Gurobi 5.0.1 (linux64) logging started Thu Dec 27 08:51:16 2012 Optimize a model with 3842 rows, 3721 columns and 23498 nonzeros Presolve removed 875 rows and 1209 columns Presolve time: 0.07s Presolved: 2967 rows, 2512 columns, 22716 nonzeros Variable types: 60 continuous, 2452 integer (2452 binary) Root relaxation: objective 4.575379e+02, 389 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 457.53793 0 129 - 457.53793 - - 0s 0 0 479.21126 0 123 - 479.21126 - - 0s 0 0 481.93852 0 125 - 481.93852 - - 0s 0 0 482.57774 0 121 - 482.57774 - - 0s 0 0 482.67587 0 122 - 482.67587 - - 0s 0 0 482.67587 0 122 - 482.67587 - - 0s 0 0 482.73465 0 117 - 482.73465 - - 0s 0 0 482.80349 0 108 - 482.80349 - - 0s 0 0 482.80575 0 119 - 482.80575 - - 0s 0 0 482.80575 0 115 - 482.80575 - - 0s 0 0 482.80575 0 115 - 482.80575 - - 0s 0 0 482.80575 0 110 - 482.80575 - - 0s 0 0 482.80575 0 117 - 482.80575 - - 0s 0 0 482.80575 0 117 - 482.80575 - - 1s 0 2 483.13790 0 117 - 483.13790 - - 1s 606 522 502.53107 18 116 - 484.53812 - 17.6 5s 618 530 489.69986 10 141 - 489.69986 - 17.2 10s 633 542 547.26205 50 136 - 489.93934 - 21.3 15s 654 558 492.53642 29 124 - 490.52625 - 24.4 20s 1297 883 723.08227 182 46 - 491.40749 - 30.1 25s 2316 1399 558.17511 47 75 - 493.35054 - 28.3 30s 3413 2292 523.51284 41 104 - 496.57456 - 28.1 35s 4368 3085 528.60277 46 55 - 500.09727 - 28.8 40s 5305 3788 infeasible 81 - 501.66037 - 29.6 45s 6469 4634 557.10566 51 127 - 501.95470 - 28.8 50s 7632 5602 542.78669 55 80 - 502.33920 - 28.4 55s 8651 6370 570.14251 51 99 - 503.05227 - 28.9 60s 9759 7241 544.77594 56 84 - 504.05946 - 29.0 65s 10582 7898 663.82302 90 68 - 504.24203 - 29.2 70s 11814 8955 524.86619 45 110 - 504.54286 - 28.8 75s 12818 9749 508.53134 33 111 - 505.03022 - 29.1 80s 13957 10658 infeasible 60 - 505.21845 - 28.9 85s 15122 11591 infeasible 62 - 505.60376 - 28.9 90s 16148 12389 647.15828 107 57 - 505.86723 - 29.0 95s 17379 13330 636.25816 83 57 - 505.98781 - 28.9 100s 18527 14264 727.34469 134 63 - 506.21303 - 28.9 105s 19670 15153 infeasible 66 - 506.43286 - 28.9 110s 20534 15816 infeasible 137 - 506.57966 - 29.0 115s 21724 16788 582.14339 67 72 - 506.76188 - 29.1 120s 22601 17431 585.01686 68 76 - 506.94606 - 29.4 125s 23694 18320 infeasible 40 - 507.07341 - 29.5 130s 24733 19112 617.82207 65 69 - 507.26006 - 29.6 135s 25826 19965 611.70052 77 39 - 507.31225 - 29.6 140s 26919 20801 558.18776 49 66 - 507.46601 - 29.6 145s 28122 21722 564.67892 71 57 - 507.68849 - 29.6 150s 29056 22464 550.72960 52 103 - 507.87014 - 29.7 155s 30161 23284 548.43537 41 99 - 508.09133 - 29.8 160s 31106 24006 510.12919 38 107 - 508.25414 - 29.8 165s 32275 24937 553.78454 45 86 - 508.40735 - 29.8 170s 33391 25825 565.10360 44 93 - 508.60545 - 29.9 175s 34465 26674 549.10702 59 59 - 508.76822 - 29.9 180s 35804 27722 565.25154 42 105 - 508.86303 - 29.8 185s 36872 28512 541.24501 45 93 - 508.98814 - 29.9 190s 38064 29452 553.61427 50 87 - 509.11753 - 29.9 195s 39441 30573 576.68351 80 63 - 509.23442 - 29.7 200s 40664 31529 586.72215 45 84 - 509.31293 - 29.7 205s 40804 31647 594.75753 60 75 - 509.33086 - 29.7 221s 41568 32214 548.46131 35 113 - 509.42513 - 29.7 225s 42868 33242 651.96561 60 101 - 509.61337 - 29.6 230s 44024 34171 542.79637 48 76 - 509.74578 - 29.6 235s 45233 35085 589.13856 51 75 - 509.92437 - 29.6 240s 46481 36103 540.56744 49 95 - 510.05868 - 29.6 245s 47823 37195 654.90827 126 71 - 510.13482 - 29.5 250s 48965 38060 631.41181 78 36 - 510.26563 - 29.5 255s 50206 39067 634.36230 83 44 - 510.35631 - 29.5 260s 51419 39988 593.84390 57 83 - 510.44203 - 29.4 265s 52681 40990 infeasible 40 - 510.57138 - 29.3 270s 53764 41782 581.63948 63 98 - 510.69351 - 29.4 275s 54973 42693 infeasible 49 - 510.84963 - 29.4 280s 56164 43638 517.51482 42 123 - 510.96494 - 29.4 285s 57398 44676 596.51714 58 90 - 511.08306 - 29.4 290s 58556 45529 650.46158 123 31 - 511.17940 - 29.4 295s 59826 46504 infeasible 102 - 511.22107 - 29.4 300s 61188 47599 674.32314 121 46 - 511.31836 - 29.3 305s 62222 48371 539.23338 40 103 - 511.42969 - 29.3 310s 63128 49021 645.75635 55 85 - 511.52011 - 29.4 315s 64419 50072 664.62272 144 38 - 511.65191 - 29.3 320s 65583 50917 663.02940 154 68 - 511.82804 - 29.4 325s 66819 51862 555.41453 44 85 - 511.93046 - 29.3 330s 68149 52965 606.30851 78 67 - 512.06125 - 29.3 335s 69535 54073 610.74194 57 102 - 512.15478 - 29.2 340s 70841 55106 564.70239 61 70 - 512.24287 - 29.2 345s 71947 55973 infeasible 40 - 512.33569 - 29.2 350s 73282 57023 infeasible 62 - 512.41908 - 29.1 355s 74576 58002 515.03994 37 120 - 512.51013 - 29.1 360s 75566 58745 597.01443 69 62 - 512.53879 - 29.2 365s 76870 59729 536.75642 43 101 - 512.67012 - 29.2 370s 77938 60513 551.21898 51 109 - 512.72591 - 29.2 375s 79473 61796 604.23583 76 53 - 512.77129 - 29.1 380s 80735 62829 infeasible 54 - 512.84781 - 29.1 385s 81953 63872 601.82592 84 70 - 512.89360 - 29.0 390s 83548 65150 603.84057 95 52 - 512.96417 - 28.9 395s 84694 66022 infeasible 108 - 513.02051 - 28.9 400s 85945 67038 infeasible 108 - 513.07858 - 28.9 405s 87057 67790 531.96853 41 84 - 513.18892 - 29.0 410s 88212 68686 532.01975 40 68 - 513.30902 - 29.0 415s 89691 69900 547.94272 43 95 - 513.37381 - 28.9 420s 91130 71101 523.53660 44 91 - 513.42660 - 28.8 425s 92001 71750 585.33456 55 90 - 513.45601 - 28.9 430s 93229 72675 564.98783 42 90 - 513.53267 - 28.9 435s 94408 73568 554.33055 46 56 - 513.62375 - 28.9 440s 95493 74355 573.57636 42 85 - 513.72938 - 29.0 445s 96975 75574 568.63558 42 102 - 513.81746 - 28.9 450s 98334 76645 567.43095 57 102 - 513.88911 - 28.9 455s 99424 77503 526.78365 43 122 - 513.98832 - 28.9 460s 100705 78519 557.84126 45 112 - 514.04411 - 28.9 465s 101993 79520 infeasible 46 - 514.10933 - 28.9 470s 103167 80389 infeasible 49 - 514.17168 - 28.8 475s 104369 81296 555.49154 44 113 - 514.24393 - 28.8 480s 105444 82113 572.90761 93 61 - 514.31623 - 28.9 485s 106730 83066 579.79294 54 99 - 514.38444 - 28.8 490s 107916 83994 infeasible 53 - 514.48861 - 28.9 495s 109295 85166 601.55182 95 61 - 514.52671 - 28.8 500s 110598 86131 631.12223 63 96 - 514.58572 - 28.8 505s 111867 87111 549.51163 41 49 - 514.65289 - 28.8 510s 113002 87977 541.23049 43 120 - 514.69875 - 28.8 515s 114356 89037 589.89143 68 48 - 514.75266 - 28.7 520s 115603 90024 685.51305 82 61 - 514.82590 - 28.7 525s 116848 90963 529.61466 42 76 - 514.86203 - 28.7 530s 118397 92206 630.75283 73 71 - 514.89563 - 28.7 535s 119731 93250 803.34316 127 57 - 514.96244 - 28.6 540s 121023 94245 517.98936 38 95 - 515.03210 - 28.6 545s 122420 95463 577.32372 45 61 - 515.05440 - 28.6 550s 123411 96209 586.11969 65 40 - 515.13385 - 28.6 555s 124711 97238 infeasible 102 - 515.23191 - 28.6 560s 125961 98275 518.48720 41 104 - 515.26319 - 28.6 565s 127312 99353 523.99051 44 91 - 515.31354 - 28.5 570s 128858 100607 609.50700 101 50 - 515.34035 - 28.5 575s 130132 101599 573.21735 52 37 - 515.40368 - 28.5 580s 131314 102556 597.40723 41 75 - 515.46973 - 28.5 585s 132539 103499 584.76831 53 72 - 515.50990 - 28.5 590s 133598 104290 568.34027 68 40 - 515.56067 - 28.5 595s 135121 105585 699.25713 154 53 - 515.61647 - 28.4 600s 136196 106366 588.91674 55 85 - 515.67476 - 28.4 605s 137021 106945 526.73286 39 87 - 515.73041 - 28.5 610s 138334 107968 564.96829 51 63 - 515.78018 - 28.5 615s 139613 108900 infeasible 53 - 515.87269 - 28.5 620s 140822 109857 infeasible 40 - 515.91210 - 28.5 625s 142028 110817 635.25031 109 65 - 515.96303 - 28.5 630s 143011 111619 630.04592 114 44 - 515.98532 - 28.5 635s 144335 112626 537.89842 42 85 - 516.02596 - 28.5 640s 145676 113699 535.19696 45 84 - 516.06363 - 28.5 645s 146863 114599 infeasible 136 - 516.10783 - 28.5 650s 147937 115347 566.87050 49 97 - 516.16831 - 28.5 655s 149163 116255 597.54437 107 59 - 516.23079 - 28.5 660s 150694 117528 582.65085 60 87 - 516.26239 - 28.5 665s 152063 118591 infeasible 157 - 516.30619 - 28.4 670s 153220 119471 530.52071 38 85 - 516.33975 - 28.4 675s 154397 120441 534.24055 38 104 - 516.36716 - 28.4 680s 155813 121599 599.82304 63 84 - 516.39719 - 28.4 685s 157256 122683 infeasible 48 - 516.42343 - 28.3 690s 158748 123905 687.40104 108 47 - 516.47523 - 28.3 695s 159856 124728 569.72954 53 100 - 516.56500 - 28.3 700s 161215 125848 infeasible 124 - 516.57966 - 28.3 705s 162407 126692 602.49040 68 64 - 516.65001 - 28.3 710s 163585 127554 554.77261 45 68 - 516.68396 - 28.3 715s 164856 128532 739.66950 182 55 - 516.72277 - 28.3 720s 166218 129545 551.22085 44 93 - 516.79387 - 28.3 725s 167530 130589 533.01149 42 109 - 516.83545 - 28.2 730s 168769 131592 650.33288 100 53 - 516.88060 - 28.2 735s 170384 132902 685.21538 140 48 - 516.92189 - 28.2 740s 171615 133887 620.28364 87 41 - 516.96099 - 28.2 745s 172813 134765 590.56625 72 64 - 517.00426 - 28.2 750s 173834 135553 infeasible 35 - 517.03275 - 28.2 755s 175364 136814 643.48723 112 40 - 517.06077 - 28.1 760s 176742 137889 683.12303 103 66 - 517.08636 - 28.1 765s 178064 138957 678.07070 111 57 - 517.11792 - 28.1 770s 179397 140039 594.31264 78 60 - 517.14225 - 28.1 775s 180769 141088 603.12230 59 97 - 517.19023 - 28.1 780s 182187 142195 infeasible 125 - 517.21295 - 28.0 785s 183564 143250 538.85754 47 112 - 517.24747 - 28.0 790s 184895 144283 553.28776 49 68 - 517.26816 - 28.0 795s 186374 145457 536.78963 40 95 - 517.30038 - 28.0 800s 187436 146263 566.66664 61 82 - 517.32529 - 28.0 805s 188705 147261 534.01411 44 101 - 517.34756 - 28.0 810s 190065 148356 732.00010 122 57 - 517.37109 - 27.9 815s 191376 149360 559.98522 43 95 - 517.42829 - 27.9 820s 192628 150332 704.00272 131 61 - 517.46819 - 27.9 825s 193908 151294 582.01302 66 97 - 517.52135 - 27.9 830s 195067 152214 568.55894 74 40 - 517.54032 - 27.9 835s 196328 153152 612.42123 51 57 - 517.61858 - 27.9 840s 197591 154158 653.54272 103 67 - 517.66413 - 27.9 845s 199020 155356 649.37036 93 50 - 517.69932 - 27.9 850s 200429 156445 524.65140 41 44 - 517.73718 - 27.9 855s 201882 157657 infeasible 204 - 517.76138 - 27.9 860s 202988 158507 569.99668 56 96 - 517.80804 - 27.9 865s 204150 159446 infeasible 102 - 517.82655 - 27.9 870s 205652 160672 539.19629 45 86 - 517.85404 - 27.9 875s 206969 161702 551.70676 51 85 - 517.87652 - 27.9 880s 208571 163027 556.22000 81 48 - 517.91744 - 27.8 885s 209962 164096 536.91925 39 113 - 517.95041 - 27.8 890s 211364 165197 695.65321 113 67 - 517.98046 - 27.8 895s 212507 166041 601.56965 81 53 - 518.02000 - 27.8 900s 214095 167275 540.31326 42 68 - 518.06540 - 27.8 905s 215186 168125 infeasible 54 - 518.09656 - 27.7 910s 216445 169039 535.43441 38 116 - 518.12775 - 27.7 915s 217822 170177 592.58432 48 78 - 518.16673 - 27.7 920s 219055 171095 667.04123 102 68 - 518.21152 - 27.7 925s 220419 172164 597.65019 52 92 - 518.24181 - 27.7 930s 221840 173291 530.40885 47 105 - 518.29269 - 27.7 935s 223062 174212 536.30939 44 62 - 518.32023 - 27.7 940s 224600 175500 626.78689 87 43 - 518.34229 - 27.7 945s 225828 176443 524.32851 45 88 - 518.37055 - 27.7 950s 227195 177517 infeasible 64 - 518.41246 - 27.7 955s 228487 178403 527.08563 40 75 - 518.45156 - 27.7 960s 230060 179681 727.77312 139 38 - 518.47417 - 27.6 965s 231647 180983 639.22131 112 62 - 518.49710 - 27.6 970s 232791 181812 545.57342 42 112 - 518.52994 - 27.6 975s 234295 183043 infeasible 77 - 518.56862 - 27.6 980s 235167 183649 528.45456 48 103 - 518.60167 - 27.6 985s 236528 184750 580.05300 84 59 - 518.63227 - 27.6 990s 237811 185735 572.73632 48 112 - 518.67036 - 27.6 995s 239267 186859 533.36330 39 110 - 518.69215 - 27.6 1000s 240698 188093 627.37579 102 64 - 518.70610 - 27.5 1005s 242153 189243 558.38456 49 65 - 518.72911 - 27.5 1010s 243422 190170 527.72614 35 113 - 518.75711 - 27.5 1015s 244711 191129 641.47985 85 76 - 518.78034 - 27.5 1020s 245937 192095 559.80625 45 112 - 518.80683 - 27.5 1025s 247177 193132 infeasible 82 - 518.82760 - 27.5 1030s 248542 194235 582.16078 119 40 - 518.85895 - 27.5 1035s 249910 195280 577.28563 46 88 - 518.90674 - 27.5 1040s 251058 196148 634.86065 79 23 - 518.93436 - 27.5 1045s 252357 197152 540.91018 45 80 - 518.98296 - 27.5 1050s 253628 198128 556.11610 70 63 - 519.00558 - 27.5 1055s 255031 199237 infeasible 138 - 519.03767 - 27.5 1060s 256274 200185 524.61923 36 90 - 519.06899 - 27.5 1065s 257645 201344 660.85545 108 51 - 519.09558 - 27.4 1070s 259034 202462 547.26827 51 74 - 519.12405 - 27.4 1075s 260465 203615 576.82191 66 62 - 519.15546 - 27.4 1080s 262090 204991 infeasible 176 - 519.17829 - 27.4 1085s 263506 206137 525.04429 45 82 - 519.19757 - 27.4 1090s 264948 207255 582.24951 64 101 - 519.21695 - 27.3 1095s 266115 208183 554.61540 44 76 - 519.23518 - 27.3 1100s 267432 209224 542.24264 48 85 - 519.25847 - 27.3 1105s 268686 210213 523.97720 40 115 - 519.28003 - 27.3 1110s 270110 211346 560.61719 56 61 - 519.30949 - 27.3 1115s 271436 212372 588.44521 51 94 - 519.34376 - 27.3 1120s 272589 213270 infeasible 55 - 519.37807 - 27.3 1125s 273769 214153 infeasible 68 - 519.39814 - 27.3 1130s 275105 215219 531.46192 47 88 - 519.40953 - 27.3 1135s 276338 216150 infeasible 118 - 519.43335 - 27.3 1140s 277714 217161 684.93396 105 67 - 519.46659 - 27.3 1145s 278993 218144 infeasible 125 - 519.48438 - 27.3 1150s 280421 219278 542.84608 48 67 - 519.51956 - 27.3 1155s 281674 220274 611.01414 109 59 - 519.54243 - 27.3 1160s 282888 221202 540.94535 62 92 - 519.56352 - 27.3 1165s 284244 222281 640.68333 93 48 - 519.58592 - 27.3 1170s 285590 223324 686.26785 110 52 - 519.61194 - 27.2 1175s 286689 224174 563.11558 48 79 - 519.62833 - 27.2 1180s 287997 225140 633.18329 62 89 - 519.66289 - 27.2 1185s 289424 226194 534.86561 41 118 - 519.70485 - 27.2 1190s 290795 227258 614.04804 63 75 - 519.74040 - 27.2 1195s 292054 228227 616.88000 100 56 - 519.76887 - 27.2 1200s 293244 229139 527.68552 38 90 - 519.79723 - 27.2 1205s 294626 230246 549.67006 41 95 - 519.82270 - 27.2 1210s 295913 231266 571.68219 60 62 - 519.84508 - 27.2 1215s 297158 232266 590.24538 51 80 - 519.85166 - 27.2 1220s 298599 233391 609.85760 93 72 - 519.87163 - 27.2 1225s 299859 234367 568.30967 54 54 - 519.89038 - 27.2 1230s 301171 235407 618.80382 42 73 - 519.92678 - 27.2 1235s 302322 236230 562.46486 44 83 - 519.96037 - 27.2 1240s 303805 237461 552.82809 58 76 - 520.01369 - 27.2 1245s 305091 238456 623.49402 115 65 - 520.04065 - 27.2 1250s 306402 239471 526.99823 38 100 - 520.05333 - 27.2 1255s 307718 240497 537.37230 45 102 - 520.08108 - 27.2 1260s 309175 241653 529.59618 42 98 - 520.10557 - 27.1 1265s 310410 242641 575.48331 47 70 - 520.12505 - 27.1 1270s 311905 243877 615.69358 61 98 - 520.14012 - 27.1 1275s 313262 244957 585.66748 78 67 - 520.15364 - 27.1 1280s 314308 245737 581.96257 49 86 - 520.17163 - 27.1 1285s 315446 246574 574.88374 49 95 - 520.19135 - 27.2 1290s 316594 247446 581.09671 46 80 - 520.21606 - 27.2 1295s 317897 248455 601.34266 83 88 - 520.23689 - 27.1 1300s 319088 249411 553.91806 40 97 - 520.26094 - 27.2 1305s 320367 250342 526.27264 44 92 - 520.28157 - 27.2 1310s 321564 251208 infeasible 45 - 520.30625 - 27.2 1315s 322816 252193 576.56416 66 59 - 520.32940 - 27.2 1320s 324065 253084 573.49853 53 99 - 520.34756 - 27.2 1325s 325370 254109 586.76704 54 91 - 520.36623 - 27.2 1330s 326610 255112 606.23564 78 60 - 520.38710 - 27.2 1335s 328096 256298 538.08289 39 93 - 520.40645 - 27.1 1340s 329337 257215 568.32884 45 106 - 520.43165 - 27.1 1345s 330654 258208 547.19950 47 78 - 520.44560 - 27.1 1350s 332056 259258 748.54486 143 53 - 520.46763 - 27.1 1355s 333182 260142 infeasible 122 - 520.48734 - 27.1 1360s 334410 261125 625.47774 130 65 - 520.50487 - 27.1 1365s 335706 262133 606.50673 74 62 - 520.53046 - 27.1 1370s 336996 263131 551.76698 47 92 - 520.54645 - 27.1 1375s 338336 264188 609.24061 102 76 - 520.57424 - 27.1 1380s 339581 265146 568.10298 47 104 - 520.58692 - 27.1 1385s 340873 266134 541.75622 45 106 - 520.61646 - 27.1 1390s 342439 267425 574.56589 49 101 - 520.64136 - 27.1 1395s 343772 268390 infeasible 54 - 520.67008 - 27.1 1400s 344962 269328 578.61064 74 69 - 520.68685 - 27.1 1405s 346221 270304 534.34342 44 94 - 520.70307 - 27.1 1410s 347306 271155 600.27789 46 84 - 520.71995 - 27.1 1415s 348860 272450 560.74473 45 99 - 520.73992 - 27.1 1420s 350345 273637 630.94662 65 59 - 520.75799 - 27.0 1425s 351711 274706 566.95541 48 83 - 520.78096 - 27.0 1430s 352951 275654 infeasible 112 - 520.79742 - 27.0 1435s 354299 276746 624.57884 76 63 - 520.81098 - 27.0 1440s 355787 277875 640.99683 82 69 - 520.83035 - 27.0 1445s 356976 278773 574.81500 48 91 - 520.84632 - 27.0 1450s 358208 279785 542.40070 41 102 - 520.86354 - 27.0 1455s 359354 280651 infeasible 134 - 520.88839 - 27.0 1460s 360672 281675 545.74902 42 95 - 520.92545 - 27.0 1465s 361838 282475 622.20790 54 84 - 520.95409 - 27.0 1470s 363022 283369 568.25401 61 36 - 520.98473 - 27.1 1475s 364374 284419 562.69829 43 73 - 521.00645 - 27.0 1480s 365593 285330 552.47516 43 111 - 521.04604 - 27.1 1485s 366884 286347 536.81066 53 67 - 521.06503 - 27.1 1490s 367984 287155 infeasible 57 - 521.07747 - 27.0 1495s 369087 287970 554.99839 38 105 - 521.10256 - 27.1 1500s 370533 289110 668.11841 122 60 - 521.13487 - 27.0 1505s 371809 290091 530.02522 42 105 - 521.15465 - 27.0 1510s 373267 291282 535.07244 37 119 - 521.17572 - 27.0 1515s 374621 292347 594.61592 55 79 - 521.19229 - 27.0 1520s 375967 293441 545.96897 47 37 - 521.20682 - 27.0 1525s 377289 294409 540.87836 41 89 - 521.23832 - 27.0 1530s 378356 295247 infeasible 115 - 521.25329 - 27.0 1535s 379768 296341 594.34048 65 66 - 521.26969 - 27.0 1540s 381027 297285 554.35631 52 36 - 521.29259 - 27.0 1545s 382425 298385 543.01163 47 58 - 521.32101 - 27.0 1550s 383637 299320 770.72892 122 62 - 521.34878 - 27.0 1555s 385049 300470 573.13559 59 92 - 521.36919 - 27.0 1560s 386411 301540 567.51493 57 81 - 521.39420 - 27.0 1565s 387384 302188 536.88169 47 105 - 521.41566 - 27.0 1570s 388412 302999 579.68984 55 78 - 521.42693 - 27.0 1575s 389735 304050 526.45488 42 88 - 521.44253 - 27.0 1580s 390916 304955 572.20627 44 102 - 521.46433 - 27.0 1585s 392262 306017 598.51397 92 75 - 521.48694 - 27.0 1590s 393532 306974 527.31815 40 99 - 521.51498 - 27.0 1595s 394905 308036 781.86041 161 63 - 521.53819 - 27.0 1600s 396198 309067 562.14601 50 101 - 521.55329 - 27.0 1605s 397603 310120 699.78760 114 48 - 521.56853 - 27.0 1610s 398564 310858 544.37886 36 114 - 521.59008 - 27.0 1615s 400095 312058 588.02622 55 86 - 521.59998 - 27.0 1620s 401432 313128 583.61078 88 64 - 521.62489 - 27.0 1625s 402746 314137 609.69343 79 52 - 521.64725 - 27.0 1630s 403785 314833 568.22947 53 50 - 521.66489 - 27.0 1635s 405221 315988 580.79566 50 63 - 521.69267 - 27.0 1640s 406428 316924 587.90644 53 71 - 521.71706 - 27.0 1645s 407866 318066 594.46401 91 97 - 521.73080 - 27.0 1650s 408987 318933 533.31037 44 98 - 521.74654 - 27.0 1655s 410094 319740 544.03286 40 88 - 521.76618 - 27.0 1660s 411227 320564 549.98500 41 113 - 521.79267 - 27.0 1665s 412447 321509 547.70475 44 83 - 521.82254 - 27.0 1670s 413614 322401 569.24218 48 76 - 521.84671 - 27.0 1675s 414842 323358 611.14258 46 98 - 521.86634 - 27.0 1680s 416332 324527 657.74215 136 48 - 521.88096 - 27.0 1685s 417532 325397 infeasible 59 - 521.89873 - 27.0 1690s 418508 326166 556.15634 57 97 - 521.91291 - 27.0 1695s 419831 327220 582.44477 57 81 - 521.92589 - 27.0 1700s 421328 328423 657.95908 120 52 - 521.94841 - 27.0 1705s 422779 329603 527.09656 36 99 - 521.97163 - 27.0 1710s 424052 330603 544.43062 53 83 - 521.99604 - 27.0 1715s 425494 331719 infeasible 117 - 522.01039 - 27.0 1720s 426818 332717 579.81009 51 74 - 522.03259 - 27.0 1725s 428105 333710 526.15790 40 126 - 522.05227 - 27.0 1730s 429398 334711 524.45795 40 94 - 522.06487 - 27.0 1735s 430854 335910 530.98131 29 118 - 522.08269 - 27.0 1740s 432023 336826 568.18904 58 102 - 522.10345 - 27.0 1745s 433363 337850 539.94172 43 111 - 522.14267 - 27.0 1750s 434673 338922 603.20891 49 78 - 522.15541 - 27.0 1755s 435931 339962 infeasible 141 - 522.16700 - 27.0 1760s 437373 341004 547.57445 42 97 - 522.19004 - 27.0 1765s 438620 341958 662.90632 91 73 - 522.20661 - 27.0 1770s 439573 342715 637.75595 117 60 - 522.22365 - 27.0 1775s 440765 343603 584.51650 58 58 - 522.24529 - 27.0 1780s 442291 344892 794.83684 266 16 - 522.26393 - 26.9 1785s 443557 345824 536.64087 49 97 - 522.27831 - 27.0 1790s 444792 346782 657.63140 79 63 - 522.29041 - 27.0 1795s 446089 347855 654.47308 107 72 - 522.29991 - 27.0 1800s 447352 348850 571.24690 59 76 - 522.31137 - 27.0 1805s 448694 349919 640.38072 56 70 - 522.33156 - 27.0 1810s 449609 350626 561.34623 58 117 - 522.33871 - 27.0 1815s 451167 351843 611.49390 82 61 - 522.35122 - 26.9 1820s 452502 352895 550.11386 47 86 - 522.36539 - 26.9 1825s 454072 354172 572.96241 41 113 - 522.38625 - 26.9 1830s 455439 355241 infeasible 49 - 522.39907 - 26.9 1835s 456666 356188 infeasible 56 - 522.41764 - 26.9 1840s 458076 357324 550.39607 46 91 - 522.44016 - 26.9 1845s 459401 358369 557.38712 44 88 - 522.46353 - 26.9 1850s 460607 359273 574.27907 54 72 - 522.48915 - 26.9 1855s 461952 360358 605.28705 74 57 - 522.51075 - 26.9 1860s 463269 361417 632.00029 109 65 - 522.53194 - 26.9 1865s 464689 362520 590.31923 45 81 - 522.55311 - 26.9 1870s 466083 363642 614.92048 74 55 - 522.56936 - 26.9 1875s 467500 364795 594.52854 77 79 - 522.58151 - 26.9 1880s 468764 365698 infeasible 50 - 522.59862 - 26.9 1885s 469817 366513 529.95774 51 91 - 522.61397 - 26.9 1890s 471162 367526 562.75069 48 81 - 522.62805 - 26.9 1895s 472570 368646 600.80624 89 57 - 522.64102 - 26.9 1900s 473929 369749 infeasible 69 - 522.65861 - 26.9 1905s 475404 370883 731.23489 126 59 - 522.67829 - 26.9 1910s 476611 371783 531.81444 42 106 - 522.70338 - 26.9 1915s 478079 372929 infeasible 65 - 522.72991 - 26.9 1920s 479436 373961 infeasible 41 - 522.74864 - 26.9 1925s 480325 374602 594.30615 83 67 - 522.77187 - 26.9 1930s 481650 375630 653.66967 120 56 - 522.79725 - 26.9 1935s 482831 376558 582.22583 73 56 - 522.81962 - 26.9 1940s 484256 377667 677.79293 101 55 - 522.84506 - 26.9 1945s 485715 378827 726.49299 154 18 - 522.85382 - 26.9 1950s 486794 379611 560.79484 69 75 - 522.87772 - 26.9 1955s 488347 380876 682.56795 117 59 - 522.89225 - 26.9 1960s 489451 381628 581.31787 51 114 - 522.90998 - 26.9 1965s 490624 382545 602.62216 58 85 - 522.92511 - 26.9 1970s 491795 383417 616.27380 51 72 - 522.94132 - 26.9 1975s 493125 384460 638.23665 106 68 - 522.95192 - 26.9 1980s 494675 385673 696.96231 170 60 - 522.96943 - 26.9 1985s 496171 386834 617.55716 104 47 - 522.98191 - 26.9 1990s 497367 387735 791.79981 199 53 - 522.99905 - 26.9 1995s 498637 388732 606.87200 96 41 - 523.02793 - 26.9 2000s 500108 389854 568.11353 62 67 - 523.04417 - 26.9 2005s 501230 390762 599.25522 72 61 - 523.05793 - 26.9 2010s 502452 391681 598.65391 67 12 - 523.07452 - 26.9 2015s 503746 392622 613.48597 56 80 - 523.08528 - 26.9 2020s 505197 393773 556.47564 62 78 - 523.10458 - 26.8 2025s 506545 394824 infeasible 119 - 523.11556 - 26.8 2030s 508086 396058 593.01451 69 65 - 523.13149 - 26.8 2035s 509395 397043 567.56561 71 67 - 523.14072 - 26.8 2040s 510406 397762 543.00388 43 104 - 523.15580 - 26.8 2045s 511767 398818 524.35468 35 107 - 523.16571 - 26.8 2050s 513096 399895 612.66061 85 49 - 523.17372 - 26.8 2055s 514389 400878 540.55886 50 99 - 523.19215 - 26.8 2060s 515711 401952 529.25249 42 107 - 523.20642 - 26.8 2065s 517101 403009 535.62329 39 78 - 523.22330 - 26.8 2070s 518562 404167 554.40499 43 103 - 523.24289 - 26.8 2075s 519913 405212 637.52993 78 62 - 523.26399 - 26.8 2080s 521097 406109 555.96398 47 92 - 523.27528 - 26.8 2085s 522428 407135 574.58333 74 59 - 523.28801 - 26.8 2090s 523731 408120 616.25297 44 98 - 523.30487 - 26.8 2095s 525158 409277 627.20401 90 60 - 523.31998 - 26.8 2100s 526602 410400 infeasible 100 - 523.33639 - 26.8 2105s 527934 411402 660.63033 95 56 - 523.35757 - 26.8 2110s 529090 412291 555.03544 46 80 - 523.37554 - 26.8 2115s 530484 413368 635.93152 112 68 - 523.39268 - 26.8 2120s 531542 414165 548.27582 50 97 - 523.40710 - 26.8 2125s 532865 415235 641.01229 84 61 - 523.42886 - 26.8 2130s 534372 416421 infeasible 134 - 523.43951 - 26.8 2135s 535634 417323 534.10103 46 73 - 523.45829 - 26.8 2140s 536981 418287 525.64777 41 121 - 523.48110 - 26.8 2145s 538318 419359 608.32560 78 56 - 523.49796 - 26.8 2150s 539980 420630 infeasible 136 - 523.51692 - 26.7 2155s 541179 421543 574.87511 65 20 - 523.52708 - 26.7 2160s 542709 422786 584.04515 132 72 - 523.53660 - 26.7 2165s 544093 423830 540.42410 36 115 - 523.55441 - 26.7 2170s 545567 425008 554.69842 51 78 - 523.56572 - 26.7 2175s 546841 426015 561.44514 52 55 - 523.57585 - 26.7 2180s 547998 426870 568.11522 54 82 - 523.58842 - 26.7 2185s 549431 427974 531.53829 44 76 - 523.60532 - 26.7 2190s 550530 428781 562.22904 51 74 - 523.62795 - 26.7 2195s 551693 429616 infeasible 111 - 523.64907 - 26.7 2200s 552906 430541 604.59898 119 21 - 523.66088 - 26.7 2205s 554473 431761 infeasible 116 - 523.67804 - 26.7 2210s 555832 432678 infeasible 56 - 523.69513 - 26.7 2215s 556944 433500 550.56628 38 108 - 523.71655 - 26.7 2220s 558459 434735 713.52671 126 73 - 523.73231 - 26.7 2225s 559893 435866 544.98764 48 63 - 523.75650 - 26.7 2230s 561109 436707 751.10947 117 55 - 523.77417 - 26.7 2235s 562154 437535 556.82778 55 71 - 523.78123 - 26.7 2240s 563567 438628 588.81298 75 70 - 523.79432 - 26.7 2245s 565156 439944 infeasible 49 - 523.80934 - 26.7 2250s 566326 440786 576.26580 62 59 - 523.81890 - 26.7 2255s 567649 441779 607.07417 62 20 - 523.82829 - 26.7 2260s 569036 442843 infeasible 141 - 523.84216 - 26.7 2265s 570171 443713 656.78920 125 43 - 523.85915 - 26.7 2270s 571566 444831 573.51223 53 67 - 523.87030 - 26.7 2275s 572603 445668 539.87789 52 66 - 523.88165 - 26.7 2280s 573756 446554 628.35218 71 57 - 523.90354 - 26.7 2285s 575078 447537 573.21342 52 85 - 523.91743 - 26.7 2290s 576593 448700 542.71624 42 104 - 523.93483 - 26.7 2295s 577752 449553 infeasible 50 - 523.95429 - 26.7 2300s 579132 450690 667.49858 101 48 - 523.96836 - 26.7 2305s 580449 451725 594.79909 54 81 - 523.97762 - 26.7 2310s 581562 452530 616.50044 43 106 - 523.99651 - 26.7 2315s 582556 453262 571.86786 61 66 - 524.00489 - 26.7 2320s 583893 454276 644.15935 161 57 - 524.02949 - 26.7 2325s 585270 455324 555.33853 51 89 - 524.05115 - 26.7 2330s 586515 456233 541.17829 42 57 - 524.06163 - 26.7 2335s 587743 457142 592.17789 61 46 - 524.07316 - 26.7 2340s 588783 457888 581.02287 48 93 - 524.08331 - 26.7 2345s 590146 458971 658.68620 57 88 - 524.09630 - 26.7 2350s 591423 460004 688.17094 142 45 - 524.10905 - 26.7 2355s 592525 460829 600.23734 91 87 - 524.12032 - 26.7 2360s 594017 462004 614.46232 106 86 - 524.13081 - 26.7 2365s 595455 463122 549.00566 47 113 - 524.14363 - 26.7 2370s 596761 464091 532.73423 41 123 - 524.16520 - 26.7 2375s 598221 465299 655.35731 93 57 - 524.17829 - 26.7 2380s 599556 466305 578.47398 52 79 - 524.19215 - 26.7 2385s 600915 467344 549.60568 50 72 - 524.20620 - 26.7 2390s 602160 468305 infeasible 107 - 524.21888 - 26.7 2395s 603239 469096 532.74935 46 89 - 524.22936 - 26.7 2400s 604683 470180 589.09030 49 81 - 524.24629 - 26.7 2405s 606146 471329 534.05375 45 72 - 524.25860 - 26.7 2410s 607349 472257 575.28034 59 34 - 524.27668 - 26.7 2415s 608869 473477 626.48243 85 54 - 524.28626 - 26.7 2420s 610230 474490 603.09173 69 55 - 524.29747 - 26.7 2425s 611640 475581 557.26164 51 50 - 524.31860 - 26.7 2430s 612753 476457 602.28589 52 69 - 524.33456 - 26.7 2435s 614260 477682 609.55704 46 89 - 524.35244 - 26.7 2440s 615586 478692 607.38968 56 84 - 524.36368 - 26.7 2445s 616915 479724 549.37074 53 59 - 524.38249 - 26.7 2450s 618296 480802 615.26283 47 85 - 524.39606 - 26.7 2455s 619920 482127 545.02635 75 50 - 524.40637 - 26.6 2460s 621297 483207 infeasible 136 - 524.41642 - 26.6 2465s 622706 484337 583.64754 76 61 - 524.43001 - 26.6 2470s 623934 485309 535.75841 40 70 - 524.44121 - 26.6 2475s 624918 486025 597.60028 70 68 - 524.44863 - 26.6 2480s 626405 487171 645.00787 94 57 - 524.46248 - 26.6 2485s 627859 488273 569.72064 45 67 - 524.47558 - 26.6 2490s 629368 489495 567.37300 54 67 - 524.49309 - 26.6 2495s 630645 490489 592.15369 53 85 - 524.50652 - 26.6 2500s 632138 491685 660.37860 109 50 - 524.51775 - 26.6 2505s 633450 492714 660.42623 118 48 - 524.52737 - 26.6 2510s 634876 493785 568.29689 46 77 - 524.53682 - 26.6 2515s 636366 494954 541.39391 49 87 - 524.55556 - 26.6 2520s 637829 496096 624.71133 122 60 - 524.57301 - 26.6 2525s 639018 496974 544.73144 45 97 - 524.59215 - 26.6 2530s 640294 497979 566.88118 49 90 - 524.59923 - 26.6 2535s 641943 499261 639.34946 89 64 - 524.61720 - 26.6 2540s 643319 500344 560.49693 44 95 - 524.62430 - 26.6 2545s 644714 501428 703.05318 103 52 - 524.64046 - 26.6 2550s 646225 502651 594.18747 104 51 - 524.65310 - 26.6 2555s 647475 503578 682.53589 108 55 - 524.66921 - 26.6 2560s 648920 504643 578.66784 51 62 - 524.68129 - 26.6 2565s 650356 505764 592.49113 56 71 - 524.69814 - 26.5 2570s 651754 506857 529.62941 47 115 - 524.71242 - 26.5 2575s 653169 508005 581.86112 56 91 - 524.72468 - 26.5 2580s 654307 508891 594.28345 80 88 - 524.73905 - 26.5 2585s 655797 510040 565.77554 44 88 - 524.74629 - 26.5 2590s 657054 511007 590.30072 64 62 - 524.75362 - 26.5 2595s 658262 511857 540.74687 40 87 - 524.77184 - 26.5 2600s 659753 513010 617.30671 64 47 - 524.78394 - 26.5 2605s 661086 514024 598.17522 111 55 - 524.79449 - 26.5 2610s 662317 514963 532.17777 47 84 - 524.80405 - 26.5 2615s 663518 515852 infeasible 123 - 524.81486 - 26.5 2620s 664606 516621 539.30533 44 74 - 524.82747 - 26.5 2625s 665851 517566 570.67047 58 80 - 524.83566 - 26.5 2630s 667475 518865 532.61050 45 69 - 524.84577 - 26.5 2635s 668714 519860 744.25443 132 51 - 524.85769 - 26.5 2640s 669839 520663 552.38818 47 81 - 524.87202 - 26.5 2645s 671228 521783 550.72508 78 70 - 524.87922 - 26.5 2650s 672871 523071 547.61829 50 114 - 524.88907 - 26.5 2655s 674178 524150 infeasible 104 - 524.89918 - 26.5 2660s 675245 524868 609.53222 59 82 - 524.91096 - 26.5 2665s 676443 525768 infeasible 55 - 524.92514 - 26.5 2670s 677891 526902 582.32008 58 62 - 524.93458 - 26.5 2675s 679230 527928 537.50459 42 67 - 524.95468 - 26.5 2680s 680648 529066 infeasible 68 - 524.97277 - 26.5 2685s 682201 530315 735.33763 158 65 - 524.98539 - 26.5 2690s 683617 531401 601.36688 67 68 - 524.99809 - 26.5 2695s 684723 532194 570.29961 64 77 - 525.01163 - 26.5 2700s 685888 533015 544.72454 46 89 - 525.02909 - 26.5 2705s 687505 534301 528.89402 46 67 - 525.04526 - 26.5 2710s 688956 535436 542.32302 50 81 - 525.05522 - 26.5 2715s 690252 536459 615.92156 68 90 - 525.06435 - 26.5 2720s 691586 537405 554.60081 46 70 - 525.07716 - 26.5 2725s 692722 538297 550.70676 43 108 - 525.08792 - 26.5 2730s 694079 539350 535.11045 42 88 - 525.10409 - 26.5 2735s 695139 540131 infeasible 62 - 525.10994 - 26.5 2740s 696465 541115 666.61443 98 52 - 525.12204 - 26.5 2745s 697968 542254 528.60736 50 102 - 525.13353 - 26.5 2750s 699290 543301 infeasible 134 - 525.14197 - 26.5 2755s 700383 544075 577.71701 46 97 - 525.16367 - 26.5 2760s 701776 545142 611.83716 98 72 - 525.17716 - 26.5 2765s 703000 546064 670.46735 58 85 - 525.19024 - 26.5 2770s 704371 547098 643.85217 64 78 - 525.20329 - 26.5 2775s 705532 547972 530.26986 43 88 - 525.21217 - 26.5 2780s 707027 549185 679.11162 121 47 - 525.22503 - 26.5 2785s 708446 550266 541.79868 40 93 - 525.24608 - 26.5 2790s 709931 551475 559.37908 51 66 - 525.25849 - 26.4 2795s 711365 552607 608.94652 76 75 - 525.27724 - 26.4 2800s 712708 553655 593.86535 63 66 - 525.28460 - 26.4 2805s 714190 554810 539.62756 48 118 - 525.29638 - 26.4 2810s 715417 555711 652.81504 51 77 - 525.30625 - 26.4 2815s 716574 556573 551.50702 41 107 - 525.31921 - 26.4 2820s 717920 557620 528.93270 39 107 - 525.32947 - 26.4 2825s 719080 558488 555.99221 44 96 - 525.34480 - 26.4 2830s 720462 559528 infeasible 67 - 525.35649 - 26.4 2835s 721761 560483 infeasible 76 - 525.36683 - 26.4 2840s 723157 561543 572.51791 48 84 - 525.38212 - 26.4 2845s 724360 562416 568.38910 46 113 - 525.39518 - 26.4 2850s 725530 563281 543.46284 42 108 - 525.40478 - 26.4 2855s 726802 564214 560.91108 46 105 - 525.41685 - 26.4 2860s 728081 565246 infeasible 65 - 525.42687 - 26.4 2865s 729195 566035 638.15907 76 49 - 525.43512 - 26.4 2870s 730334 566918 infeasible 92 - 525.44596 - 26.4 2875s 732020 568243 597.36445 62 94 - 525.45990 - 26.4 2880s 733140 569065 584.90078 60 86 - 525.46831 - 26.4 2885s 734349 569987 589.14841 50 59 - 525.48056 - 26.4 2890s 735332 570781 infeasible 95 - 525.48869 - 26.4 2895s 736575 571731 635.48946 61 59 - 525.49865 - 26.4 2900s 737946 572800 652.95783 121 43 - 525.50243 - 26.4 2905s 738986 573540 559.23975 59 88 - 525.51407 - 26.4 2910s 740334 574604 621.88508 63 69 - 525.52259 - 26.4 2915s 741734 575638 544.81774 46 91 - 525.53767 - 26.4 2920s 743329 576815 551.72873 45 101 - 525.54914 - 26.4 2925s 744674 577833 668.34703 74 72 - 525.55783 - 26.4 2930s 745739 578622 630.80325 84 62 - 525.56796 - 26.4 2935s 746972 579502 infeasible 46 - 525.58456 - 26.4 2940s 748672 580862 567.07111 53 94 - 525.59596 - 26.4 2945s 750102 581967 567.84878 49 30 - 525.60417 - 26.4 2950s 751445 583037 587.71053 47 107 - 525.61857 - 26.4 2955s 752884 584115 579.24869 48 77 - 525.62638 - 26.4 2960s 754289 585158 576.09182 51 87 - 525.64278 - 26.4 2965s 755514 586088 532.57788 44 121 - 525.65323 - 26.4 2970s 756915 587137 612.52229 71 51 - 525.66146 - 26.4 2975s 758195 588105 548.79056 45 91 - 525.66700 - 26.4 2980s 759495 589110 608.99120 104 57 - 525.67483 - 26.4 2985s 761025 590353 668.85574 116 61 - 525.67789 - 26.4 2990s 762331 591406 555.13824 51 79 - 525.68573 - 26.4 2995s 763723 592464 infeasible 132 - 525.69457 - 26.4 3000s 765139 593535 561.77728 47 99 - 525.70861 - 26.4 3005s 766250 594324 554.72742 47 73 - 525.72257 - 26.4 3010s 767818 595626 624.64910 65 25 - 525.73272 - 26.4 3015s 769269 596794 555.62163 51 72 - 525.74114 - 26.3 3020s 770506 597716 541.82829 35 79 - 525.75150 - 26.3 3025s 771744 598684 550.41925 48 73 - 525.75994 - 26.4 3030s 772895 599521 536.10732 37 99 - 525.77107 - 26.4 3035s 774381 600708 528.61213 43 91 - 525.78211 - 26.3 3040s 775724 601741 582.60493 65 75 - 525.78824 - 26.3 3045s 776849 602599 569.87276 45 67 - 525.79864 - 26.3 3050s 778278 603677 infeasible 65 - 525.81408 - 26.3 3055s 779271 604380 559.00011 47 100 - 525.82416 - 26.4 3060s 780651 605407 610.85639 56 68 - 525.83519 - 26.4 3065s 782119 606527 562.59420 69 63 - 525.85000 - 26.3 3070s 783736 607792 605.49624 52 100 - 525.86861 - 26.3 3075s 785373 609070 infeasible 120 - 525.87911 - 26.3 3080s 786873 610232 551.78441 52 43 - 525.88612 - 26.3 3085s 788378 611369 597.93665 64 65 - 525.90281 - 26.3 3090s 789613 612335 584.00999 63 108 - 525.91687 - 26.3 3095s 790715 613115 544.69897 45 90 - 525.93279 - 26.3 3100s 792117 614188 568.80011 43 111 - 525.94183 - 26.3 3105s 793317 615027 577.57319 60 58 - 525.95301 - 26.3 3110s 794685 616117 601.08069 74 60 - 525.96763 - 26.3 3115s 796081 617172 547.89292 45 83 - 525.97612 - 26.3 3120s 797129 617959 529.67446 41 106 - 525.99274 - 26.3 3125s 798449 618971 534.60906 41 78 - 526.00180 - 26.3 3130s 800076 620269 627.66545 100 49 - 526.00677 - 26.3 3135s 801504 621326 577.57333 96 16 - 526.01737 - 26.3 3140s 802820 622307 infeasible 63 - 526.02824 - 26.3 3145s 803998 623172 554.00767 53 61 - 526.03975 - 26.3 3150s 805303 624132 592.92895 55 60 - 526.05076 - 26.3 3155s 806502 625032 546.41184 51 62 - 526.06196 - 26.3 3160s 807652 625940 533.55849 36 52 - 526.07483 - 26.3 3165s 809029 627062 548.30354 48 84 - 526.08132 - 26.3 3170s 810435 628152 632.29981 49 105 - 526.09103 - 26.3 3175s 811678 629036 591.75307 71 54 - 526.10234 - 26.3 3180s 812902 629874 552.99271 51 75 - 526.11356 - 26.3 3185s 814085 630816 infeasible 103 - 526.12165 - 26.3 3190s 815406 631803 infeasible 88 - 526.13081 - 26.3 3195s 816703 632802 585.96907 106 47 - 526.13814 - 26.3 3200s 818098 633892 622.25214 86 51 - 526.14782 - 26.3 3205s 819031 634520 infeasible 63 - 526.15528 - 26.3 3210s 820380 635574 591.72578 54 47 - 526.16662 - 26.3 3215s 821810 636702 545.78639 47 80 - 526.17125 - 26.3 3220s 823173 637767 582.51596 64 62 - 526.17829 - 26.3 3225s 824414 638664 infeasible 124 - 526.18717 - 26.3 3230s 825790 639737 579.66340 58 72 - 526.19993 - 26.3 3235s 826904 640540 567.73426 62 55 - 526.20574 - 26.3 3240s 828281 641617 613.04446 131 63 - 526.21874 - 26.3 3245s 829932 642939 561.89755 64 93 - 526.23079 - 26.3 3250s 831325 643999 682.28267 120 65 - 526.24342 - 26.3 3255s 832829 645230 552.68720 47 65 - 526.25365 - 26.3 3260s 834121 646224 713.26155 100 57 - 526.26283 - 26.3 3265s 835382 647146 619.58494 56 81 - 526.26944 - 26.3 3270s 836532 647985 607.60495 75 19 - 526.27981 - 26.3 3275s 837959 649158 602.26570 119 52 - 526.28589 - 26.3 3280s 839392 650202 562.31529 49 103 - 526.29651 - 26.3 3285s 840883 651377 621.49395 57 77 - 526.30228 - 26.2 3290s 842251 652442 616.56976 46 104 - 526.31438 - 26.2 3295s 843334 653161 545.81435 43 92 - 526.33048 - 26.2 3300s 844734 654154 560.05118 50 64 - 526.34177 - 26.2 3305s 846148 655299 554.32126 47 59 - 526.34816 - 26.2 3310s 847402 656304 582.35072 53 87 - 526.35904 - 26.2 3315s 849041 657630 549.44071 90 55 - 526.36972 - 26.2 3320s 850370 658671 571.56238 51 76 - 526.37707 - 26.2 3325s 851904 659828 infeasible 137 - 526.38497 - 26.2 3330s 853200 660830 548.73015 46 52 - 526.39483 - 26.2 3335s 854523 661830 infeasible 82 - 526.40628 - 26.2 3340s 855646 662609 636.79998 77 69 - 526.41967 - 26.2 3345s 857106 663741 550.37241 48 81 - 526.43412 - 26.2 3350s 858205 664586 592.00263 51 98 - 526.44141 - 26.2 3355s 859460 665569 579.50504 68 90 - 526.44566 - 26.2 3360s 860798 666498 636.20229 52 87 - 526.45352 - 26.2 3365s 862184 667577 617.70702 64 59 - 526.47325 - 26.2 3370s 863723 668799 625.24195 97 60 - 526.48018 - 26.2 3375s 865102 669872 619.98583 65 95 - 526.48847 - 26.2 3380s 866289 670772 717.67790 115 53 - 526.49523 - 26.2 3385s 867632 671723 544.31708 55 90 - 526.50896 - 26.2 3390s 868890 672707 576.26721 58 93 - 526.51610 - 26.2 3395s 870323 673813 infeasible 135 - 526.52529 - 26.2 3400s 871699 674867 553.77786 54 113 - 526.54030 - 26.2 3405s 872820 675677 645.43471 99 54 - 526.55086 - 26.2 3410s 874353 676837 593.23755 65 89 - 526.56866 - 26.2 3415s 875650 677758 564.80492 46 86 - 526.58197 - 26.2 3420s 877019 678730 564.51870 52 88 - 526.59197 - 26.2 3425s 878218 679644 infeasible 58 - 526.59894 - 26.2 3430s 879594 680664 587.13393 66 119 - 526.61084 - 26.2 3435s 880992 681788 626.83716 126 48 - 526.61872 - 26.2 3440s 882293 682723 infeasible 63 - 526.62975 - 26.2 3445s 883705 683881 658.08343 114 55 - 526.63913 - 26.2 3450s 884761 684570 588.77264 57 91 - 526.64665 - 26.2 3455s 886148 685638 546.55451 53 65 - 526.65527 - 26.2 3460s 887211 686406 infeasible 63 - 526.66450 - 26.2 3465s 888168 687115 757.17263 168 35 - 526.67291 - 26.2 3470s 889668 688257 586.73435 52 97 - 526.68224 - 26.2 3475s 890671 689004 547.61486 43 85 - 526.69132 - 26.2 3480s 891838 689865 infeasible 93 - 526.69892 - 26.2 3485s 893337 691061 585.98237 51 97 - 526.70691 - 26.2 3490s 894677 692045 563.93218 35 80 - 526.71557 - 26.2 3495s 895982 692994 625.46808 96 16 - 526.72643 - 26.2 3500s 897438 694098 548.83875 44 92 - 526.73497 - 26.2 3505s 898475 694878 infeasible 73 - 526.74336 - 26.2 3510s 899774 695847 603.89881 96 52 - 526.75123 - 26.2 3515s 901130 696841 628.14660 84 58 - 526.76874 - 26.2 3520s 902457 697853 infeasible 142 - 526.77810 - 26.2 3525s 903614 698790 608.12450 99 59 - 526.78704 - 26.2 3530s 904943 699771 534.10634 38 96 - 526.79607 - 26.2 3535s 906344 700943 infeasible 232 - 526.80299 - 26.2 3540s 907584 701864 infeasible 57 - 526.81448 - 26.2 3545s 908642 702618 588.81329 52 77 - 526.82239 - 26.2 3550s 910128 703726 infeasible 71 - 526.83249 - 26.2 3555s 911272 704587 577.26433 74 53 - 526.83787 - 26.2 3560s 912536 705479 infeasible 75 - 526.84959 - 26.2 3565s 913835 706492 612.71751 80 79 - 526.85904 - 26.2 3570s 915032 707374 582.50767 54 64 - 526.86567 - 26.2 3575s 916396 708414 527.29334 42 108 - 526.87543 - 26.2 3580s 917793 709417 563.62119 46 75 - 526.88431 - 26.2 3585s 919055 710424 579.41011 61 74 - 526.89109 - 26.2 3590s 920211 711339 581.43806 53 111 - 526.89806 - 26.2 3595s Cutting planes: Learned: 32 Gomory: 22 Cover: 387 Implied bound: 41 Clique: 6 MIR: 140 GUB cover: 16 Zero half: 46 Explored 921445 nodes (24136194 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.270000000000e+02, gap -