Gurobi 5.0.1 (linux64) logging started Thu Dec 27 07:57:52 2012 Optimize a model with 3722 rows, 3721 columns and 17255 nonzeros Presolve removed 2118 rows and 1209 columns Presolve time: 0.07s Presolved: 1604 rows, 2512 columns, 18580 nonzeros Variable types: 60 continuous, 2452 integer (2452 binary) Root relaxation: objective 4.172681e+02, 400 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 417.26811 0 79 - 417.26811 - - 0s 0 0 456.94115 0 124 - 456.94115 - - 0s 0 0 462.54327 0 117 - 462.54327 - - 0s 0 0 464.97317 0 124 - 464.97317 - - 0s 0 0 465.17332 0 128 - 465.17332 - - 0s 0 0 465.17332 0 128 - 465.17332 - - 0s 0 0 465.17332 0 113 - 465.17332 - - 0s 0 2 466.98140 0 113 - 466.98140 - - 0s 614 514 561.44165 61 122 - 486.29159 - 16.5 5s 936 694 631.77140 89 47 - 488.57923 - 26.7 10s 1913 1150 590.39921 104 39 - 493.43518 - 29.9 15s 3037 1994 543.97706 28 33 - 500.00493 - 29.3 20s 3983 2784 575.15446 44 77 - 500.86162 - 32.3 25s 5059 3699 891.71179 173 51 - 501.25183 - 32.3 30s 6058 4490 579.92159 61 77 - 502.34393 - 33.4 35s 7246 5484 583.94785 60 69 - 502.92531 - 33.2 40s 8193 6230 552.61726 29 127 - 503.25183 - 34.1 45s 9048 6930 598.11002 81 66 - 503.48281 - 35.3 50s 9897 7576 598.56618 73 33 - 504.25145 - 36.3 55s 10689 8169 infeasible 44 - 504.60195 - 36.8 60s 11705 8936 581.56992 50 56 - 505.19623 - 36.7 65s 12757 9786 570.15204 55 84 - 505.84721 - 36.9 70s 13685 10477 544.57346 42 99 - 506.71410 - 37.2 75s 14644 11227 518.59737 31 62 - 507.07910 - 37.4 80s 15578 11903 infeasible 40 - 507.54593 - 37.6 85s 16628 12746 599.99358 33 113 - 507.79924 - 37.5 90s 17527 13445 516.83464 34 103 - 508.27935 - 37.8 95s 18407 14152 687.28143 95 50 - 508.44968 - 38.0 100s 19104 14679 545.18849 33 96 - 508.81443 - 38.6 105s 20066 15420 578.46274 66 56 - 509.13261 - 38.7 110s 21018 16130 516.98737 32 94 - 509.35447 - 38.7 115s 21966 16821 528.91712 44 69 - 509.58742 - 38.9 120s 23010 17637 600.24133 73 52 - 509.69724 - 38.8 125s 23943 18314 690.63970 72 63 - 509.85990 - 38.9 130s 25047 19159 664.18553 81 55 - 510.02868 - 38.7 135s 25921 19788 598.79120 43 120 - 510.13059 - 39.0 140s 26896 20460 656.02437 91 36 - 510.35943 - 39.0 145s 27835 21148 519.11692 34 79 - 510.50398 - 39.1 150s 28760 21808 515.82283 31 104 - 510.89796 - 39.2 155s 29566 22361 541.24525 49 95 - 511.10606 - 39.5 160s 30458 22977 566.89668 40 59 - 511.18937 - 39.6 165s 31320 23635 565.95013 52 72 - 511.29104 - 39.6 170s 32497 24564 616.48448 50 34 - 511.53222 - 39.4 175s 33357 25167 infeasible 65 - 511.66428 - 39.6 180s 34201 25771 583.78251 39 76 - 511.80034 - 39.7 185s 35112 26418 infeasible 78 - 511.93004 - 39.8 190s 35944 27013 581.43381 51 74 - 512.34711 - 39.9 195s 36901 27666 586.60444 81 43 - 512.50009 - 39.9 200s 38048 28566 564.95775 40 71 - 512.73587 - 39.8 205s 39087 29323 631.55239 53 72 - 513.02306 - 39.8 210s 40095 30108 700.03780 97 57 - 513.19807 - 39.7 215s 40804 30620 605.69767 70 81 - 513.39313 - 39.7 226s 41546 31205 575.72822 40 57 - 513.54725 - 39.6 230s 42754 32124 523.08881 36 77 - 513.65526 - 39.4 235s 43821 32950 583.22216 39 52 - 513.70123 - 39.4 240s 44814 33650 529.42466 37 95 - 513.89020 - 39.5 245s 45881 34497 583.15112 43 90 - 514.00101 - 39.4 250s 47024 35328 553.16572 41 56 - 514.11755 - 39.3 255s 48060 36099 578.31112 57 69 - 514.21919 - 39.3 260s 48957 36736 551.42312 41 85 - 514.37702 - 39.4 265s 49908 37447 563.01779 33 104 - 514.50397 - 39.5 270s 50926 38206 689.89471 96 73 - 514.59222 - 39.5 275s 51863 38876 574.09073 39 99 - 514.74816 - 39.5 280s 52865 39594 691.92533 88 51 - 514.88856 - 39.5 285s 53851 40296 infeasible 36 - 514.98077 - 39.5 290s 54690 40881 575.44791 40 57 - 515.08954 - 39.6 295s 55632 41607 618.68797 56 63 - 515.13334 - 39.6 300s 56407 42126 546.13803 28 119 - 515.20443 - 39.8 305s 57456 42904 588.06749 57 44 - 515.26654 - 39.8 310s 58588 43816 656.06172 134 51 - 515.34601 - 39.7 315s 59719 44592 559.56506 33 112 - 515.44325 - 39.6 320s 60713 45334 706.08447 127 52 - 515.49955 - 39.6 325s 61836 46116 577.03795 47 64 - 515.63113 - 39.4 330s 62846 46917 594.06793 57 63 - 515.72415 - 39.4 335s 63817 47667 594.28195 49 82 - 515.80355 - 39.4 340s 64723 48291 645.64821 60 77 - 515.89213 - 39.5 345s 65570 48901 580.94790 41 96 - 515.99266 - 39.6 350s 66683 49765 524.77723 33 62 - 516.03039 - 39.5 355s 67801 50504 infeasible 42 - 516.08689 - 39.5 360s 68856 51252 infeasible 102 - 516.14993 - 39.4 365s 70131 52227 548.61961 40 81 - 516.21641 - 39.3 370s 71187 53053 584.94272 52 60 - 516.24910 - 39.3 375s 72273 53879 525.13505 51 69 - 516.34638 - 39.2 380s 73424 54787 646.56844 57 74 - 516.42960 - 39.1 385s 74389 55370 540.05727 32 143 - 516.49910 - 39.2 390s 75386 56131 553.00524 41 73 - 516.56911 - 39.2 395s 76493 57000 623.77449 76 71 - 516.64055 - 39.1 400s 77498 57773 infeasible 94 - 516.73685 - 39.1 405s 78512 58532 infeasible 61 - 516.83492 - 39.1 410s 79670 59384 552.07955 42 67 - 516.96320 - 39.0 415s 80876 60310 659.81710 107 70 - 517.03888 - 39.0 420s 81772 60979 528.05125 41 69 - 517.09390 - 39.0 425s 82625 61555 546.78971 41 61 - 517.13445 - 39.1 430s 83494 62191 538.50084 32 61 - 517.17463 - 39.1 435s 84369 62877 565.33724 68 63 - 517.25787 - 39.1 440s 85505 63767 614.74798 65 42 - 517.30353 - 39.1 445s 86796 64676 578.23095 43 40 - 517.33987 - 39.0 450s 87843 65512 608.62316 51 82 - 517.39883 - 39.0 455s 88990 66371 580.82381 107 65 - 517.45924 - 38.9 460s 90103 67189 616.05009 60 75 - 517.52955 - 38.9 465s 90969 67834 660.89757 65 71 - 517.63488 - 38.9 470s 91917 68554 602.50602 44 58 - 517.70517 - 38.9 475s 92882 69247 609.82323 39 86 - 517.77729 - 38.9 480s 93788 69916 522.56380 35 90 - 517.84556 - 39.0 485s 94880 70782 620.65912 63 78 - 517.92618 - 39.0 490s 96115 71807 695.35562 141 52 - 517.95432 - 38.9 495s 97248 72650 614.66244 53 63 - 518.03622 - 38.8 500s 98597 73698 584.83040 26 109 - 518.09383 - 38.7 505s 99831 74638 555.52335 59 62 - 518.13059 - 38.6 510s 100855 75380 660.59910 143 60 - 518.18624 - 38.6 515s 101926 76192 526.09938 28 96 - 518.23483 - 38.6 520s 102721 76773 571.72540 32 108 - 518.26128 - 38.6 525s 103688 77424 540.43522 30 99 - 518.33300 - 38.7 530s 104539 78017 infeasible 50 - 518.37095 - 38.7 535s 105444 78656 535.30151 33 112 - 518.41758 - 38.8 540s 106584 79531 556.18485 33 121 - 518.47744 - 38.7 545s 107616 80299 585.55774 45 92 - 518.54643 - 38.7 550s 108713 81113 543.96427 37 70 - 518.64029 - 38.6 555s 109696 81784 543.02816 41 77 - 518.71397 - 38.7 560s 110850 82663 538.36895 44 102 - 518.76849 - 38.6 565s 111769 83394 522.71182 46 73 - 518.79761 - 38.6 570s 112753 84155 infeasible 38 - 518.81276 - 38.6 575s 113793 84979 599.88340 53 64 - 518.85338 - 38.6 580s 114867 85810 530.75299 40 80 - 518.93676 - 38.6 585s 115901 86642 616.86355 86 47 - 518.96335 - 38.5 590s 117107 87552 infeasible 71 - 519.01997 - 38.5 595s 117948 88209 588.61078 46 78 - 519.04625 - 38.5 600s 119085 89095 infeasible 45 - 519.11318 - 38.5 605s 120122 89898 522.33583 25 114 - 519.17035 - 38.5 610s 121158 90712 527.82754 31 82 - 519.21921 - 38.5 615s 122151 91462 542.70970 44 55 - 519.26750 - 38.5 620s 123094 92084 533.04235 36 70 - 519.30270 - 38.5 625s 124182 92944 605.33540 67 89 - 519.33273 - 38.5 630s 125379 93828 608.64808 62 54 - 519.38094 - 38.4 635s 126471 94630 621.86117 60 83 - 519.45102 - 38.4 640s 127394 95260 585.48999 60 40 - 519.50035 - 38.4 645s 128434 96027 535.86873 37 80 - 519.51908 - 38.4 650s 129406 96749 601.22439 61 74 - 519.57302 - 38.4 655s 130471 97571 644.72266 105 45 - 519.59788 - 38.4 660s 131641 98457 652.29590 66 41 - 519.65316 - 38.3 665s 132702 99287 587.23544 40 72 - 519.68875 - 38.3 670s 133813 100212 593.20300 39 84 - 519.71409 - 38.3 675s 134865 100987 590.23025 45 90 - 519.74906 - 38.3 680s 136052 101822 585.58092 37 97 - 519.79593 - 38.2 685s 136937 102419 561.04369 37 79 - 519.83583 - 38.3 690s 138009 103172 infeasible 68 - 519.86926 - 38.3 695s 139040 103955 651.30240 52 96 - 519.91415 - 38.3 700s 140361 104986 812.95633 121 56 - 519.95687 - 38.2 705s 141393 105694 581.22388 91 45 - 519.98836 - 38.2 710s 142668 106704 575.13180 44 82 - 520.01783 - 38.1 715s 143604 107354 592.21536 54 90 - 520.05035 - 38.1 720s 144677 108143 infeasible 41 - 520.10184 - 38.1 725s 145857 108994 579.50036 52 68 - 520.13094 - 38.1 730s 146832 109694 555.33232 38 63 - 520.15470 - 38.1 735s 147866 110446 568.24562 51 70 - 520.18357 - 38.1 740s 148986 111307 548.73181 46 86 - 520.20276 - 38.1 745s 149890 111940 530.82813 34 67 - 520.25014 - 38.1 750s 150776 112602 582.66383 45 93 - 520.30827 - 38.1 755s 151842 113420 661.63287 89 61 - 520.35246 - 38.1 760s 153044 114376 557.01349 75 60 - 520.38220 - 38.1 765s 154051 115138 611.75326 74 82 - 520.41583 - 38.1 770s 155203 116046 infeasible 36 - 520.45687 - 38.0 775s 156075 116672 560.37266 45 77 - 520.50054 - 38.1 780s 157286 117500 530.76478 40 61 - 520.53739 - 38.0 785s *158619 79559 84 614.0000000 520.55781 15.2% 38.0 789s 158623 79557 520.55781 36 99 614.00000 520.55781 15.2% 38.0 790s 159301 79953 585.45856 48 57 614.00000 520.63503 15.2% 38.0 795s 159759 80180 582.59775 51 76 614.00000 520.67584 15.2% 37.9 800s 160149 80427 576.88965 29 115 614.00000 520.71146 15.2% 37.9 805s 160475 80622 579.60167 46 58 614.00000 520.74209 15.2% 37.9 810s 160800 80808 595.68543 64 49 614.00000 520.76837 15.2% 37.9 815s 161099 80988 590.14938 38 80 614.00000 520.78905 15.2% 37.9 820s 161372 81149 533.72919 49 79 614.00000 520.79681 15.2% 37.9 825s 161639 81269 543.88277 41 43 614.00000 520.82169 15.2% 37.9 830s 161758 81368 581.43652 52 67 614.00000 520.83228 15.2% 37.9 837s H161786 79749 612.0000000 520.83228 14.9% 37.9 842s 161813 79765 564.55100 41 43 612.00000 520.83437 14.9% 37.9 850s 161840 79774 585.05797 43 60 612.00000 520.84126 14.9% 37.9 857s 161867 79783 536.88941 37 71 612.00000 520.85242 14.9% 37.9 863s 161894 79810 609.36080 64 74 612.00000 520.85242 14.9% 37.9 870s 162820 80323 535.84569 28 93 612.00000 520.93539 14.9% 37.9 875s 163694 80821 566.83899 59 89 612.00000 520.99063 14.9% 37.9 880s 164728 81476 568.93745 51 57 612.00000 521.05340 14.9% 37.8 885s 165807 82084 cutoff 38 612.00000 521.12050 14.8% 37.8 890s 166873 82724 550.89542 35 64 612.00000 521.19523 14.8% 37.8 895s 167871 83298 528.49225 42 53 612.00000 521.28456 14.8% 37.8 900s 168817 83868 cutoff 41 612.00000 521.36038 14.8% 37.8 905s 169929 84549 infeasible 37 612.00000 521.40529 14.8% 37.7 910s 171057 85204 555.45376 32 78 612.00000 521.50133 14.8% 37.7 915s 172135 85828 595.04548 46 53 612.00000 521.57547 14.8% 37.7 920s 173194 86426 545.25440 40 115 612.00000 521.64634 14.8% 37.7 925s 174109 86922 555.72916 47 57 612.00000 521.70695 14.8% 37.6 930s 174201 86970 581.31765 46 63 612.00000 521.70990 14.8% 37.6 935s 174231 86984 544.60273 46 78 612.00000 521.71412 14.8% 37.6 940s 174261 86988 545.81406 37 121 612.00000 521.71454 14.8% 37.6 945s 174282 86997 587.36316 48 117 612.00000 521.71454 14.8% 37.6 950s 174304 87004 544.15460 37 87 612.00000 521.71494 14.8% 37.7 955s 174321 87011 534.53077 40 95 612.00000 521.71524 14.8% 37.7 961s H174324 84528 609.0000000 521.71524 14.3% 37.7 969s 174325 84531 542.66863 43 100 609.00000 521.71524 14.3% 37.7 970s 175352 85081 590.42195 44 89 609.00000 521.78627 14.3% 37.6 975s 176501 85749 598.89243 43 84 609.00000 521.85539 14.3% 37.6 980s 177507 86299 566.44100 57 69 609.00000 521.91235 14.3% 37.6 985s 178532 86906 556.87336 43 95 609.00000 521.97188 14.3% 37.6 990s 179525 87391 cutoff 67 609.00000 522.03601 14.3% 37.6 995s 180457 87905 573.98803 47 51 609.00000 522.09776 14.3% 37.6 1000s 181207 88291 562.79561 36 98 609.00000 522.14997 14.3% 37.6 1009s 181329 88354 541.95628 39 108 609.00000 522.15472 14.3% 37.6 1010s 182427 89001 600.59727 147 74 609.00000 522.21824 14.2% 37.6 1015s 183414 89541 539.59248 54 65 609.00000 522.27135 14.2% 37.6 1020s 184434 90135 556.99830 56 69 609.00000 522.33408 14.2% 37.5 1025s 185474 90736 566.01486 53 49 609.00000 522.39448 14.2% 37.5 1030s 186483 91299 525.66093 37 103 609.00000 522.44741 14.2% 37.5 1035s 187555 91937 595.53387 64 41 609.00000 522.49777 14.2% 37.5 1040s 188585 92557 548.27012 33 57 609.00000 522.53874 14.2% 37.5 1045s 189540 93154 534.11280 45 66 609.00000 522.59240 14.2% 37.5 1050s 190606 93792 590.30382 45 41 609.00000 522.63781 14.2% 37.5 1055s 191572 94294 601.01991 65 54 609.00000 522.69301 14.2% 37.5 1060s 192535 94868 544.55538 44 92 609.00000 522.74017 14.2% 37.5 1065s 193540 95409 cutoff 50 609.00000 522.78819 14.2% 37.5 1070s 194476 95870 546.65401 39 87 609.00000 522.83358 14.1% 37.5 1075s 195762 96737 554.29978 50 58 609.00000 522.87269 14.1% 37.4 1080s 196824 97348 cutoff 79 609.00000 522.92099 14.1% 37.4 1085s 197942 97981 571.42711 49 109 609.00000 522.97206 14.1% 37.3 1090s 198932 98547 532.42988 41 99 609.00000 523.00155 14.1% 37.3 1095s 200072 99185 547.25464 43 57 609.00000 523.04874 14.1% 37.3 1100s 201208 99804 596.89484 54 69 609.00000 523.11152 14.1% 37.3 1105s 202391 100509 566.53518 46 73 609.00000 523.14641 14.1% 37.2 1110s 203488 101122 556.39789 36 35 609.00000 523.19761 14.1% 37.2 1115s 204408 101661 549.98706 60 35 609.00000 523.23281 14.1% 37.2 1120s 205507 102353 552.03462 33 92 609.00000 523.28377 14.1% 37.2 1125s 206810 103188 535.30836 42 60 609.00000 523.32709 14.1% 37.1 1130s 207871 103806 578.07926 52 61 609.00000 523.38094 14.1% 37.1 1135s 208998 104508 550.76912 35 92 609.00000 523.42205 14.1% 37.1 1140s 210260 105318 569.70035 61 60 609.00000 523.46817 14.0% 37.0 1145s 210963 105746 566.54342 46 47 609.00000 523.48676 14.0% 37.0 1155s 212084 106489 597.41850 56 71 609.00000 523.52900 14.0% 37.0 1160s 213116 107075 581.12223 50 103 609.00000 523.57489 14.0% 37.0 1165s 214057 107656 586.26309 51 84 609.00000 523.61389 14.0% 37.0 1170s 215133 108359 569.18994 61 67 609.00000 523.65603 14.0% 37.0 1175s 216282 109045 infeasible 103 609.00000 523.70603 14.0% 36.9 1180s 217293 109585 infeasible 39 609.00000 523.73887 14.0% 36.9 1185s 218429 110278 583.21453 45 60 609.00000 523.77165 14.0% 36.9 1190s 219495 110905 528.80842 44 66 609.00000 523.80512 14.0% 36.9 1195s 220440 111373 597.60803 42 69 609.00000 523.84791 14.0% 36.9 1200s 221553 112037 602.63680 35 84 609.00000 523.89771 14.0% 36.9 1205s 222650 112639 597.29496 46 63 609.00000 523.94846 14.0% 36.9 1210s 223824 113306 604.22614 40 94 609.00000 523.99702 14.0% 36.9 1215s 224951 114010 551.06554 43 89 609.00000 524.02815 14.0% 36.8 1220s 226048 114656 577.82864 51 53 609.00000 524.05555 13.9% 36.8 1225s 227271 115387 546.89690 39 83 609.00000 524.09390 13.9% 36.8 1230s 228325 115949 555.46623 45 63 609.00000 524.13183 13.9% 36.8 1235s 229512 116692 536.42011 39 46 609.00000 524.17168 13.9% 36.7 1240s H230385 116273 608.0000000 524.19736 13.8% 36.7 1243s 230386 116276 540.33488 38 96 608.00000 524.19736 13.8% 36.7 1250s 231313 116767 568.72796 43 70 608.00000 524.22665 13.8% 36.7 1255s 232301 117287 577.48574 40 108 608.00000 524.26537 13.8% 36.7 1260s 233421 117928 535.82012 41 48 608.00000 524.31604 13.8% 36.7 1265s 234488 118523 603.67792 71 62 608.00000 524.34832 13.8% 36.7 1270s 235455 119038 cutoff 44 608.00000 524.38724 13.8% 36.7 1275s 236523 119654 595.08533 49 65 608.00000 524.41985 13.7% 36.7 1280s 237612 120233 582.95690 42 67 608.00000 524.46903 13.7% 36.7 1285s 238805 120879 543.06106 34 72 608.00000 524.51259 13.7% 36.7 1290s 240011 121583 539.97515 33 120 608.00000 524.54120 13.7% 36.6 1295s 241223 122264 564.21527 76 62 608.00000 524.57150 13.7% 36.6 1300s 242259 122840 566.57989 51 107 608.00000 524.60484 13.7% 36.6 1305s 243473 123622 cutoff 55 608.00000 524.63231 13.7% 36.6 1310s 244581 124271 cutoff 73 608.00000 524.67540 13.7% 36.6 1315s 245618 124885 561.87106 42 93 608.00000 524.69846 13.7% 36.5 1320s 246641 125412 533.25509 37 50 608.00000 524.73423 13.7% 36.5 1325s 247890 126164 533.35936 34 93 608.00000 524.75555 13.7% 36.5 1330s 249179 126919 infeasible 77 608.00000 524.79743 13.7% 36.5 1335s 250313 127594 536.29089 42 77 608.00000 524.83365 13.7% 36.5 1340s 251484 128325 554.32235 44 56 608.00000 524.86692 13.7% 36.4 1345s 252744 129084 598.85960 74 45 608.00000 524.89886 13.7% 36.4 1350s 254068 129941 537.48693 47 62 608.00000 524.93650 13.7% 36.4 1355s 255170 130534 552.53405 37 95 608.00000 524.96783 13.7% 36.3 1360s 256195 131108 599.34314 36 77 608.00000 524.99730 13.7% 36.3 1365s H256805 107795 590.0000000 525.01793 11.0% 36.3 1367s 256806 107798 555.66535 52 82 590.00000 525.01793 11.0% 36.3 1373s 257171 108025 526.26525 42 74 590.00000 525.01997 11.0% 36.3 1375s H257244 106459 589.0000000 525.01997 10.9% 36.3 1375s 258309 107008 584.15818 44 91 589.00000 525.05482 10.9% 36.3 1380s 259394 107568 569.34782 61 58 589.00000 525.09611 10.8% 36.3 1385s 260503 108157 580.96801 58 96 589.00000 525.12734 10.8% 36.2 1390s 261664 108788 573.75840 50 56 589.00000 525.15899 10.8% 36.2 1395s 262749 109354 541.08728 37 83 589.00000 525.18547 10.8% 36.2 1400s 263846 109954 529.35820 32 90 589.00000 525.21732 10.8% 36.2 1405s 265052 110596 546.39180 66 55 589.00000 525.25199 10.8% 36.2 1410s 265951 111026 cutoff 52 589.00000 525.28478 10.8% 36.2 1415s H266947 108127 587.0000000 525.32162 10.5% 36.2 1419s 266997 108156 555.74667 47 62 587.00000 525.32189 10.5% 36.2 1420s 268133 108831 544.55600 48 65 587.00000 525.35266 10.5% 36.2 1425s 269372 109501 585.09225 118 25 587.00000 525.37744 10.5% 36.2 1430s 270589 110174 542.22968 30 46 587.00000 525.39900 10.5% 36.1 1435s 271688 110617 578.41347 43 94 587.00000 525.43657 10.5% 36.1 1440s 272819 111107 547.97179 33 94 587.00000 525.47306 10.5% 36.1 1445s 273877 111640 577.69055 35 89 587.00000 525.50723 10.5% 36.1 1450s 275221 112402 583.02652 42 62 587.00000 525.53004 10.5% 36.1 1455s 276365 112974 556.33603 41 82 587.00000 525.56336 10.5% 36.0 1460s 277409 113493 580.77193 78 74 587.00000 525.59726 10.5% 36.0 1465s 278584 114095 541.23560 45 92 587.00000 525.62905 10.5% 36.0 1470s 279856 114781 562.56525 36 110 587.00000 525.65499 10.5% 36.0 1475s 280972 115310 535.91021 46 51 587.00000 525.68922 10.4% 36.0 1480s 282144 115870 528.03488 42 91 587.00000 525.72083 10.4% 36.0 1485s 283383 116531 542.74530 39 66 587.00000 525.75106 10.4% 35.9 1490s 284501 117142 545.46470 51 78 587.00000 525.77957 10.4% 35.9 1495s 285718 117807 545.74098 46 61 587.00000 525.80679 10.4% 35.9 1500s 286978 118499 cutoff 48 587.00000 525.83270 10.4% 35.9 1505s 288157 119094 559.32162 44 85 587.00000 525.86103 10.4% 35.9 1510s 289250 119590 564.20860 51 82 587.00000 525.89991 10.4% 35.9 1515s 290333 120135 527.41603 35 90 587.00000 525.92742 10.4% 35.8 1520s 291422 120636 563.73185 52 99 587.00000 525.95797 10.4% 35.8 1525s 292646 121256 531.25153 49 64 587.00000 525.98208 10.4% 35.8 1530s H293036 112515 582.0000000 525.99345 9.62% 35.8 1531s H293037 92696 572.0000000 525.99345 8.04% 35.8 1539s 293118 92748 546.25808 38 130 572.00000 525.99514 8.04% 35.8 1540s 294281 93236 534.66710 29 117 572.00000 526.02709 8.04% 35.8 1545s 295468 93730 cutoff 53 572.00000 526.06867 8.03% 35.8 1550s 296531 94204 538.17933 38 65 572.00000 526.10389 8.02% 35.8 1555s 297644 94674 527.60683 38 71 572.00000 526.13041 8.02% 35.8 1560s H298107 53343 552.0000000 526.14322 4.68% 35.8 1562s 298781 53567 548.48786 44 105 552.00000 526.16157 4.68% 35.8 1565s 299982 53871 543.35569 49 63 552.00000 526.21643 4.67% 35.8 1570s 301139 54098 547.37490 38 92 552.00000 526.27557 4.66% 35.8 1575s 302308 54398 543.07745 47 69 552.00000 526.32823 4.65% 35.8 1580s 303506 54774 549.05179 47 77 552.00000 526.37621 4.64% 35.7 1585s 304677 54982 536.01091 38 98 552.00000 526.43477 4.63% 35.7 1590s 305827 55210 cutoff 59 552.00000 526.48954 4.62% 35.7 1595s 306951 55519 528.53552 41 80 552.00000 526.54089 4.61% 35.7 1600s 308093 55807 cutoff 83 552.00000 526.58693 4.60% 35.7 1605s 309284 56095 542.29346 49 44 552.00000 526.63721 4.59% 35.7 1610s 310473 56364 539.66145 43 66 552.00000 526.68338 4.59% 35.7 1615s 311758 56682 cutoff 47 552.00000 526.73787 4.58% 35.7 1620s 312981 57003 531.20626 39 73 552.00000 526.78844 4.57% 35.7 1625s 314170 57276 532.68089 46 83 552.00000 526.83409 4.56% 35.7 1630s 315375 57552 549.60864 61 48 552.00000 526.88094 4.55% 35.7 1635s 316493 57753 537.92616 46 58 552.00000 526.93742 4.54% 35.7 1640s 317574 58024 547.44871 42 91 552.00000 526.96808 4.53% 35.7 1645s 318712 58290 528.98137 40 64 552.00000 527.00654 4.53% 35.7 1650s *319190 53864 77 550.0000000 527.01997 4.18% 35.6 1651s 319301 53934 536.69194 45 113 550.00000 527.01997 4.18% 35.6 1701s 319615 54058 536.91319 61 74 550.00000 527.01997 4.18% 35.7 1705s 320367 54124 545.14244 43 83 550.00000 527.01997 4.18% 35.7 1710s 321324 54145 cutoff 46 550.00000 527.01997 4.18% 35.7 1715s 322161 54186 527.01997 41 103 550.00000 527.01997 4.18% 35.7 1720s 323101 54150 527.01997 37 107 550.00000 527.01997 4.18% 35.8 1725s 323823 54095 527.01997 43 73 550.00000 527.01997 4.18% 35.8 1730s 324767 54004 527.01997 40 110 550.00000 527.01997 4.18% 35.8 1735s 325785 53960 cutoff 38 550.00000 527.01997 4.18% 35.8 1740s 326696 53888 528.29234 37 73 550.00000 527.01997 4.18% 35.9 1745s 327610 53769 544.42201 35 111 550.00000 527.01997 4.18% 35.9 1750s 328562 53626 cutoff 49 550.00000 527.01997 4.18% 35.9 1755s 329322 53571 531.46875 47 70 550.00000 527.01997 4.18% 35.9 1760s 330379 53487 530.54203 46 85 550.00000 527.01997 4.18% 35.9 1765s 331395 53349 527.01997 50 101 550.00000 527.01997 4.18% 36.0 1770s 332219 53244 cutoff 61 550.00000 527.01997 4.18% 36.0 1775s 333208 53097 544.47906 52 93 550.00000 527.01997 4.18% 36.0 1780s 334241 52987 529.06619 40 102 550.00000 527.01997 4.18% 36.0 1785s 335334 52812 cutoff 55 550.00000 527.01997 4.18% 36.0 1790s 336349 52602 cutoff 47 550.00000 527.01997 4.18% 36.0 1795s 337322 52419 547.19529 51 102 550.00000 527.01997 4.18% 36.1 1800s 338336 52229 541.54047 42 84 550.00000 527.01997 4.18% 36.1 1805s 339078 52132 547.76689 49 110 550.00000 527.01997 4.18% 36.1 1810s 340172 51957 527.01997 39 112 550.00000 527.01997 4.18% 36.1 1815s 341221 51802 540.23332 50 64 550.00000 527.01997 4.18% 36.1 1820s 342308 51601 infeasible 35 550.00000 527.01997 4.18% 36.1 1825s 343215 51405 540.24176 48 84 550.00000 527.01997 4.18% 36.2 1830s 344296 51244 cutoff 49 550.00000 527.01997 4.18% 36.2 1835s 345351 50998 527.01997 37 73 550.00000 527.01997 4.18% 36.2 1840s 346435 50791 539.45098 47 99 550.00000 527.01997 4.18% 36.2 1845s 347497 50540 529.58439 47 105 550.00000 527.01997 4.18% 36.2 1850s 348585 50338 cutoff 48 550.00000 527.01997 4.18% 36.2 1855s 349605 50122 528.53945 44 89 550.00000 527.01997 4.18% 36.3 1860s 350313 49994 cutoff 48 550.00000 527.01997 4.18% 36.3 1865s 351494 49792 546.38969 46 107 550.00000 527.01997 4.18% 36.3 1870s 352623 49572 542.37141 51 88 550.00000 527.01997 4.18% 36.3 1875s 353671 49345 infeasible 51 550.00000 527.01997 4.18% 36.3 1880s 354852 49185 534.41119 48 92 550.00000 527.01997 4.18% 36.3 1885s 356058 48913 527.01997 50 92 550.00000 527.01997 4.18% 36.3 1890s 357332 48641 544.38903 62 56 550.00000 527.01997 4.18% 36.3 1895s 358486 48401 533.28771 43 90 550.00000 527.01997 4.18% 36.3 1900s 359667 48119 534.34397 48 93 550.00000 527.01997 4.18% 36.3 1905s 360917 47852 infeasible 49 550.00000 527.01997 4.18% 36.4 1910s 362115 47526 cutoff 48 550.00000 527.01997 4.18% 36.4 1915s 363470 47289 cutoff 47 550.00000 527.01997 4.18% 36.4 1920s 364508 47090 545.88484 55 90 550.00000 527.01997 4.18% 36.4 1925s 365808 46803 530.36541 49 98 550.00000 527.01997 4.18% 36.4 1930s 367180 46547 538.98348 63 45 550.00000 527.01997 4.18% 36.4 1935s 368408 46277 cutoff 47 550.00000 527.01997 4.18% 36.4 1940s 369818 46050 527.96934 39 98 550.00000 527.01997 4.18% 36.3 1945s 370992 45856 543.01131 44 103 550.00000 527.01997 4.18% 36.3 1950s 372409 45563 537.72233 40 104 550.00000 527.01997 4.18% 36.3 1955s 373385 45388 540.08667 46 98 550.00000 527.17320 4.15% 36.3 1960s 374755 45024 537.71280 65 60 550.00000 527.42153 4.11% 36.3 1965s 376138 44697 cutoff 49 550.00000 527.69055 4.06% 36.3 1970s 377490 44396 cutoff 51 550.00000 527.91448 4.02% 36.3 1975s 378889 44308 533.60621 45 99 550.00000 528.10909 3.98% 36.3 1980s 380329 44060 cutoff 42 550.00000 528.31847 3.94% 36.3 1985s 381755 43736 531.11106 55 88 550.00000 528.55297 3.90% 36.3 1990s 383284 43570 547.67277 64 79 550.00000 528.75570 3.86% 36.3 1995s 384842 43391 532.35649 39 96 550.00000 528.94547 3.83% 36.2 2000s 386547 43351 534.51018 46 102 550.00000 529.13763 3.79% 36.2 2005s 388065 43303 540.98069 61 75 550.00000 529.25992 3.77% 36.1 2010s 389815 43266 546.06371 48 90 550.00000 529.41379 3.74% 36.1 2015s 390945 43121 547.45494 48 77 550.00000 529.53840 3.72% 36.1 2020s 392615 42985 544.20489 48 83 550.00000 529.70660 3.69% 36.0 2025s 394336 42938 544.84584 73 60 550.00000 529.82002 3.67% 36.0 2030s 396079 42831 544.46942 53 89 550.00000 529.98115 3.64% 35.9 2035s H397722 39873 549.0000000 530.07879 3.45% 35.9 2040s 399117 39769 544.00250 60 73 549.00000 530.21155 3.42% 35.9 2045s 400837 39569 537.31656 49 91 549.00000 530.40058 3.39% 35.8 2050s H401149 36695 548.0000000 530.44470 3.20% 35.8 2052s 402112 36553 532.64886 57 73 548.00000 530.53979 3.19% 35.8 2055s 403914 36430 536.07902 61 77 548.00000 530.69492 3.16% 35.7 2060s 405623 36233 infeasible 44 548.00000 530.87752 3.12% 35.7 2065s 407392 36053 532.20199 66 56 548.00000 530.99468 3.10% 35.7 2070s 409133 35970 538.89636 57 45 548.00000 531.12015 3.08% 35.6 2075s 410937 35705 538.35008 37 99 548.00000 531.27523 3.05% 35.6 2080s 412816 35460 540.45248 65 64 548.00000 531.43103 3.02% 35.5 2085s 414692 35235 533.20472 48 76 548.00000 531.57992 3.00% 35.5 2090s 416482 34938 542.03045 54 78 548.00000 531.73902 2.97% 35.4 2095s 418417 34753 536.26509 50 71 548.00000 531.86823 2.94% 35.4 2100s 420281 34654 cutoff 49 548.00000 531.97393 2.92% 35.3 2105s 422436 34742 540.65218 56 59 548.00000 532.04701 2.91% 35.2 2110s H424442 31741 547.0000000 532.14025 2.72% 35.2 2115s 426606 31680 544.38826 52 77 547.00000 532.25387 2.70% 35.1 2120s 427964 31528 541.76498 72 56 547.00000 532.33434 2.68% 35.0 2125s 429829 31339 541.74228 66 56 547.00000 532.43894 2.66% 35.0 2130s 432031 31083 536.17335 61 46 547.00000 532.56420 2.64% 34.9 2135s 434172 30847 533.19292 59 66 547.00000 532.67964 2.62% 34.9 2140s 436633 30724 533.85221 58 63 547.00000 532.78031 2.60% 34.8 2145s 438935 30525 cutoff 82 547.00000 532.88040 2.58% 34.7 2150s 441136 30388 543.80043 60 70 547.00000 532.96897 2.57% 34.6 2155s 443557 30246 542.03305 65 81 547.00000 533.05388 2.55% 34.5 2160s 446014 30097 cutoff 61 547.00000 533.14358 2.53% 34.4 2165s 448237 29755 543.86823 60 64 547.00000 533.23172 2.52% 34.4 2170s 450360 29554 534.93018 66 80 547.00000 533.31089 2.50% 34.3 2175s 452610 29301 538.25236 60 55 547.00000 533.40526 2.49% 34.3 2180s 454847 29051 538.35256 66 70 547.00000 533.51302 2.47% 34.2 2185s 457047 28913 537.66320 48 93 547.00000 533.58328 2.45% 34.1 2190s 459247 29037 539.77124 68 69 547.00000 533.68409 2.43% 34.0 2195s 461610 29607 540.76526 50 96 547.00000 533.76255 2.42% 34.0 2200s 463984 30156 cutoff 49 547.00000 533.84578 2.40% 33.9 2205s 466419 30756 543.48161 70 74 547.00000 533.92066 2.39% 33.8 2210s 469016 31491 544.23056 58 63 547.00000 534.00169 2.38% 33.7 2215s 470343 31824 542.64649 74 50 547.00000 534.03939 2.37% 33.7 2220s 472745 32492 542.09899 64 51 547.00000 534.10068 2.36% 33.6 2225s 475355 33145 543.99660 59 67 547.00000 534.16828 2.35% 33.5 2230s 477827 33620 534.72833 54 84 547.00000 534.24016 2.33% 33.5 2235s 479958 34027 539.52899 69 60 547.00000 534.31470 2.32% 33.4 2240s 482416 34616 cutoff 44 547.00000 534.38537 2.31% 33.3 2245s 484713 35046 infeasible 66 547.00000 534.45045 2.29% 33.3 2250s 486418 35281 540.17147 71 59 547.00000 534.50478 2.28% 33.2 2255s 488532 35577 cutoff 51 547.00000 534.55991 2.27% 33.2 2260s 490587 35905 538.05422 69 59 547.00000 534.62636 2.26% 33.1 2265s 493081 36345 cutoff 76 547.00000 534.70962 2.25% 33.1 2270s 495509 36733 541.60607 59 65 547.00000 534.79427 2.23% 33.0 2275s 497891 37122 535.41365 71 80 547.00000 534.86823 2.22% 32.9 2280s 500304 37662 539.96476 57 47 547.00000 534.91895 2.21% 32.9 2285s 501993 37981 cutoff 74 547.00000 534.96203 2.20% 32.8 2290s 504482 38460 542.74730 64 61 547.00000 535.01776 2.19% 32.8 2295s 506949 38908 cutoff 65 547.00000 535.07506 2.18% 32.7 2300s 509280 39230 537.04466 45 61 547.00000 535.14131 2.17% 32.6 2305s 511499 39637 infeasible 65 547.00000 535.19896 2.16% 32.6 2310s 513348 39872 cutoff 60 547.00000 535.24765 2.15% 32.5 2315s 515971 40352 infeasible 61 547.00000 535.31325 2.14% 32.5 2320s 518349 40671 543.63538 69 61 547.00000 535.38099 2.12% 32.4 2325s 520768 41102 544.86116 64 77 547.00000 535.44155 2.11% 32.4 2330s 522899 41354 545.21237 58 59 547.00000 535.50048 2.10% 32.3 2335s 525309 41700 infeasible 64 547.00000 535.56706 2.09% 32.3 2340s 527523 41944 540.20854 69 68 547.00000 535.63712 2.08% 32.2 2345s 529566 42167 cutoff 66 547.00000 535.69088 2.07% 32.2 2350s 531818 42528 539.75080 70 51 547.00000 535.74870 2.06% 32.1 2355s 534050 42684 538.34440 66 45 547.00000 535.80892 2.05% 32.1 2360s 535954 42939 545.37698 72 54 547.00000 535.85430 2.04% 32.0 2365s 538195 43155 545.03407 63 51 547.00000 535.90381 2.03% 32.0 2370s 540864 43887 536.84074 55 65 547.00000 535.94289 2.02% 31.9 2375s 543129 44184 539.70814 72 63 547.00000 535.99362 2.01% 31.8 2380s 545499 44606 539.86633 65 60 547.00000 536.04301 2.00% 31.8 2385s 548074 45067 540.80236 65 64 547.00000 536.08807 1.99% 31.7 2390s 550391 45419 540.01805 64 59 547.00000 536.13248 1.99% 31.7 2395s 552241 45697 infeasible 54 547.00000 536.16778 1.98% 31.6 2400s 554497 45881 538.94488 57 52 547.00000 536.21086 1.97% 31.6 2405s 556860 46121 538.30092 70 62 547.00000 536.25983 1.96% 31.5 2410s 559272 46361 cutoff 52 547.00000 536.30744 1.95% 31.5 2415s 561205 46499 539.21399 67 69 547.00000 536.34744 1.95% 31.5 2420s 563222 46672 538.77624 64 61 547.00000 536.39180 1.94% 31.4 2425s 565191 46879 540.06997 58 64 547.00000 536.43545 1.93% 31.4 2430s 567512 46941 cutoff 64 547.00000 536.48866 1.92% 31.3 2435s 569797 47094 cutoff 70 547.00000 536.53703 1.91% 31.3 2440s 572183 47327 539.18414 70 63 547.00000 536.57782 1.91% 31.2 2445s 574279 47398 cutoff 80 547.00000 536.62066 1.90% 31.2 2450s 576356 47516 cutoff 55 547.00000 536.66177 1.89% 31.2 2455s 578710 47653 543.80018 49 84 547.00000 536.71062 1.88% 31.1 2460s 581095 47833 543.52719 65 63 547.00000 536.75753 1.87% 31.1 2465s 583229 47968 cutoff 69 547.00000 536.79538 1.87% 31.0 2470s 585622 48133 541.31369 53 51 547.00000 536.84336 1.86% 31.0 2475s 587827 48328 cutoff 51 547.00000 536.88613 1.85% 30.9 2480s 590024 48429 infeasible 63 547.00000 536.91892 1.84% 30.9 2485s 592278 48636 543.87330 61 53 547.00000 536.95179 1.84% 30.9 2490s 594538 48854 543.99689 58 77 547.00000 536.99348 1.83% 30.8 2495s 596542 49021 537.16012 60 70 547.00000 537.02645 1.82% 30.8 2500s 599027 49270 538.98357 63 71 547.00000 537.06365 1.82% 30.7 2505s 601683 49576 541.43192 51 65 547.00000 537.10045 1.81% 30.7 2510s 603613 49729 543.78060 70 64 547.00000 537.13277 1.80% 30.7 2515s 606049 49885 cutoff 76 547.00000 537.17740 1.80% 30.6 2520s 608074 49958 544.08955 63 67 547.00000 537.21151 1.79% 30.6 2525s 610660 50184 537.63435 70 47 547.00000 537.25060 1.78% 30.5 2530s 613014 50253 544.88903 71 51 547.00000 537.29109 1.77% 30.5 2535s 615031 50310 538.26151 69 77 547.00000 537.32262 1.77% 30.4 2540s 617188 50451 537.82951 61 85 547.00000 537.35973 1.76% 30.4 2545s 619478 50471 538.87182 57 56 547.00000 537.40136 1.75% 30.4 2550s 621598 50550 540.53487 63 67 547.00000 537.43757 1.75% 30.3 2555s 623902 50531 545.29108 51 83 547.00000 537.47629 1.74% 30.3 2560s 625958 50466 543.62834 70 68 547.00000 537.51640 1.73% 30.3 2565s 628168 50467 544.24827 66 53 547.00000 537.55926 1.73% 30.2 2570s 630202 50488 cutoff 75 547.00000 537.59453 1.72% 30.2 2575s 632183 50465 cutoff 65 547.00000 537.63185 1.71% 30.2 2580s 634496 50479 543.92260 72 73 547.00000 537.67464 1.70% 30.1 2585s 636669 50502 cutoff 59 547.00000 537.71570 1.70% 30.1 2590s 638708 50473 544.25171 56 46 547.00000 537.75060 1.69% 30.1 2595s 641046 50384 544.54470 60 75 547.00000 537.79361 1.68% 30.1 2600s 643451 50338 cutoff 72 547.00000 537.83377 1.68% 30.0 2605s 645535 50335 542.34209 57 70 547.00000 537.86823 1.67% 30.0 2610s 647778 50306 538.83183 51 71 547.00000 537.90586 1.66% 29.9 2615s 649914 50493 538.09069 58 64 547.00000 537.92444 1.66% 29.9 2620s 652243 50533 infeasible 78 547.00000 537.95543 1.65% 29.9 2625s 654485 50463 infeasible 60 547.00000 537.99661 1.65% 29.9 2630s 656352 50473 545.24064 57 58 547.00000 538.02727 1.64% 29.8 2635s 658634 50477 infeasible 69 547.00000 538.05768 1.63% 29.8 2640s 661053 50487 538.70539 75 74 547.00000 538.09400 1.63% 29.8 2645s 663099 50497 540.08224 59 48 547.00000 538.12439 1.62% 29.7 2650s 665502 50469 542.88098 54 60 547.00000 538.16589 1.62% 29.7 2655s 667411 50443 545.19155 69 66 547.00000 538.19540 1.61% 29.7 2660s 669849 50381 540.05563 67 54 547.00000 538.23504 1.60% 29.6 2665s 672209 50263 539.88231 57 62 547.00000 538.27203 1.60% 29.6 2670s 674112 50165 infeasible 62 547.00000 538.30420 1.59% 29.6 2675s 676500 50134 545.36725 60 63 547.00000 538.34261 1.58% 29.5 2680s 678678 50010 539.56929 66 65 547.00000 538.37515 1.58% 29.5 2685s 681113 49891 541.05021 63 61 547.00000 538.41663 1.57% 29.5 2690s 683343 49789 544.58151 70 61 547.00000 538.45332 1.56% 29.4 2695s 685670 49661 544.49573 51 69 547.00000 538.49426 1.55% 29.4 2700s 687785 49531 543.03564 62 67 547.00000 538.52951 1.55% 29.4 2705s 689915 49470 infeasible 62 547.00000 538.56332 1.54% 29.4 2710s 692251 49310 544.09920 65 68 547.00000 538.60820 1.53% 29.3 2715s 694570 49134 infeasible 75 547.00000 538.65271 1.53% 29.3 2720s 696928 48991 541.23453 63 71 547.00000 538.69092 1.52% 29.3 2725s 699034 48781 542.47047 68 42 547.00000 538.73448 1.51% 29.3 2730s 701251 48657 545.52649 53 77 547.00000 538.77141 1.50% 29.2 2735s 703491 48488 543.50180 61 59 547.00000 538.82032 1.50% 29.2 2740s 705906 48304 544.33685 66 61 547.00000 538.86427 1.49% 29.2 2745s 707933 48088 540.27383 63 61 547.00000 538.90149 1.48% 29.1 2750s 709706 48132 543.39204 64 46 547.00000 538.91892 1.48% 29.1 2755s 711704 48082 cutoff 59 547.00000 538.94289 1.47% 29.1 2760s 714122 48019 cutoff 58 547.00000 538.97859 1.47% 29.1 2765s 716200 47934 540.99804 59 58 547.00000 539.01419 1.46% 29.0 2770s 718533 47796 545.78411 68 52 547.00000 539.04948 1.45% 29.0 2775s 720644 47774 cutoff 52 547.00000 539.06953 1.45% 29.0 2780s 722822 47665 539.87835 62 67 547.00000 539.09967 1.44% 29.0 2785s 725195 47568 infeasible 58 547.00000 539.13242 1.44% 28.9 2790s 727516 47385 cutoff 57 547.00000 539.17307 1.43% 28.9 2795s 729490 47240 541.28510 63 78 547.00000 539.19922 1.43% 28.9 2800s 731821 47030 cutoff 73 547.00000 539.23514 1.42% 28.9 2805s 734051 46905 544.56322 55 74 547.00000 539.26719 1.41% 28.8 2810s 736324 46668 544.30798 57 67 547.00000 539.30882 1.41% 28.8 2815s 738558 46511 infeasible 54 547.00000 539.33921 1.40% 28.8 2820s 740926 46250 544.11883 55 72 547.00000 539.37503 1.39% 28.7 2825s 743117 45974 541.66214 64 68 547.00000 539.41402 1.39% 28.7 2830s 745218 45723 cutoff 59 547.00000 539.45095 1.38% 28.7 2835s 747373 45497 544.02359 51 65 547.00000 539.48875 1.37% 28.7 2840s 749732 45241 cutoff 64 547.00000 539.53176 1.37% 28.7 2845s 751993 44944 545.55651 69 47 547.00000 539.57066 1.36% 28.6 2850s 754334 44552 infeasible 66 547.00000 539.62050 1.35% 28.6 2855s 756481 44253 cutoff 76 547.00000 539.66624 1.34% 28.6 2860s 758624 43976 cutoff 67 547.00000 539.70530 1.33% 28.6 2865s 760914 43746 540.55090 63 72 547.00000 539.74744 1.33% 28.5 2870s 763219 43440 544.45482 74 79 547.00000 539.78758 1.32% 28.5 2875s 765391 43218 infeasible 67 547.00000 539.82745 1.31% 28.5 2880s 767812 42898 cutoff 73 547.00000 539.86823 1.30% 28.5 2885s 769955 42675 541.35137 70 47 547.00000 539.90268 1.30% 28.4 2890s 771910 42642 543.04771 57 49 547.00000 539.91892 1.29% 28.4 2895s 774131 42474 cutoff 60 547.00000 539.94735 1.29% 28.4 2900s 776603 42192 cutoff 64 547.00000 539.98995 1.28% 28.4 2905s 778908 42012 540.12960 55 65 547.00000 540.02582 1.27% 28.4 2910s 780833 41859 cutoff 70 547.00000 540.04911 1.27% 28.3 2915s 783166 41710 cutoff 67 547.00000 540.07476 1.27% 28.3 2920s 785442 41453 cutoff 64 547.00000 540.10961 1.26% 28.3 2925s 787662 41170 cutoff 64 547.00000 540.15011 1.25% 28.3 2930s 790049 40828 544.98123 65 43 547.00000 540.19460 1.24% 28.2 2935s 792239 40464 544.16508 53 72 547.00000 540.23251 1.24% 28.2 2940s 794783 40120 543.94386 61 66 547.00000 540.27858 1.23% 28.2 2945s 797230 39726 544.27784 57 70 547.00000 540.32038 1.22% 28.2 2950s 799522 39364 541.12995 71 75 547.00000 540.36228 1.21% 28.1 2955s 801834 38932 545.66954 65 58 547.00000 540.41028 1.20% 28.1 2960s 803794 38523 543.58682 70 85 547.00000 540.45306 1.20% 28.1 2965s 806207 38110 542.50601 57 77 547.00000 540.50172 1.19% 28.1 2970s 808548 37729 545.96069 58 72 547.00000 540.54900 1.18% 28.0 2975s 810457 37435 541.84181 58 76 547.00000 540.58609 1.17% 28.0 2980s 812775 36913 cutoff 66 547.00000 540.64296 1.16% 28.0 2985s 815235 36433 544.07097 59 68 547.00000 540.69699 1.15% 28.0 2990s 817648 35951 545.66473 62 67 547.00000 540.75005 1.14% 28.0 2995s 819699 35481 545.02429 69 69 547.00000 540.79941 1.13% 27.9 3000s 821881 35034 541.52755 64 69 547.00000 540.85109 1.12% 27.9 3005s 824372 34553 cutoff 64 547.00000 540.90118 1.11% 27.9 3010s 826486 34392 cutoff 65 547.00000 540.91927 1.11% 27.9 3015s 828955 34029 544.23303 65 79 547.00000 540.95953 1.10% 27.9 3020s 831195 33666 541.91309 52 58 547.00000 541.00437 1.10% 27.8 3025s 833398 33214 infeasible 75 547.00000 541.04891 1.09% 27.8 3030s 835779 32911 543.58777 58 67 547.00000 541.07994 1.08% 27.8 3035s 838250 32425 infeasible 57 547.00000 541.12539 1.07% 27.8 3040s 840504 31912 infeasible 60 547.00000 541.17522 1.06% 27.7 3045s 842972 31342 545.16794 59 66 547.00000 541.22862 1.06% 27.7 3050s 845466 30786 cutoff 64 547.00000 541.28320 1.05% 27.7 3055s 847806 30221 cutoff 66 547.00000 541.34119 1.03% 27.7 3060s 849984 29643 542.27020 62 60 547.00000 541.39165 1.03% 27.6 3065s 852443 28970 cutoff 53 547.00000 541.45494 1.01% 27.6 3070s 855012 28200 cutoff 59 547.00000 541.52664 1.00% 27.6 3075s 857545 27372 541.63524 73 49 547.00000 541.60828 0.99% 27.6 3080s 859865 26658 542.78142 63 77 547.00000 541.67964 0.97% 27.5 3085s 862200 26054 cutoff 59 547.00000 541.74744 0.96% 27.5 3090s 864528 25247 542.31914 59 53 547.00000 541.83256 0.94% 27.5 3095s 866680 24730 cutoff 61 547.00000 541.88631 0.93% 27.5 3100s 868945 24223 cutoff 55 547.00000 541.92919 0.93% 27.5 3105s 871473 23584 cutoff 61 547.00000 541.98725 0.92% 27.4 3110s 873971 22864 cutoff 56 547.00000 542.05768 0.90% 27.4 3115s 876035 22260 545.75843 67 57 547.00000 542.11143 0.89% 27.4 3120s 878648 21466 544.37775 64 53 547.00000 542.19519 0.88% 27.4 3125s 880857 20633 545.88133 66 66 547.00000 542.27014 0.86% 27.3 3130s 883382 19634 543.61554 66 69 547.00000 542.36823 0.85% 27.3 3135s 886043 18576 cutoff 74 547.00000 542.48748 0.82% 27.3 3140s 888339 17609 544.63672 50 43 547.00000 542.60112 0.80% 27.3 3145s 890862 16531 cutoff 61 547.00000 542.73922 0.78% 27.3 3150s 893346 15470 cutoff 66 547.00000 542.86823 0.76% 27.2 3155s 895607 14971 543.22103 68 65 547.00000 542.92770 0.74% 27.2 3160s 897823 14143 cutoff 50 547.00000 543.02167 0.73% 27.2 3165s 900428 13163 infeasible 71 547.00000 543.12701 0.71% 27.2 3170s 903227 11677 543.45056 62 61 547.00000 543.31275 0.67% 27.1 3175s 905955 10146 cutoff 59 547.00000 543.53427 0.63% 27.1 3180s 908896 8365 cutoff 44 547.00000 543.84846 0.58% 27.1 3185s 911563 7146 cutoff 62 547.00000 544.02897 0.54% 27.0 3190s 914269 5372 cutoff 52 547.00000 544.36031 0.48% 27.0 3195s 917900 2969 cutoff 62 547.00000 544.96751 0.37% 26.9 3200s Cutting planes: Gomory: 21 Implied bound: 4 Clique: 7 MIR: 23 GUB cover: 1 Zero half: 15 Explored 921289 nodes (24741488 simplex iterations) in 3204.30 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 5.470000000000e+02, best bound 5.470000000000e+02, gap 0.0%