232 54 100 - 525.92010 - 26.2 1050s 288123 204199 642.52676 79 120 - 525.92495 - 26.2 1055s 289697 205267 529.62088 43 90 - 525.93045 - 26.2 1060s 291200 206285 602.77274 73 97 - 525.93552 - 26.2 1065s 292870 207472 561.43255 72 93 - 525.94256 - 26.1 1070s 294390 208552 564.04453 70 135 - 525.94836 - 26.1 1075s 296007 209565 562.85587 70 108 - 525.95301 - 26.1 1080s 297549 210554 536.33838 58 125 - 525.95873 - 26.1 1085s 299120 211608 infeasible 67 - 525.96511 - 26.1 1090s 300641 212655 548.14011 65 118 - 525.97192 - 26.1 1095s 302155 213715 562.48813 57 95 - 525.98332 - 26.1 1100s 303784 214849 661.81071 102 101 - 525.99121 - 26.1 1105s 305244 215926 568.59207 46 122 - 525.99893 - 26.1 1110s 306687 216881 553.77570 50 163 - 526.00301 - 26.1 1115s 308105 217847 548.37857 72 117 - 526.01022 - 26.1 1120s 309697 218992 600.52242 93 110 - 526.01502 - 26.1 1125s 311176 219986 551.03663 69 121 - 526.02139 - 26.1 1130s 312753 221084 infeasible 85 - 526.02671 - 26.1 1135s 314344 222225 579.43041 94 95 - 526.03054 - 26.0 1140s 315778 223206 579.19732 76 129 - 526.03594 - 26.0 1145s 317303 224321 571.70647 86 114 - 526.04429 - 26.0 1150s 318822 225389 594.08513 76 130 - 526.05297 - 26.0 1155s 320321 226401 557.72689 79 107 - 526.06207 - 26.0 1160s 321840 227416 537.35075 48 140 - 526.06835 - 26.0 1165s 323471 228598 566.99041 83 111 - 526.07263 - 26.0 1170s 325022 229685 579.25443 80 116 - 526.07738 - 26.0 1175s 326494 230671 567.47543 56 121 - 526.08203 - 26.0 1180s 327878 231687 568.73739 87 127 - 526.08690 - 26.0 1185s 329412 232741 586.22950 74 76 - 526.09107 - 26.0 1190s 330941 233779 657.68410 118 110 - 526.09935 - 26.0 1195s 332438 234801 590.39248 91 120 - 526.10383 - 26.0 1200s 333995 235903 618.05815 117 116 - 526.11175 - 26.0 1205s 335548 237006 548.75427 64 117 - 526.11726 - 26.0 1210s 337026 237968 572.65326 67 141 - 526.12303 - 26.0 1215s 338519 239000 532.79191 55 138 - 526.12775 - 26.0 1220s 340199 240157 529.96583 54 119 - 526.13379 - 25.9 1225s 341733 241209 655.25849 110 116 - 526.13708 - 25.9 1230s 343170 242239 529.58453 44 160 - 526.14109 - 25.9 1235s 344720 243338 587.79776 66 107 - 526.14560 - 25.9 1240s 346281 244354 559.91945 57 109 - 526.15191 - 25.9 1245s 347740 245320 696.04691 115 99 - 526.15833 - 25.9 1250s 349258 246352 531.45382 48 98 - 526.16406 - 25.9 1255s 350630 247337 534.62012 46 103 - 526.16996 - 25.9 1260s 352322 248503 529.24882 37 138 - 526.17630 - 25.9 1265s 354088 249681 561.47571 91 110 - 526.18111 - 25.9 1270s 355775 250905 533.67378 46 134 - 526.18799 - 25.9 1275s 357302 251939 infeasible 68 - 526.19388 - 25.8 1280s 358926 253026 539.36082 67 140 - 526.19932 - 25.8 1285s 360410 254055 581.40815 73 133 - 526.20538 - 25.8 1290s 361897 255046 538.29240 59 154 - 526.20991 - 25.8 1295s 363360 256008 588.95092 87 92 - 526.21427 - 25.8 1300s 365070 257205 592.30640 86 119 - 526.21934 - 25.8 1305s 366707 258310 595.61954 96 122 - 526.22581 - 25.8 1310s 368240 259344 infeasible 141 - 526.23009 - 25.8 1315s 369796 260386 infeasible 92 - 526.23428 - 25.8 1320s 371374 261494 663.18615 101 93 - 526.23880 - 25.8 1325s 372943 262514 583.35534 58 120 - 526.24392 - 25.8 1330s 374582 263652 616.95350 99 123 - 526.24833 - 25.8 1335s 376158 264657 596.93358 89 112 - 526.25228 - 25.8 1340s 377704 265724 692.06695 100 85 - 526.25952 - 25.8 1345s 379120 266679 547.84584 75 124 - 526.26374 - 25.8 1350s 380763 267864 551.89686 82 127 - 526.27097 - 25.7 1355s 382348 268969 578.95745 93 118 - 526.27587 - 25.7 1360s 383955 270137 589.72579 81 105 - 526.28110 - 25.7 1365s 385543 271264 527.29101 57 131 - 526.28528 - 25.7 1370s 387214 272457 723.45567 130 81 - 526.28815 - 25.7 1375s 388766 273605 671.50500 120 117 - 526.29183 - 25.7 1380s 390288 274718 630.70840 116 101 - 526.29602 - 25.7 1385s 391791 275748 530.87709 63 133 - 526.29951 - 25.7 1390s 393432 276911 549.63056 69 129 - 526.30473 - 25.7 1395s 395070 278040 555.73249 66 151 - 526.30752 - 25.7 1400s 396587 279101 597.75691 82 106 - 526.31288 - 25.7 1405s 398020 280121 infeasible 121 - 526.31546 - 25.7 1410s 399480 281170 584.76882 62 136 - 526.31783 - 25.7 1415s 401115 282257 533.81165 50 141 - 526.32359 - 25.6 1420s 402707 283364 532.62853 46 122 - 526.32681 - 25.6 1425s 404258 284420 568.56883 62 107 - 526.33183 - 25.6 1430s 405865 285464 529.38130 48 160 - 526.33854 - 25.6 1435s 407542 286667 559.90323 64 127 - 526.34510 - 25.6 1440s 408981 287664 581.67567 67 107 - 526.34964 - 25.6 1445s 410525 288735 infeasible 94 - 526.35281 - 25.6 1450s 412017 289686 627.69208 82 96 - 526.35632 - 25.6 1455s 413602 290797 infeasible 66 - 526.36246 - 25.6 1460s 415141 291898 537.35389 61 129 - 526.36630 - 25.6 1465s 416703 293004 629.37278 132 101 - 526.36932 - 25.6 1470s 418360 294171 536.76540 56 117 - 526.37342 - 25.6 1475s 419907 295280 infeasible 82 - 526.37654 - 25.6 1480s 421438 296386 infeasible 99 - 526.38413 - 25.6 1485s 422950 297491 infeasible 88 - 526.38682 - 25.6 1490s 424369 298438 545.82228 49 138 - 526.39094 - 25.6 1495s 425927 299543 615.88086 77 116 - 526.39487 - 25.6 1500s 427552 300636 infeasible 102 - 526.39888 - 25.6 1505s 429077 301703 551.60060 72 82 - 526.40089 - 25.6 1510s 430601 302781 550.31662 74 124 - 526.40388 - 25.6 1515s 432206 303888 537.27619 49 159 - 526.40731 - 25.5 1520s 433665 304941 553.77508 64 110 - 526.41202 - 25.5 1525s 435336 306088 554.80959 64 100 - 526.41572 - 25.5 1530s 436979 307233 527.45052 42 168 - 526.41905 - 25.5 1535s 438580 308395 infeasible 86 - 526.42266 - 25.5 1540s 440047 309439 587.82790 84 99 - 526.42635 - 25.5 1545s 441583 310511 651.77438 83 76 - 526.42859 - 25.5 1550s 443274 311647 607.97149 92 124 - 526.43333 - 25.5 1555s 444843 312755 581.24542 64 85 - 526.43590 - 25.5 1560s 446470 313932 647.88765 113 74 - 526.44030 - 25.5 1565s 448222 315239 610.03868 79 118 - 526.44534 - 25.5 1570s 449807 316345 infeasible 118 - 526.44837 - 25.5 1575s 451519 317508 574.96098 67 110 - 526.45372 - 25.5 1580s 453042 318553 616.34495 85 139 - 526.45833 - 25.4 1585s 454651 319663 547.29644 66 152 - 526.46229 - 25.4 1590s 456318 320837 529.31304 48 116 - 526.46620 - 25.4 1595s 457830 321915 547.66321 63 95 - 526.47330 - 25.4 1600s 459448 323103 infeasible 91 - 526.47742 - 25.4 1605s 461118 324279 546.46037 61 105 - 526.48009 - 25.4 1610s 462841 325538 533.25180 55 121 - 526.48366 - 25.4 1615s 464368 326681 604.78887 87 99 - 526.48637 - 25.4 1620s 465926 327765 infeasible 88 - 526.49149 - 25.4 1625s 467491 328849 534.63018 56 105 - 526.49366 - 25.4 1630s 469158 330063 659.27108 155 90 - 526.49603 - 25.4 1635s 470673 331141 596.22475 95 100 - 526.50000 - 25.4 1640s 472258 332245 infeasible 73 - 526.50370 - 25.4 1645s 473719 333305 562.47529 73 121 - 526.50845 - 25.4 1650s 475565 334609 600.29455 89 111 - 526.51429 - 25.3 1655s 477175 335738 527.79527 48 69 - 526.51873 - 25.3 1660s 478809 336881 543.51195 61 103 - 526.52179 - 25.3 1665s 480441 338092 604.89475 91 119 - 526.52543 - 25.3 1670s 482192 339343 594.11675 86 100 - 526.52913 - 25.3 1675s 483907 340596 542.39450 52 118 - 526.53142 - 25.3 1680s 485565 341790 601.07549 99 121 - 526.53522 - 25.3 1685s 487248 342988 529.59827 49 163 - 526.53871 - 25.3 1690s 488905 344099 599.85012 91 118 - 526.54260 - 25.3 1695s 490525 345280 544.60297 53 121 - 526.54565 - 25.3 1700s 492308 346527 801.47407 153 80 - 526.54879 - 25.2 1705s 493956 347690 558.04038 56 94 - 526.55240 - 25.2 1710s 495520 348802 554.42327 72 128 - 526.55573 - 25.2 1715s 497048 349811 550.30570 65 139 - 526.55931 - 25.2 1720s 498604 350983 infeasible 99 - 526.56105 - 25.2 1725s 500205 352070 628.66503 101 102 - 526.56421 - 25.2 1730s 501819 353159 550.41400 51 125 - 526.56770 - 25.2 1735s 503485 354217 579.86389 93 91 - 526.57160 - 25.2 1740s 505251 355396 602.43868 87 119 - 526.57419 - 25.2 1745s 506976 356584 545.35744 54 72 - 526.57841 - 25.2 1750s 508581 357716 602.15883 68 113 - 526.58333 - 25.2 1755s 510322 359019 590.14257 86 92 - 526.58608 - 25.2 1760s 512001 360228 588.99033 93 96 - 526.58938 - 25.2 1765s 513906 361521 542.19853 51 144 - 526.59388 - 25.1 1770s 515508 362653 611.25485 95 111 - 526.59579 - 25.1 1775s 517112 363705 553.59914 51 147 - 526.59934 - 25.1 1780s 518861 364947 592.94398 68 115 - 526.60241 - 25.1 1785s 520540 366143 597.23608 95 137 - 526.60547 - 25.1 1790s 522097 367195 548.33343 61 110 - 526.61048 - 25.1 1795s 523818 368431 infeasible 104 - 526.61467 - 25.1 1800s 525581 369554 598.91236 84 103 - 526.61782 - 25.1 1805s 527431 370769 577.73155 83 102 - 526.62281 - 25.1 1810s 529151 371989 679.29499 110 119 - 526.62566 - 25.1 1815s 530808 373180 535.86478 57 123 - 526.63191 - 25.1 1820s 532409 374242 559.74922 80 115 - 526.63526 - 25.1 1825s 533979 375313 622.99611 70 114 - 526.63790 - 25.1 1830s 535533 376412 556.34567 50 119 - 526.64079 - 25.1 1835s 537145 377480 541.78100 52 93 - 526.64398 - 25.1 1840s 538519 378434 539.19790 49 90 - 526.64728 - 25.1 1845s 539620 379239 611.43755 98 112 - 526.64833 - 25.0 1850s 540727 380079 606.45554 83 116 - 526.65068 - 25.0 1855s 541765 380796 531.48636 52 118 - 526.65233 - 25.0 1860s 542803 381520 infeasible 91 - 526.65385 - 25.0 1865s 543839 382241 624.22007 82 108 - 526.65476 - 25.0 1870s 544827 382930 631.15839 89 102 - 526.65716 - 25.0 1875s 545868 383642 569.64727 79 92 - 526.65984 - 25.0 1880s 546952 384427 532.75886 52 146 - 526.66125 - 25.0 1885s 547917 385094 552.11541 55 130 - 526.66368 - 25.0 1890s 548888 385780 541.31173 54 99 - 526.66705 - 25.0 1895s 549875 386498 545.81429 49 92 - 526.66855 - 25.0 1900s 550870 387197 542.64429 48 130 - 526.67080 - 25.0 1905s 551812 387906 554.73772 60 123 - 526.67181 - 25.0 1910s 552794 388621 527.34448 49 127 - 526.67298 - 25.0 1915s 553924 389425 528.45948 48 125 - 526.67577 - 25.0 1920s 554959 390181 infeasible 141 - 526.67707 - 25.0 1925s 556128 390985 596.34185 97 85 - 526.67885 - 25.0 1930s 557242 391787 547.45076 57 104 - 526.68080 - 25.0 1935s 558302 392608 625.88299 106 88 - 526.68296 - 25.0 1940s 559327 393301 619.78274 98 72 - 526.68489 - 25.0 1945s 560421 394047 681.23457 113 107 - 526.68708 - 25.0 1950s 561454 394772 595.09936 75 78 - 526.68930 - 25.0 1955s 562403 395472 636.33718 103 93 - 526.69095 - 25.0 1960s 563494 396268 554.18622 63 115 - 526.69354 - 25.0 1965s 564722 397099 548.02642 60 102 - 526.69545 - 25.0 1970s 565790 397910 600.96933 88 99 - 526.69723 - 25.0 1975s 566864 398645 574.63656 87 113 - 526.69960 - 25.0 1980s 567988 399474 617.10147 108 121 - 526.70106 - 25.0 1985s 569080 400263 575.90254 90 114 - 526.70214 - 25.0 1990s 570223 401111 536.73986 59 103 - 526.70431 - 25.0 1995s 571306 401835 infeasible 103 - 526.70562 - 25.0 2000s 572393 402577 infeasible 83 - 526.70790 - 25.0 2005s 573473 403306 533.76536 46 119 - 526.71006 - 25.0 2010s 574437 404038 580.63017 66 108 - 526.71161 - 25.0 2015s 575432 404731 553.89687 81 125 - 526.71378 - 25.0 2020s 576454 405450 585.18051 80 122 - 526.71434 - 25.0 2025s 577509 406200 572.20886 79 95 - 526.71643 - 25.0 2030s 578589 407000 545.72042 51 107 - 526.71790 - 25.0 2035s 579629 407689 527.23139 43 125 - 526.71960 - 25.0 2040s 580750 408547 infeasible 114 - 526.72168 - 25.0 2045s 581790 409288 553.53410 61 87 - 526.72307 - 25.0 2050s 582846 410073 561.52552 89 105 - 526.72460 - 25.0 2055s 583876 410749 533.39161 48 116 - 526.72688 - 25.0 2060s 585012 411547 531.72805 58 113 - 526.72908 - 25.0 2065s 586013 412324 667.47845 132 97 - 526.73120 - 25.0 2070s 587053 413088 infeasible 175 - 526.73315 - 25.0 2075s 587997 413697 542.45882 57 132 - 526.73504 - 25.0 2080s 589076 414463 572.70570 74 77 - 526.73661 - 25.0 2085s 590066 415158 529.76320 47 119 - 526.73829 - 25.0 2090s 591104 415936 585.41619 102 123 - 526.73967 - 25.0 2095s 592103 416648 558.66071 59 98 - 526.74162 - 25.0 2100s 593215 417428 551.63448 67 104 - 526.74462 - 25.0 2105s 594290 418201 666.76183 99 95 - 526.74696 - 25.0 2110s 595395 418966 555.64934 68 107 - 526.74849 - 25.0 2115s 596419 419644 584.37712 66 100 - 526.75088 - 25.0 2120s 597557 420456 infeasible 125 - 526.75321 - 24.9 2125s 598581 421163 534.94129 54 111 - 526.75512 - 24.9 2130s 599747 421927 540.92959 45 140 - 526.75724 - 24.9 2135s 600882 422750 693.16508 106 87 - 526.76005 - 24.9 2140s 601958 423527 574.82014 84 112 - 526.76144 - 24.9 2145s 602707 424060 643.47376 99 107 - 526.76144 - 24.9 2150s 603853 424885 567.85524 63 118 - 526.76430 - 24.9 2155s 604945 425652 647.02102 101 106 - 526.76609 - 24.9 2160s 605961 426402 646.54928 85 101 - 526.76795 - 24.9 2165s 607026 427226 680.47787 119 94 - 526.76962 - 24.9 2170s 608045 427975 573.45947 75 100 - 526.77163 - 24.9 2175s 609161 428749 557.98704 75 114 - 526.77385 - 24.9 2180s 610311 429562 565.47070 75 105 - 526.77536 - 24.9 2185s 611362 430349 608.65654 101 106 - 526.77770 - 24.9 2190s 612458 431131 579.35798 79 113 - 526.78052 - 24.9 2195s 613441 431817 665.56988 87 109 - 526.78290 - 24.9 2200s 614490 432564 624.29421 86 83 - 526.78482 - 24.9 2205s 615576 433368 568.60585 67 102 - 526.78641 - 24.9 2210s 616732 434174 infeasible 63 - 526.78774 - 24.9 2215s 617738 434848 607.99587 73 109 - 526.78974 - 24.9 2220s 618827 435624 529.66490 53 129 - 526.79183 - 24.9 2225s 619969 436416 681.99504 85 72 - 526.79334 - 24.9 2230s 620998 437193 539.03035 52 95 - 526.79718 - 24.9 2235s 622014 437870 574.40653 63 91 - 526.79886 - 24.9 2240s 622982 438565 570.72156 85 109 - 526.79968 - 24.9 2245s 623977 439270 568.42896 55 98 - 526.80166 - 24.9 2250s 625121 440153 595.06463 75 96 - 526.80423 - 24.9 2255s 626158 440944 552.77991 67 129 - 526.80577 - 24.9 2260s 627269 441707 542.83065 53 128 - 526.80783 - 24.9 2265s 628362 442520 586.66025 76 100 - 526.80974 - 24.9 2270s 629500 443322 601.49088 84 99 - 526.81214 - 24.9 2275s 630492 444006 555.77946 58 106 - 526.81376 - 24.9 2280s 631511 444735 550.26732 59 134 - 526.81495 - 24.9 2285s 632658 445566 612.86154 90 116 - 526.81579 - 24.9 2290s 633751 446348 591.74173 94 94 - 526.81681 - 24.9 2295s 634859 447150 infeasible 116 - 526.81837 - 24.9 2300s 635770 447790 606.05654 90 93 - 526.81946 - 24.9 2305s 636993 448659 588.91231 69 103 - 526.82156 - 24.9 2310s 638049 449414 531.03771 49 125 - 526.82353 - 24.9 2315s 639103 450199 556.28656 74 84 - 526.82544 - 24.9 2320s 640193 451005 658.73548 113 130 - 526.82723 - 24.9 2325s 641240 451747 531.75249 50 94 - 526.82934 - 24.9 2330s 642319 452565 643.05067 102 84 - 526.83130 - 24.9 2335s 643343 453312 563.96455 49 140 - 526.83313 - 24.8 2340s 644548 454155 570.28279 83 85 - 526.83413 - 24.8 2345s 645533 454831 552.50985 59 118 - 526.83718 - 24.8 2350s 646608 455629 569.44556 77 90 - 526.84041 - 24.8 2355s 647643 456331 530.36054 46 166 - 526.84177 - 24.8 2360s 648782 457189 536.12541 54 104 - 526.84438 - 24.8 2365s 649831 457974 infeasible 153 - 526.84562 - 24.8 2370s 650840 458713 580.84282 76 98 - 526.84721 - 24.8 2375s 651940 459492 589.27969 94 109 - 526.84911 - 24.8 2380s 652992 460252 562.23967 63 85 - 526.84994 - 24.8 2385s 654038 461045 540.25952 60 102 - 526.85258 - 24.8 2390s 655092 461785 530.09206 48 129 - 526.85426 - 24.8 2395s 656200 462605 609.19835 98 115 - 526.85535 - 24.8 2400s 657310 463449 infeasible 93 - 526.85666 - 24.8 2405s 658533 464317 555.78304 55 106 - 526.85992 - 24.8 2410s 659728 465163 564.09719 65 135 - 526.86171 - 24.8 2415s 660738 465869 643.45906 83 81 - 526.86319 - 24.8 2420s 661838 466624 731.85411 115 73 - 526.86441 - 24.8 2425s 662884 467355 548.70843 55 115 - 526.86700 - 24.8 2430s 663940 468147 infeasible 99 - 526.86740 - 24.8 2435s 664999 468881 583.27645 69 98 - 526.86957 - 24.8 2440s 666130 469657 infeasible 63 - 526.87074 - 24.8 2445s 667185 470394 550.48534 56 115 - 526.87213 - 24.8 2450s 668276 471215 550.55528 67 112 - 526.87387 - 24.8 2455s 669327 471984 infeasible 105 - 526.87524 - 24.8 2460s 670322 472664 558.35995 54 111 - 526.87691 - 24.8 2465s 671430 473516 604.62293 97 83 - 526.87893 - 24.8 2470s 672559 474314 533.78989 38 145 - 526.88093 - 24.8 2475s 673480 474977 567.84286 56 138 - 526.88229 - 24.8 2480s 674513 475740 infeasible 108 - 526.88388 - 24.8 2485s 675568 476534 616.58726 99 91 - 526.88549 - 24.8 2490s 676695 477347 576.70787 80 98 - 526.88763 - 24.8 2495s 677777 478150 535.70828 43 139 - 526.88843 - 24.8 2500s 678877 478975 563.14168 76 88 - 526.89055 - 24.8 2505s 679979 479783 infeasible 111 - 526.89183 - 24.8 2510s 681022 480499 581.99498 94 119 - 526.89358 - 24.8 2515s 682043 481209 600.57780 80 105 - 526.89546 - 24.8 2520s 683094 481951 infeasible 112 - 526.89676 - 24.8 2525s 684050 482595 530.20337 51 128 - 526.89777 - 24.8 2530s 685067 483359 571.86632 100 112 - 526.89920 - 24.8 2535s 686206 484197 infeasible 95 - 526.90159 - 24.8 2540s 687231 484990 567.47195 71 112 - 526.90438 - 24.8 2545s 688277 485776 544.72262 61 116 - 526.90698 - 24.8 2550s 689379 486550 554.48127 64 124 - 526.90924 - 24.8 2555s 690347 487270 607.15363 116 105 - 526.91089 - 24.8 2560s 691416 488063 557.76862 72 125 - 526.91223 - 24.8 2565s 692442 488839 infeasible 70 - 526.91428 - 24.8 2570s 693310 489460 infeasible 109 - 526.91634 - 24.8 2575s 694270 490158 563.46132 50 137 - 526.91735 - 24.8 2580s 695379 490925 infeasible 58 - 526.91972 - 24.8 2585s 696473 491749 540.62678 51 106 - 526.92115 - 24.8 2590s 697624 492578 697.07813 103 82 - 526.92222 - 24.8 2595s 698606 493292 585.89766 83 106 - 526.92366 - 24.8 2600s 699691 494082 667.45310 96 92 - 526.92543 - 24.8 2605s 700747 494856 infeasible 76 - 526.92714 - 24.8 2610s 701787 495637 549.12080 60 114 - 526.92946 - 24.8 2615s 702917 496436 554.48677 81 93 - 526.93052 - 24.8 2620s 703999 497233 528.10231 48 129 - 526.93297 - 24.8 2625s 705028 497984 infeasible 127 - 526.93366 - 24.8 2630s 706069 498775 569.03718 62 77 - 526.93552 - 24.8 2635s 707154 499540 537.10431 53 113 - 526.93772 - 24.8 2640s 708278 500412 568.04142 77 103 - 526.93956 - 24.7 2645s 709393 501221 infeasible 126 - 526.94092 - 24.7 2650s 710529 502077 532.28375 49 69 - 526.94264 - 24.7 2655s 711742 503014 infeasible 125 - 526.94448 - 24.7 2660s 712886 503827 557.80513 68 109 - 526.94586 - 24.7 2665s 713930 504578 541.09040 58 120 - 526.94701 - 24.7 2670s 714919 505328 721.72038 103 60 - 526.94831 - 24.7 2675s 716063 506150 540.73649 59 100 - 526.95015 - 24.7 2680s 717076 506884 628.45007 95 94 - 526.95086 - 24.7 2685s 718151 507623 551.23274 56 135 - 526.95273 - 24.7 2690s 719224 508347 601.95621 76 120 - 526.95499 - 24.7 2695s 720419 509213 568.13035 72 89 - 526.95722 - 24.7 2700s 721511 510011 infeasible 82 - 526.95947 - 24.7 2705s 722586 510790 660.43433 107 117 - 526.96163 - 24.7 2710s 723667 511555 568.68091 75 117 - 526.96312 - 24.7 2715s 724670 512332 664.67727 113 100 - 526.96533 - 24.7 2720s 725629 513017 530.48994 45 144 - 526.96595 - 24.7 2725s 726742 513838 infeasible 122 - 526.96728 - 24.7 2730s 727895 514652 infeasible 83 - 526.96934 - 24.7 2735s 728916 515416 540.24795 58 96 - 526.97246 - 24.7 2740s 729975 516191 544.17092 57 106 - 526.97409 - 24.7 2745s 731091 517039 642.56545 106 113 - 526.97559 - 24.7 2750s 732245 517813 631.06900 77 118 - 526.97720 - 24.7 2755s 733308 518588 556.85103 58 92 - 526.97833 - 24.7 2760s 734429 519381 550.69332 51 148 - 526.98045 - 24.7 2765s 735519 520189 548.59046 50 52 - 526.98298 - 24.7 2770s 736549 520962 562.87385 62 110 - 526.98436 - 24.7 2775s 737685 521798 570.58850 78 120 - 526.98711 - 24.7 2780s 738837 522658 infeasible 84 - 526.98769 - 24.7 2785s 739842 523342 624.57750 91 130 - 526.98910 - 24.7 2790s 740893 524093 603.02206 89 100 - 526.99095 - 24.7 2795s 741943 524812 infeasible 114 - 526.99248 - 24.7 2800s 743061 525664 531.84349 53 140 - 526.99411 - 24.7 2805s 744219 526500 infeasible 91 - 526.99548 - 24.7 2810s 745327 527340 infeasible 122 - 526.99651 - 24.7 2815s 746427 528080 587.67321 73 72 - 526.99844 - 24.7 2820s 747567 528939 539.57493 58 115 - 527.00069 - 24.7 2825s 748676 529769 583.17237 75 117 - 527.00208 - 24.7 2830s 749841 530582 infeasible 115 - 527.00296 - 24.7 2835s 750741 531237 552.44349 56 102 - 527.00556 - 24.7 2840s 751911 532096 infeasible 100 - 527.00705 - 24.7 2845s 752948 532827 infeasible 67 - 527.00814 - 24.7 2850s 753958 533523 593.73671 74 101 - 527.00968 - 24.7 2855s 755120 534350 556.54468 52 102 - 527.01106 - 24.7 2860s 756106 535087 655.23577 87 107 - 527.01200 - 24.7 2865s 757138 535839 587.89232 65 104 - 527.01386 - 24.7 2870s 758338 536720 616.28387 112 100 - 527.01548 - 24.7 2875s 759418 537495 588.20557 81 95 - 527.01782 - 24.7 2880s 760673 538430 infeasible 125 - 527.02004 - 24.6 2885s 761839 539266 675.03322 134 110 - 527.02264 - 24.6 2890s 762830 539948 531.64351 55 120 - 527.02369 - 24.6 2895s 763969 540791 687.68253 137 83 - 527.02563 - 24.6 2900s 765104 541608 559.81761 55 88 - 527.02724 - 24.6 2905s 766180 542393 infeasible 114 - 527.02874 - 24.6 2910s 767258 543209 576.90539 70 118 - 527.02976 - 24.6 2915s 768411 544100 532.86222 49 130 - 527.03176 - 24.6 2920s 769583 544906 542.93391 49 111 - 527.03372 - 24.6 2925s 770660 545737 645.47889 133 86 - 527.03509 - 24.6 2930s 771748 546501 556.14953 67 119 - 527.03634 - 24.6 2935s 772865 547317 624.90666 99 101 - 527.03800 - 24.6 2940s 773970 548085 555.23937 53 148 - 527.03945 - 24.6 2945s 775135 548941 529.79965 41 145 - 527.04112 - 24.6 2950s 776055 549570 550.66156 65 125 - 527.04219 - 24.6 2955s 777144 550385 813.14861 120 97 - 527.04420 - 24.6 2960s 778217 551142 552.88069 70 98 - 527.04642 - 24.6 2965s 779328 552006 infeasible 126 - 527.04714 - 24.6 2970s 780509 552879 545.72956 69 117 - 527.04847 - 24.6 2975s 781635 553753 577.77456 80 137 - 527.04895 - 24.6 2980s 782793 554620 619.72301 68 98 - 527.05293 - 24.6 2985s 783934 555458 543.68076 49 103 - 527.05390 - 24.6 2990s 785046 556304 555.84669 76 130 - 527.05501 - 24.6 2995s 786101 557049 575.15619 65 86 - 527.05669 - 24.6 3000s 787195 557847 infeasible 97 - 527.05807 - 24.6 3005s 788274 558627 672.11892 104 93 - 527.05926 - 24.6 3010s 789405 559437 660.53290 94 106 - 527.06119 - 24.6 3015s 790545 560248 678.83871 118 87 - 527.06206 - 24.6 3020s 791633 561001 infeasible 79 - 527.06366 - 24.6 3025s 792795 561883 621.32751 100 114 - 527.06472 - 24.6 3030s 793980 562738 545.35386 46 108 - 527.06561 - 24.6 3035s 795049 563556 571.19159 61 96 - 527.06694 - 24.6 3040s 796114 564293 infeasible 95 - 527.06825 - 24.6 3045s 797221 565157 532.61993 43 135 - 527.06914 - 24.6 3050s 798342 565966 583.98480 80 119 - 527.07051 - 24.6 3055s 799442 566761 infeasible 113 - 527.07123 - 24.6 3060s 800440 567470 575.17037 81 83 - 527.07199 - 24.6 3065s 801582 568324 602.05767 80 95 - 527.07304 - 24.5 3070s 802702 569151 560.29044 67 98 - 527.07411 - 24.5 3075s 803636 569842 infeasible 132 - 527.07473 - 24.5 3080s 804761 570600 534.50779 45 143 - 527.07598 - 24.5 3085s 805782 571366 559.69189 55 53 - 527.07708 - 24.5 3090s 806843 572137 568.77452 66 93 - 527.07816 - 24.5 3095s 807875 572929 infeasible 115 - 527.07941 - 24.5 3100s 809023 573745 553.56230 72 132 - 527.08025 - 24.5 3105s 810067 574498 537.97486 49 113 - 527.08220 - 24.5 3110s 811173 575290 532.36097 52 122 - 527.08412 - 24.5 3115s 812277 576114 564.08596 64 103 - 527.08491 - 24.5 3120s 813406 576938 560.25903 66 111 - 527.08707 - 24.5 3125s 814541 577757 561.09378 64 93 - 527.08821 - 24.5 3130s 815546 578514 704.51287 116 56 - 527.08911 - 24.5 3135s 816647 579279 547.72113 51 119 - 527.09126 - 24.5 3140s 817616 579971 infeasible 78 - 527.09197 - 24.5 3145s 818705 580804 infeasible 98 - 527.09320 - 24.5 3150s 819856 581648 649.31738 111 93 - 527.09465 - 24.5 3155s 820911 582443 infeasible 145 - 527.09563 - 24.5 3160s 821926 583170 606.75710 79 100 - 527.09661 - 24.5 3165s 822975 583960 infeasible 104 - 527.09813 - 24.5 3170s 824205 584818 infeasible 98 - 527.10015 - 24.5 3175s 825338 585653 583.66646 75 120 - 527.10321 - 24.5 3180s 826513 586508 558.03245 68 73 - 527.10469 - 24.5 3185s 827556 587275 556.55741 60 126 - 527.10590 - 24.5 3190s 828688 588108 528.60796 42 128 - 527.10807 - 24.5 3195s 829922 588993 693.46293 134 97 - 527.10914 - 24.5 3200s 830917 589682 543.75064 53 106 - 527.11127 - 24.5 3205s 832026 590514 528.47209 51 125 - 527.11270 - 24.5 3210s 833126 591347 578.56135 64 98 - 527.11420 - 24.5 3215s 834164 592084 551.43657 62 66 - 527.11555 - 24.5 3220s 835458 592992 551.01976 59 105 - 527.11726 - 24.5 3225s 836485 593748 679.86882 132 75 - 527.11785 - 24.5 3230s 837438 594427 527.63026 45 121 - 527.11921 - 24.5 3235s 838560 595267 538.46067 56 127 - 527.12062 - 24.5 3240s 839723 596142 infeasible 132 - 527.12213 - 24.5 3245s 840935 597030 565.72162 75 132 - 527.12399 - 24.5 3250s 842026 597842 594.66280 93 108 - 527.12522 - 24.5 3255s 843121 598568 566.84297 73 127 - 527.12681 - 24.5 3260s 844224 599368 537.48797 45 150 - 527.12868 - 24.5 3265s 845383 600166 575.54525 81 113 - 527.13005 - 24.5 3270s 846429 600912 726.42763 120 69 - 527.13090 - 24.5 3275s 847480 601690 615.94330 86 108 - 527.13311 - 24.5 3280s 848463 602415 600.37403 94 118 - 527.13490 - 24.5 3285s 849593 603244 538.80113 51 85 - 527.13633 - 24.5 3290s 850664 604024 547.58063 56 123 - 527.13810 - 24.5 3295s 851676 604760 567.91786 57 95 - 527.13835 - 24.5 3300s 852762 605560 602.77758 69 69 - 527.13889 - 24.5 3305s 853838 606336 infeasible 76 - 527.14030 - 24.5 3310s 854875 607119 618.15659 101 117 - 527.14209 - 24.5 3315s 855932 607954 553.67538 80 109 - 527.14330 - 24.5 3320s 857153 608847 535.94273 41 156 - 527.14483 - 24.5 3325s 858216 609637 529.07089 42 176 - 527.14724 - 24.5 3330s 859282 610396 565.44785 61 123 - 527.14765 - 24.5 3335s 860319 611165 675.82507 106 93 - 527.14934 - 24.5 3340s 861425 611967 596.20588 91 99 - 527.14965 - 24.5 3345s 862553 612822 542.97388 54 153 - 527.15076 - 24.4 3350s 863599 613579 589.36943 73 113 - 527.15233 - 24.4 3355s 864683 614425 537.27187 58 108 - 527.15351 - 24.4 3360s 865719 615156 539.81098 46 149 - 527.15488 - 24.4 3365s 866784 615927 597.56599 101 51 - 527.15577 - 24.4 3370s 867799 616665 638.10379 115 87 - 527.15763 - 24.4 3375s 868894 617493 640.34142 112 112 - 527.15857 - 24.4 3380s 869999 618301 infeasible 115 - 527.15974 - 24.4 3385s 871057 619102 607.03692 85 137 - 527.16057 - 24.4 3390s 872179 619962 666.09062 107 83 - 527.16245 - 24.4 3395s 873194 620730 540.37113 54 95 - 527.16369 - 24.4 3400s 874324 621578 633.67558 112 96 - 527.16486 - 24.4 3405s 875413 622357 553.83191 83 92 - 527.16586 - 24.4 3410s 876513 623143 547.43626 57 99 - 527.16750 - 24.4 3415s 877614 624011 632.07419 87 116 - 527.16953 - 24.4 3420s 878696 624789 546.19413 56 108 - 527.17051 - 24.4 3425s 879771 625566 567.64326 57 154 - 527.17213 - 24.4 3430s 880857 626404 634.07492 97 99 - 527.17294 - 24.4 3435s 882033 627253 528.15822 49 122 - 527.17405 - 24.4 3440s 883140 628062 551.35192 64 103 - 527.17552 - 24.4 3445s 884252 628842 578.74287 76 84 - 527.17681 - 24.4 3450s 885319 629645 540.70530 60 103 - 527.17815 - 24.4 3455s 886348 630463 667.30353 135 133 - 527.17941 - 24.4 3460s 887442 631311 547.91262 78 99 - 527.18085 - 24.4 3465s 888521 632085 613.66730 98 91 - 527.18246 - 24.4 3470s 889463 632789 563.76821 68 113 - 527.18376 - 24.4 3475s 890643 633662 566.38182 77 116 - 527.18483 - 24.4 3480s 891790 634537 616.69274 93 125 - 527.18519 - 24.4 3485s 892959 635462 548.33373 68 114 - 527.18688 - 24.4 3490s 893959 636222 605.95439 73 125 - 527.18775 - 24.4 3495s 894930 636927 634.26085 110 106 - 527.18873 - 24.4 3500s 895963 637718 712.85439 111 107 - 527.18984 - 24.4 3505s 897055 638494 608.01675 83 88 - 527.19051 - 24.4 3510s 898163 639331 535.09330 45 175 - 527.19236 - 24.4 3515s 899201 640107 543.40855 64 106 - 527.19339 - 24.4 3520s 900291 640955 534.19982 56 112 - 527.19439 - 24.4 3525s 901288 641709 603.14074 107 95 - 527.19616 - 24.4 3530s 902476 642573 537.72117 59 119 - 527.19737 - 24.4 3535s 903641 643414 601.38048 96 92 - 527.19956 - 24.4 3540s 904829 644293 657.30048 125 78 - 527.20149 - 24.4 3545s 906027 645109 529.04452 47 114 - 527.20254 - 24.4 3550s 907162 645932 634.65858 96 100 - 527.20446 - 24.4 3555s 908299 646778 534.10518 51 113 - 527.20552 - 24.4 3560s 909377 647613 551.86651 76 124 - 527.20689 - 24.4 3565s 910458 648389 563.96391 48 112 - 527.20833 - 24.4 3570s 911599 649184 infeasible 110 - 527.20935 - 24.4 3575s 912664 649999 528.18073 47 150 - 527.21040 - 24.4 3580s 913766 650811 590.80706 90 130 - 527.21223 - 24.4 3585s 914887 651664 infeasible 104 - 527.21316 - 24.4 3590s 915987 652517 654.48266 128 127 - 527.21485 - 24.4 3595s Cutting planes: Gomory: 17 Cover: 196 Implied bound: 197 Clique: 12 MIR: 260 GUB cover: 11 Zero half: 124 Explored 916906 nodes (22338443 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.280000000000e+02, gap -