Gurobi 5.0.1 (linux64) logging started Tue Jan 1 03:12:55 2013 Optimize a model with 6722 rows, 6561 columns and 43194 nonzeros Presolve removed 1036 rows and 1417 columns Presolve time: 0.10s Presolved: 5686 rows, 5144 columns, 37144 nonzeros Variable types: 80 continuous, 5064 integer (5064 binary) Root relaxation: objective 3.782130e+02, 630 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 378.21304 0 149 - 378.21304 - - 0s 0 0 392.12008 0 143 - 392.12008 - - 0s 0 0 395.88527 0 123 - 395.88527 - - 0s 0 0 399.00000 0 103 - 399.00000 - - 1s 0 0 399.54221 0 110 - 399.54221 - - 1s 0 0 399.91509 0 158 - 399.91509 - - 1s 0 0 400.00000 0 122 - 400.00000 - - 1s 0 0 400.06250 0 172 - 400.06250 - - 1s 0 0 400.25000 0 158 - 400.25000 - - 1s 0 0 400.25000 0 172 - 400.25000 - - 1s 0 0 400.25000 0 89 - 400.25000 - - 1s 0 0 400.50016 0 129 - 400.50016 - - 1s 0 0 400.51372 0 148 - 400.51372 - - 1s 0 0 400.75000 0 102 - 400.75000 - - 2s 0 0 400.87500 0 159 - 400.87500 - - 2s 0 0 400.87500 0 109 - 400.87500 - - 2s 0 0 400.87500 0 118 - 400.87500 - - 2s 0 0 400.87500 0 140 - 400.87500 - - 2s 0 0 400.87500 0 137 - 400.87500 - - 2s 0 2 402.50000 0 137 - 402.50000 - - 3s 91 87 453.51777 69 111 - 406.50000 - 29.0 5s 603 548 444.16546 61 146 - 408.00000 - 22.9 17s 604 549 626.31155 212 136 - 408.00000 - 22.9 21s 605 550 457.53858 104 108 - 408.00000 - 22.9 25s 607 551 444.07741 108 159 - 408.00000 - 22.8 37s 608 552 653.21556 241 154 - 408.00000 - 22.7 45s 614 556 444.07741 108 188 - 411.59222 - 22.5 50s 621 560 455.57217 93 209 - 413.12904 - 22.3 55s 629 566 466.07618 102 209 - 415.06928 - 22.0 60s 635 570 525.73550 171 208 - 415.17097 - 21.8 65s 782 660 433.89664 16 186 - 415.54003 - 40.8 70s 988 759 558.33651 81 122 - 417.20079 - 49.2 75s 1333 951 460.01345 174 81 - 417.34117 - 46.5 80s 1749 1228 558.80001 368 62 - 417.34117 - 44.2 85s 2282 1497 443.13099 50 140 - 418.56544 - 42.9 90s 2486 1634 452.43995 28 158 - 419.22763 - 47.1 95s 2856 1954 440.25068 27 157 - 419.30772 - 46.5 100s 3227 2282 463.65059 33 115 - 419.36333 - 46.8 105s 3545 2576 477.25568 87 95 - 419.36333 - 47.3 110s 3820 2792 437.64241 29 143 - 420.10872 - 48.7 115s 4058 3028 607.64516 180 38 - 420.10872 - 50.2 120s 4462 3384 556.18513 135 65 - 420.42977 - 49.2 125s 4748 3582 485.55555 54 141 - 420.49891 - 50.4 130s 5138 3964 612.36174 260 55 - 420.61659 - 49.6 135s 5474 4236 507.88445 64 135 - 420.70830 - 50.0 140s 5926 4642 infeasible 290 - 420.83154 - 49.0 145s 6255 4933 611.02399 127 62 - 420.96301 - 49.4 150s 6717 5327 441.07579 29 173 - 421.00834 - 48.7 155s 6911 5493 450.78151 34 132 - 421.00834 - 49.8 160s 7143 5675 456.12523 30 138 - 421.04889 - 50.7 165s 7422 5935 503.87288 58 124 - 421.06557 - 50.9 170s 7727 6224 535.94327 80 91 - 421.07621 - 51.1 175s 8089 6528 506.35600 75 126 - 421.13426 - 51.3 180s 8390 6785 490.15987 74 141 - 421.36940 - 51.8 185s 8672 7027 448.25348 37 138 - 421.79737 - 52.2 190s 9074 7351 545.37565 96 72 - 421.82547 - 51.8 195s 9324 7559 476.49447 52 145 - 421.82880 - 52.1 200s 9765 7967 infeasible 92 - 421.84112 - 51.3 205s 10128 8281 460.78903 63 142 - 421.93010 - 51.3 210s 10315 8446 534.27709 88 101 - 421.95737 - 51.6 215s 10715 8804 infeasible 114 - 421.95941 - 51.4 220s 10971 8986 458.12112 56 145 - 422.00744 - 51.9 225s 11364 9357 701.53642 284 50 - 422.00744 - 51.5 230s 11775 9670 540.84886 155 56 - 422.10181 - 51.3 235s 12177 9987 424.99570 23 182 - 422.29149 - 51.3 240s 12496 10272 510.90038 69 126 - 422.30136 - 51.4 245s 13040 10715 428.83192 29 133 - 422.32792 - 50.7 250s 13289 10950 570.45467 137 94 - 422.36282 - 51.1 255s 13629 11228 454.94482 52 156 - 422.38573 - 51.2 260s 13930 11463 488.76915 92 89 - 422.39259 - 51.5 265s 14324 11802 443.63823 39 146 - 422.43196 - 51.4 270s 14746 12183 567.53281 165 61 - 422.48063 - 51.1 275s 15092 12422 428.96912 27 144 - 422.53993 - 51.4 280s 15407 12693 510.76428 66 118 - 422.54813 - 51.5 285s 15706 12930 497.94141 58 128 - 422.60217 - 51.8 290s 16057 13197 427.66134 25 173 - 422.67665 - 51.9 295s 16339 13441 469.99066 60 140 - 422.74072 - 52.1 300s 16781 13816 433.23830 34 144 - 422.76623 - 51.9 305s 17046 14047 567.54422 106 82 - 422.78249 - 52.2 310s 17384 14337 infeasible 73 - 422.87474 - 52.3 315s 17693 14590 641.21180 121 64 - 422.88631 - 52.5 320s 18284 15130 581.68233 180 65 - 422.92027 - 51.7 325s 18830 15584 infeasible 82 - 422.92488 - 51.1 330s 19099 15787 infeasible 80 - 423.03930 - 51.4 335s 19398 16034 431.48138 29 155 - 423.19272 - 51.7 340s 19769 16294 562.44389 76 116 - 423.19864 - 51.6 345s 19982 16457 482.96026 50 129 - 423.25823 - 52.0 350s 20146 16581 502.37831 51 141 - 423.28363 - 52.5 355s 20402 16793 548.86656 80 83 - 423.32624 - 52.7 361s 20768 17111 497.27219 57 116 - 423.33353 - 52.5 365s 21175 17435 427.66431 24 166 - 423.38898 - 52.2 370s 21465 17685 442.08660 34 134 - 423.43191 - 52.3 375s 21783 17961 432.88844 26 156 - 423.46082 - 52.5 380s 22111 18237 545.35370 125 73 - 423.46614 - 52.5 385s 22371 18471 529.29183 72 120 - 423.47785 - 52.8 390s 22915 18951 481.16870 54 116 - 423.49453 - 52.1 395s 23149 19149 infeasible 75 - 423.50524 - 52.3 400s 23439 19419 656.04970 119 67 - 423.52746 - 52.5 405s 23922 19792 429.66417 22 170 - 423.55570 - 52.2 410s 24172 19984 infeasible 50 - 423.56593 - 52.5 415s 24576 20288 infeasible 71 - 423.57385 - 52.5 420s 24828 20492 531.73211 57 138 - 423.61066 - 52.7 425s 25106 20734 441.73122 33 143 - 423.70175 - 52.9 430s 25457 21005 558.51465 106 95 - 423.71309 - 52.9 435s 25853 21343 461.64958 48 153 - 423.76700 - 52.8 440s 26287 21765 672.48221 198 55 - 423.76700 - 52.6 445s 26639 22049 461.52237 51 120 - 423.79579 - 52.6 450s 26919 22279 510.08524 86 84 - 423.87347 - 52.8 455s 27343 22661 514.35501 89 108 - 423.91982 - 52.6 460s 27581 22850 483.50097 59 133 - 423.93568 - 52.8 465s 27881 23096 493.37608 63 116 - 423.94664 - 52.9 470s 28229 23414 507.41954 68 90 - 423.95836 - 52.9 475s 28611 23754 498.54555 68 104 - 423.98419 - 52.8 480s 28843 23924 462.63905 38 149 - 423.99609 - 53.1 485s 29160 24179 525.85579 102 94 - 423.99681 - 53.1 490s 29505 24437 482.76478 62 147 - 424.02985 - 53.2 495s 29891 24762 433.85186 25 168 - 424.06097 - 53.2 500s 30183 25010 467.80565 54 139 - 424.06888 - 53.3 505s 30445 25230 502.11234 61 135 - 424.08580 - 53.4 510s 30711 25425 425.67342 20 140 - 424.09536 - 53.5 515s 30948 25632 546.11701 58 132 - 424.10528 - 53.7 520s 31320 25965 563.38585 111 71 - 424.13356 - 53.7 525s 31674 26250 560.72827 113 72 - 424.15403 - 53.7 530s 31920 26393 425.27612 21 174 - 424.18015 - 53.9 535s 32161 26594 448.19898 41 158 - 424.20694 - 54.1 540s 32413 26806 542.04632 86 102 - 424.22405 - 54.3 545s 32841 27151 434.50520 29 162 - 424.24209 - 54.1 550s 33201 27441 535.43621 94 96 - 424.24754 - 54.1 555s 33537 27695 505.42412 48 131 - 424.25914 - 54.1 560s 34000 28136 509.66964 107 92 - 424.26486 - 53.8 565s 34289 28382 460.47019 49 144 - 424.28665 - 53.9 570s 34781 28823 470.49644 51 154 - 424.30530 - 53.7 575s 35174 29162 500.61887 78 131 - 424.33829 - 53.6 580s 35488 29420 442.90157 44 174 - 424.44056 - 53.7 585s 35848 29702 infeasible 78 - 424.44279 - 53.7 590s 36118 29936 infeasible 96 - 424.47671 - 53.8 595s 36292 30086 570.27489 70 117 - 424.48923 - 54.1 600s 36632 30346 429.05695 20 187 - 424.50433 - 54.1 605s 36892 30550 437.50759 33 155 - 424.53211 - 54.2 610s 37201 30810 459.68452 35 155 - 424.57239 - 54.3 615s 37450 31015 infeasible 69 - 424.62554 - 54.4 620s 37738 31241 442.63577 32 166 - 424.65272 - 54.5 625s 37971 31430 448.56722 43 151 - 424.65905 - 54.7 630s 38425 31844 453.46943 41 147 - 424.66636 - 54.4 635s 38757 32104 infeasible 80 - 424.67202 - 54.4 640s 38996 32318 664.77348 113 60 - 424.67851 - 54.6 645s 39482 32758 617.48754 210 56 - 424.67882 - 54.4 650s 39858 33066 562.10010 89 105 - 424.69788 - 54.4 655s 40311 33461 568.14737 89 116 - 424.69816 - 54.2 660s 40686 33762 451.36688 36 140 - 424.72554 - 54.3 665s 40804 33862 474.44852 54 140 - 424.72866 - 54.3 729s 40858 33898 569.60955 74 106 - 424.72866 - 54.3 730s 41125 34104 493.81247 71 143 - 424.73166 - 54.4 735s 41375 34288 471.69447 44 115 - 424.73702 - 54.6 740s 41843 34674 452.75087 43 113 - 424.74333 - 54.4 745s 42107 34888 508.45922 56 105 - 424.74912 - 54.6 750s 42337 35080 551.02249 76 108 - 424.75698 - 54.7 755s 42672 35339 518.85779 56 95 - 424.79394 - 54.8 760s 42971 35608 469.40882 56 132 - 424.80416 - 54.8 765s 43319 35900 484.74929 46 134 - 424.81304 - 54.8 770s 43514 36037 449.95000 36 130 - 424.84272 - 55.0 775s 43772 36235 444.50142 34 140 - 424.89356 - 55.1 780s 43991 36410 443.59787 33 166 - 424.90238 - 55.3 785s 44282 36667 infeasible 59 - 424.91580 - 55.4 790s 44546 36869 449.59728 47 153 - 424.93411 - 55.5 795s 44795 37086 483.39612 84 113 - 424.93928 - 55.6 800s 45133 37360 490.22824 64 125 - 424.95371 - 55.6 805s 45410 37557 478.53089 59 95 - 424.97479 - 55.6 810s 45855 37929 494.10630 83 110 - 424.98058 - 55.5 815s 46127 38143 519.65989 67 119 - 424.99200 - 55.6 820s 46670 38621 450.80267 28 142 - 425.00096 - 55.3 825s 46919 38848 550.33712 109 60 - 425.00325 - 55.4 830s 47421 39237 504.41161 61 152 - 425.00806 - 55.2 835s 47631 39395 455.17711 33 96 - 425.01437 - 55.4 840s 47922 39630 633.14665 121 91 - 425.02967 - 55.4 845s 48221 39847 482.10985 58 140 - 425.03623 - 55.5 850s 48509 40089 461.02129 35 152 - 425.03991 - 55.5 855s 48912 40479 infeasible 188 - 425.03991 - 55.4 860s 49225 40710 525.21797 103 77 - 425.06423 - 55.5 865s 49598 41045 547.79712 105 89 - 425.07469 - 55.5 870s 49881 41273 492.18565 60 141 - 425.08269 - 55.5 875s 50191 41501 451.20173 41 110 - 425.10062 - 55.6 880s 50408 41666 519.27487 72 131 - 425.10230 - 55.8 885s 50657 41844 437.42778 28 143 - 425.11299 - 55.9 890s 50824 41995 572.62403 65 115 - 425.11723 - 56.1 895s 51025 42178 547.62609 112 83 - 425.12791 - 56.1 900s 51332 42423 440.76296 39 127 - 425.14077 - 56.2 905s 51578 42625 513.83561 54 152 - 425.16240 - 56.3 910s 52013 42952 455.87912 49 139 - 425.16932 - 56.2 915s 52333 43218 437.60024 34 134 - 425.17814 - 56.2 920s 52566 43393 455.33510 33 137 - 425.21132 - 56.3 925s 52938 43705 428.28979 32 156 - 425.22490 - 56.3 930s 53302 44041 544.25541 219 56 - 425.22983 - 56.3 935s 53738 44394 463.06463 46 115 - 425.24803 - 56.2 940s 54065 44655 451.15230 44 151 - 425.26580 - 56.2 945s 54306 44857 493.19243 50 112 - 425.28258 - 56.3 950s 54574 45051 502.50332 65 102 - 425.29841 - 56.4 955s 54892 45325 453.08752 42 120 - 425.31695 - 56.4 960s 55286 45666 428.48416 26 187 - 425.31964 - 56.3 965s 55709 46062 infeasible 185 - 425.31964 - 56.2 970s 56069 46358 623.88834 94 128 - 425.32350 - 56.2 975s 56324 46559 495.91112 54 137 - 425.33398 - 56.3 980s 56554 46743 548.57917 63 83 - 425.34731 - 56.5 985s 56957 47083 453.39555 34 139 - 425.36098 - 56.4 990s 57210 47278 455.02464 42 162 - 425.37098 - 56.5 995s 57444 47474 560.50037 60 115 - 425.37917 - 56.6 1000s 57856 47826 625.23236 195 44 - 425.38697 - 56.5 1005s 58193 48085 531.38436 62 109 - 425.40083 - 56.5 1010s 58640 48479 440.44138 34 167 - 425.40173 - 56.4 1015s 58895 48687 494.86466 46 143 - 425.40401 - 56.5 1020s 59226 48972 468.74724 55 129 - 425.40659 - 56.5 1025s 59606 49300 infeasible 59 - 425.42439 - 56.4 1030s 59862 49524 569.85182 103 99 - 425.43380 - 56.5 1035s 60339 49967 667.67068 303 56 - 425.43514 - 56.4 1040s 60843 50422 559.70613 85 120 - 425.44078 - 56.2 1045s 61077 50602 482.02463 37 113 - 425.45042 - 56.3 1050s 61207 50698 447.67394 28 149 - 425.45233 - 56.4 1055s 61580 51017 454.68433 43 129 - 425.45641 - 56.4 1060s 61867 51284 599.53465 114 101 - 425.45928 - 56.4 1065s 62115 51472 487.41102 47 144 - 425.46599 - 56.5 1070s 62396 51701 infeasible 73 - 425.47431 - 56.6 1075s 62701 51918 505.67168 44 144 - 425.48619 - 56.6 1080s 62971 52128 455.94064 36 141 - 425.50281 - 56.7 1085s 63417 52511 427.99535 19 154 - 425.51549 - 56.6 1090s 63778 52788 infeasible 77 - 425.52415 - 56.5 1095s 64029 52979 545.31674 64 115 - 425.54948 - 56.6 1100s 64334 53252 infeasible 84 - 425.55109 - 56.6 1105s 64594 53436 503.26467 65 122 - 425.55207 - 56.7 1110s 64805 53581 441.46530 29 170 - 425.55390 - 56.9 1115s 65018 53747 infeasible 63 - 425.55590 - 57.0 1120s 65291 53978 572.41575 86 84 - 425.58740 - 57.0 1125s 65621 54258 575.35340 68 110 - 425.59957 - 57.1 1130s 66003 54567 infeasible 78 - 425.60091 - 57.0 1135s 66371 54880 708.64647 215 44 - 425.60836 - 57.0 1140s 66715 55176 644.74065 97 109 - 425.60887 - 57.0 1145s 66942 55357 582.07700 89 113 - 425.61657 - 57.1 1150s 67295 55679 571.10091 72 145 - 425.61747 - 57.1 1155s 67687 56007 460.41285 34 135 - 425.62663 - 57.0 1160s 68065 56311 519.78785 50 128 - 425.62767 - 57.0 1165s 68280 56464 infeasible 56 - 425.64464 - 57.1 1170s 68504 56626 448.65513 42 168 - 425.65703 - 57.2 1175s 68701 56785 522.32860 66 105 - 425.66188 - 57.3 1180s 68937 56963 587.32361 64 123 - 425.67181 - 57.3 1185s 69333 57295 infeasible 60 - 425.67232 - 57.3 1190s 69576 57508 471.34738 42 127 - 425.69030 - 57.4 1195s 69831 57687 528.47886 97 110 - 425.69480 - 57.5 1200s 70080 57868 432.83755 26 170 - 425.70290 - 57.5 1205s 70483 58224 481.42766 72 104 - 425.70434 - 57.5 1210s 70748 58433 473.16891 51 165 - 425.71006 - 57.6 1215s 71076 58709 449.24615 32 159 - 425.72191 - 57.6 1220s 71314 58911 534.55341 67 124 - 425.72607 - 57.7 1225s 71457 59004 565.50216 80 130 - 425.72611 - 57.8 1230s 71679 59160 infeasible 64 - 425.73480 - 57.9 1235s 71999 59442 518.98218 53 120 - 425.73521 - 57.9 1240s 72468 59863 456.03622 35 151 - 425.74340 - 57.8 1245s 72871 60179 467.85818 39 111 - 425.74600 - 57.7 1250s 73121 60373 518.53125 70 119 - 425.75579 - 57.8 1255s 73448 60652 535.54001 64 112 - 425.76214 - 57.8 1260s 73679 60830 449.70242 43 159 - 425.77592 - 57.8 1265s 73981 61076 446.43652 30 150 - 425.81923 - 57.8 1270s 74261 61320 440.73824 38 123 - 425.82391 - 57.9 1275s 74588 61609 473.82522 51 120 - 425.83217 - 57.9 1280s 74889 61846 548.06926 71 140 - 425.83979 - 57.9 1285s 75108 61987 infeasible 46 - 425.85310 - 58.0 1290s 75378 62185 431.22314 33 159 - 425.86889 - 58.1 1295s 75627 62396 479.86324 62 132 - 425.87079 - 58.1 1300s 75892 62601 567.04512 73 128 - 425.87751 - 58.2 1305s 76115 62768 440.44066 37 151 - 425.89607 - 58.3 1310s 76299 62898 474.18192 40 146 - 425.90509 - 58.4 1315s 76597 63126 472.28382 62 131 - 425.90711 - 58.5 1320s 76859 63342 485.52821 49 162 - 425.92864 - 58.5 1325s 77199 63617 428.55853 24 170 - 425.93371 - 58.5 1330s 77601 63931 infeasible 74 - 425.93484 - 58.5 1335s 77889 64173 503.46080 62 118 - 425.94622 - 58.5 1340s 78117 64355 460.62278 42 155 - 425.95399 - 58.6 1345s 78496 64680 495.45723 42 121 - 425.95597 - 58.6 1350s 78862 64992 444.09212 34 132 - 425.96717 - 58.5 1355s 79293 65380 infeasible 58 - 425.97331 - 58.4 1360s 79683 65724 527.12841 60 143 - 425.98504 - 58.4 1365s 79969 65940 540.18291 89 121 - 425.99078 - 58.5 1370s 80273 66177 459.10177 38 161 - 425.99794 - 58.5 1375s 80478 66348 467.25007 52 140 - 426.01752 - 58.6 1380s 80730 66540 458.24744 30 119 - 426.03931 - 58.6 1385s 81042 66790 540.45973 112 102 - 426.04012 - 58.7 1390s 81313 66978 449.49040 46 165 - 426.04341 - 58.7 1395s 81549 67166 455.41565 33 149 - 426.06086 - 58.8 1400s 81708 67293 infeasible 66 - 426.06574 - 58.9 1405s 81965 67496 452.61199 41 134 - 426.07800 - 58.9 1410s 82159 67650 448.16957 32 130 - 426.10032 - 59.0 1415s 82437 67860 436.89658 28 118 - 426.10409 - 59.1 1420s 82690 68073 476.06121 49 122 - 426.11909 - 59.1 1425s 83038 68351 615.14031 87 123 - 426.12630 - 59.1 1430s 83361 68534 468.65987 45 152 - 426.14140 - 59.1 1435s 83672 68801 444.63599 31 166 - 426.15602 - 59.2 1440s 83955 69020 445.36564 38 138 - 426.15795 - 59.2 1445s 84322 69313 719.19503 174 55 - 426.16894 - 59.2 1450s 84589 69516 428.58439 27 165 - 426.18024 - 59.2 1455s 84841 69701 514.78301 60 126 - 426.18248 - 59.3 1460s 85092 69892 461.31676 49 135 - 426.19226 - 59.3 1465s 85487 70223 640.09650 94 91 - 426.20668 - 59.3 1470s 85795 70425 infeasible 49 - 426.21692 - 59.3 1475s 86162 70753 606.23587 144 53 - 426.22502 - 59.3 1480s 86584 71082 infeasible 55 - 426.23065 - 59.2 1485s 86830 71266 450.26393 34 159 - 426.24649 - 59.2 1490s 87031 71411 470.03914 49 128 - 426.26020 - 59.3 1495s 87403 71727 infeasible 87 - 426.26586 - 59.3 1500s 87661 71937 infeasible 68 - 426.27194 - 59.4 1505s 87868 72112 578.59060 85 92 - 426.27491 - 59.4 1510s 88216 72374 infeasible 50 - 426.28514 - 59.4 1515s 88507 72605 440.98642 42 159 - 426.29250 - 59.4 1520s 88978 73029 455.06995 47 136 - 426.29579 - 59.4 1525s 89210 73207 464.97795 42 99 - 426.30004 - 59.4 1530s 89700 73663 infeasible 67 - 426.30403 - 59.3 1535s 89934 73839 456.87703 35 143 - 426.32237 - 59.4 1540s 90330 74181 infeasible 37 - 426.33022 - 59.3 1545s 90470 74287 461.55418 44 133 - 426.33243 - 59.5 1550s 90718 74476 439.88991 34 150 - 426.34374 - 59.5 1555s 91049 74715 604.19845 86 83 - 426.34564 - 59.5 1560s 91471 75095 432.93331 31 154 - 426.35593 - 59.4 1565s 91694 75282 456.10778 40 173 - 426.35737 - 59.5 1570s 91881 75423 436.72530 29 162 - 426.35973 - 59.6 1575s 92171 75641 473.73568 39 129 - 426.36003 - 59.6 1580s 92399 75817 infeasible 56 - 426.36894 - 59.6 1585s 92680 76064 517.26424 68 110 - 426.37982 - 59.6 1590s 93069 76387 429.59926 29 171 - 426.38226 - 59.6 1595s 93433 76729 661.92896 157 93 - 426.39061 - 59.5 1600s 93694 76930 460.36546 50 153 - 426.39582 - 59.6 1605s 93957 77139 infeasible 54 - 426.40224 - 59.6 1610s 94306 77419 infeasible 55 - 426.40993 - 59.6 1615s 94672 77721 449.07326 35 137 - 426.42639 - 59.6 1620s 94960 77955 427.90262 31 160 - 426.42892 - 59.6 1625s 95173 78134 449.26300 31 146 - 426.43280 - 59.7 1630s 95476 78411 560.70167 79 114 - 426.43307 - 59.7 1635s 95917 78790 451.70022 44 152 - 426.44997 - 59.6 1640s 96188 79017 557.09927 82 131 - 426.46654 - 59.6 1645s 96612 79397 460.31251 42 143 - 426.46861 - 59.6 1650s 96996 79728 479.12538 37 87 - 426.47137 - 59.5 1655s 97334 80022 513.12815 77 125 - 426.47546 - 59.5 1660s 97662 80248 452.98152 34 147 - 426.47562 - 59.6 1665s 97997 80535 541.95600 83 150 - 426.48254 - 59.5 1670s 98275 80773 435.17607 29 180 - 426.50034 - 59.6 1675s 98527 80987 441.87813 39 132 - 426.51197 - 59.6 1680s 98761 81175 436.91787 32 159 - 426.51377 - 59.7 1685s 99193 81591 486.00657 61 155 - 426.51678 - 59.6 1690s 99511 81859 552.04993 131 85 - 426.53324 - 59.6 1695s 99874 82166 475.35886 56 151 - 426.53561 - 59.5 1700s 100126 82350 485.41002 46 130 - 426.54937 - 59.6 1705s 100420 82580 520.70658 76 134 - 426.55157 - 59.6 1710s 100693 82785 431.23444 14 186 - 426.55615 - 59.7 1715s 101065 83127 514.23499 58 144 - 426.56243 - 59.6 1720s 101473 83465 453.59429 42 149 - 426.57044 - 59.6 1725s 101835 83797 534.19674 156 50 - 426.57602 - 59.5 1730s 102178 84092 539.79836 92 94 - 426.57745 - 59.5 1735s 102524 84332 452.40024 37 171 - 426.59005 - 59.5 1740s 102740 84502 infeasible 69 - 426.60594 - 59.5 1745s 103006 84720 476.57153 51 109 - 426.62615 - 59.6 1750s 103248 84906 491.56694 62 138 - 426.63973 - 59.6 1755s 103549 85149 563.93826 87 122 - 426.64434 - 59.6 1760s 103860 85372 465.12202 58 143 - 426.64881 - 59.7 1765s 104069 85533 449.14514 48 142 - 426.65373 - 59.7 1770s 104420 85844 574.39864 128 87 - 426.66149 - 59.7 1775s 104842 86213 infeasible 60 - 426.67595 - 59.7 1780s 105136 86451 472.50763 67 98 - 426.68886 - 59.7 1785s 105429 86642 517.22989 80 119 - 426.69023 - 59.7 1790s 105794 86941 620.16823 173 53 - 426.69524 - 59.7 1795s 106142 87222 452.82790 44 134 - 426.70386 - 59.7 1800s 106396 87426 infeasible 73 - 426.71947 - 59.7 1805s 106715 87709 602.34313 173 65 - 426.72673 - 59.7 1810s 107105 88021 486.78562 45 131 - 426.73082 - 59.7 1815s 107373 88239 578.21897 93 96 - 426.73754 - 59.7 1820s 107701 88483 infeasible 86 - 426.73940 - 59.7 1825s 108145 88853 596.73322 126 90 - 426.74606 - 59.7 1830s 108543 89180 453.35585 46 150 - 426.75634 - 59.6 1835s 108719 89322 433.92387 28 160 - 426.76831 - 59.7 1840s 109028 89547 439.81082 35 168 - 426.77432 - 59.7 1845s 109310 89784 595.77900 127 86 - 426.77864 - 59.7 1850s 109589 90003 699.73627 97 115 - 426.77917 - 59.8 1855s 109796 90163 433.36530 22 125 - 426.78303 - 59.9 1860s 110063 90376 498.02727 48 141 - 426.78724 - 59.9 1865s 110312 90553 490.04369 46 145 - 426.79000 - 60.0 1870s 110514 90715 433.15195 27 167 - 426.80045 - 60.0 1875s 110722 90879 infeasible 57 - 426.80656 - 60.1 1880s 111066 91179 438.28751 21 186 - 426.81504 - 60.1 1885s 111259 91334 517.53790 64 155 - 426.81835 - 60.2 1890s 111631 91641 infeasible 77 - 426.82147 - 60.1 1895s 111938 91886 456.99797 46 161 - 426.82495 - 60.1 1900s 112158 92062 470.54223 55 152 - 426.82925 - 60.2 1905s 112333 92211 512.06322 53 120 - 426.83151 - 60.2 1910s 112547 92379 460.05112 53 156 - 426.84292 - 60.3 1915s 112816 92600 524.22254 83 108 - 426.84554 - 60.3 1920s 113062 92800 512.08330 55 153 - 426.85263 - 60.3 1925s 113264 92938 infeasible 84 - 426.85677 - 60.4 1930s 113530 93150 434.98337 29 171 - 426.87211 - 60.4 1935s 113799 93379 500.56038 48 125 - 426.87951 - 60.4 1940s 113954 93510 604.86054 87 110 - 426.87951 - 60.5 1945s 114301 93795 605.03771 83 123 - 426.88278 - 60.5 1950s 114546 93986 481.83236 64 134 - 426.88951 - 60.6 1955s 114930 94264 infeasible 188 - 426.89007 - 60.5 1960s 115180 94454 infeasible 71 - 426.89482 - 60.6 1965s 115457 94653 452.77257 39 152 - 426.90219 - 60.6 1970s 115787 94935 517.74872 61 119 - 426.90529 - 60.6 1975s 116164 95264 517.59072 65 92 - 426.90535 - 60.6 1980s 116552 95592 536.84944 103 88 - 426.91143 - 60.5 1985s 116830 95800 infeasible 59 - 426.91636 - 60.5 1990s 117057 95999 519.83777 60 110 - 426.92135 - 60.6 1995s 117333 96211 561.16015 91 67 - 426.93277 - 60.6 2000s 117597 96389 500.63434 68 133 - 426.94154 - 60.6 2005s 117800 96572 545.78541 92 113 - 426.94706 - 60.7 2010s 118058 96782 438.66299 36 164 - 426.94953 - 60.7 2015s 118315 96989 infeasible 136 - 426.95535 - 60.8 2020s 118623 97247 493.29686 68 141 - 426.96356 - 60.8 2025s 118856 97432 517.85485 53 108 - 426.96580 - 60.8 2030s 119249 97791 473.53276 40 148 - 426.97028 - 60.8 2035s 119605 97996 429.18266 19 138 - 426.97999 - 60.8 2040s 119897 98263 545.38925 84 97 - 426.98027 - 60.8 2045s 120288 98557 infeasible 85 - 426.98866 - 60.7 2050s 120698 98849 811.91584 183 75 - 426.99169 - 60.7 2055s 121018 99078 457.16892 47 125 - 426.99313 - 60.7 2060s 121412 99402 infeasible 49 - 426.99658 - 60.7 2065s 121891 99854 476.06520 53 111 - 427.00287 - 60.6 2070s 122235 100146 463.62603 51 134 - 427.00581 - 60.6 2075s 122611 100506 784.80716 261 61 - 427.00581 - 60.5 2080s 122845 100690 450.16201 45 164 - 427.00697 - 60.6 2085s 123175 100974 554.90656 102 55 - 427.01361 - 60.6 2090s 123683 101410 641.81972 177 45 - 427.01401 - 60.5 2095s 124011 101684 585.17311 90 67 - 427.02649 - 60.5 2100s 124290 101890 infeasible 68 - 427.03412 - 60.5 2105s 124522 102092 561.03045 86 70 - 427.04948 - 60.5 2110s 124903 102395 630.52590 113 105 - 427.05151 - 60.5 2115s 125150 102596 529.84362 83 115 - 427.05482 - 60.5 2120s 125554 102930 475.98282 78 145 - 427.05509 - 60.5 2125s 125974 103302 734.75548 215 66 - 427.05509 - 60.4 2130s 126380 103642 infeasible 77 - 427.06401 - 60.4 2135s 126645 103857 519.14833 64 110 - 427.08193 - 60.4 2140s 127137 104293 463.05409 51 139 - 427.08747 - 60.3 2145s 127425 104526 436.40178 38 155 - 427.10211 - 60.4 2150s 127745 104770 542.90420 67 121 - 427.10240 - 60.4 2155s 127941 104934 614.82659 95 56 - 427.11942 - 60.4 2160s 128209 105136 458.79738 39 162 - 427.12607 - 60.5 2165s 128423 105302 480.27925 67 145 - 427.13197 - 60.5 2170s 128659 105492 infeasible 123 - 427.13659 - 60.6 2175s 128931 105714 516.61721 68 118 - 427.14279 - 60.6 2180s 129301 106040 567.06547 102 63 - 427.14690 - 60.6 2185s 129689 106368 529.86819 105 97 - 427.15662 - 60.5 2190s 130059 106659 461.93306 44 165 - 427.16486 - 60.5 2195s 130343 106907 433.78098 29 145 - 427.17218 - 60.5 2200s 130618 107162 627.95935 128 100 - 427.17300 - 60.5 2205s 130947 107411 508.56879 59 128 - 427.17954 - 60.5 2210s 131241 107659 561.88126 129 47 - 427.18079 - 60.6 2215s 131678 108000 infeasible 123 - 427.18582 - 60.5 2220s 131953 108213 438.33080 30 119 - 427.18932 - 60.5 2225s 132234 108468 574.58190 98 89 - 427.19519 - 60.6 2230s 132702 108876 441.35734 31 141 - 427.20914 - 60.5 2235s 132893 108997 infeasible 82 - 427.20914 - 60.5 2240s 133300 109340 infeasible 68 - 427.21503 - 60.5 2245s 133564 109540 530.14596 62 133 - 427.22063 - 60.6 2250s 133834 109736 434.10162 27 163 - 427.22698 - 60.6 2255s 134190 110052 infeasible 52 - 427.22982 - 60.6 2260s 134619 110414 447.87505 37 154 - 427.23419 - 60.5 2265s H135024 97372 614.0000000 427.23419 30.4% 60.5 2269s 135057 97395 447.74810 43 182 614.00000 427.23627 30.4% 60.5 2270s 135350 97625 437.75970 32 171 614.00000 427.24151 30.4% 60.5 2275s 135566 97790 435.97565 33 158 614.00000 427.24902 30.4% 60.5 2280s 135779 97983 566.73807 73 96 614.00000 427.24937 30.4% 60.5 2285s 135996 98152 547.97567 71 119 614.00000 427.26084 30.4% 60.4 2290s 136170 98276 434.48377 34 167 614.00000 427.26483 30.4% 60.4 2295s 136350 98436 597.24543 131 112 614.00000 427.26870 30.4% 60.4 2300s 136520 98574 478.95710 49 128 614.00000 427.27274 30.4% 60.4 2305s 136658 98678 454.69719 36 170 614.00000 427.27444 30.4% 60.4 2310s 136781 98789 491.36641 49 147 614.00000 427.27568 30.4% 60.4 2315s 136964 98967 600.43709 148 72 614.00000 427.27568 30.4% 60.4 2320s 137107 99078 469.54198 52 124 614.00000 427.30102 30.4% 60.4 2325s 137246 99186 467.37236 48 130 614.00000 427.30301 30.4% 60.4 2330s 137368 99288 582.64594 97 137 614.00000 427.30386 30.4% 60.4 2335s 137515 99412 588.05934 134 66 614.00000 427.30736 30.4% 60.4 2340s 137651 99532 591.65955 103 137 614.00000 427.30779 30.4% 60.4 2345s 137786 99619 565.77944 65 123 614.00000 427.30826 30.4% 60.4 2350s 137901 99718 564.50905 90 94 614.00000 427.31209 30.4% 60.4 2355s 138036 99841 581.62353 127 133 614.00000 427.31274 30.4% 60.4 2360s 138165 99946 513.23197 116 144 614.00000 427.31305 30.4% 60.3 2365s 138275 100034 587.88453 77 106 614.00000 427.31640 30.4% 60.3 2370s 138406 100141 459.16490 37 146 614.00000 427.31757 30.4% 60.3 2375s 138522 100242 602.36186 141 116 614.00000 427.31757 30.4% 60.3 2380s 138631 100321 585.79502 112 129 614.00000 427.31759 30.4% 60.3 2385s 138712 100392 569.18452 98 133 614.00000 427.31846 30.4% 60.3 2393s 138739 100415 589.50505 122 132 614.00000 427.31846 30.4% 60.3 2403s H138766 99062 609.0000000 427.31994 29.8% 60.3 2427s H138793 91409 586.0000000 427.31994 27.1% 60.3 2448s 138820 91438 540.09303 85 139 586.00000 427.31994 27.1% 60.3 2470s 138847 91455 452.93426 42 145 586.00000 427.32230 27.1% 60.3 2495s 138874 91482 509.29329 69 115 586.00000 427.32230 27.1% 60.3 2519s 138891 91491 428.59017 24 186 586.00000 427.32235 27.1% 60.3 2520s H138901 81110 559.0000000 427.32235 23.6% 60.3 2542s 138928 81139 469.73890 61 121 559.00000 427.32235 23.6% 60.3 2559s 138968 81171 516.43857 94 129 559.00000 427.32235 23.6% 60.3 2560s 139268 81409 499.09642 75 138 559.00000 427.34282 23.6% 60.3 2565s 139554 81641 504.86180 70 125 559.00000 427.35888 23.5% 60.3 2570s 139868 81876 472.24489 52 125 559.00000 427.37252 23.5% 60.3 2575s 140156 82074 458.83590 46 135 559.00000 427.38117 23.5% 60.4 2580s 140488 82336 502.27603 65 150 559.00000 427.39021 23.5% 60.3 2585s 140786 82564 439.24804 30 155 559.00000 427.40153 23.5% 60.3 2590s 141134 82840 449.21302 34 152 559.00000 427.41453 23.5% 60.3 2595s 141469 83101 542.90694 91 111 559.00000 427.42041 23.5% 60.3 2600s 141833 83374 cutoff 59 559.00000 427.43150 23.5% 60.3 2605s 142166 83644 472.20102 43 127 559.00000 427.44128 23.5% 60.3 2610s 142512 83928 478.71664 53 146 559.00000 427.44813 23.5% 60.2 2615s 142721 84082 439.71094 24 140 559.00000 427.45236 23.5% 60.2 2636s 142903 84206 452.10900 36 123 559.00000 427.45451 23.5% 60.2 2640s 143210 84457 cutoff 92 559.00000 427.46368 23.5% 60.2 2645s 143543 84719 547.18503 88 116 559.00000 427.46810 23.5% 60.2 2650s 143839 84936 473.88194 63 112 559.00000 427.47974 23.5% 60.2 2655s 144200 85211 443.19886 33 167 559.00000 427.49285 23.5% 60.2 2660s 144541 85484 476.99129 64 173 559.00000 427.49482 23.5% 60.2 2665s 144899 85786 511.35818 51 111 559.00000 427.49608 23.5% 60.1 2670s 145253 86056 442.10121 40 170 559.00000 427.50741 23.5% 60.1 2675s 145517 86267 444.78962 38 151 559.00000 427.51330 23.5% 60.1 2680s 145767 86467 430.08135 24 175 559.00000 427.52218 23.5% 60.1 2685s 146037 86661 443.17560 38 160 559.00000 427.54051 23.5% 60.1 2690s 146345 86907 528.95199 76 128 559.00000 427.54680 23.5% 60.2 2695s 146661 87159 483.19751 81 165 559.00000 427.55520 23.5% 60.1 2700s 147021 87412 440.65739 29 140 559.00000 427.56822 23.5% 60.1 2705s 147338 87662 520.33604 67 143 559.00000 427.57843 23.5% 60.1 2710s 147679 87930 infeasible 89 559.00000 427.59561 23.5% 60.1 2715s 148025 88198 502.50685 48 126 559.00000 427.60766 23.5% 60.1 2720s 148310 88425 513.00663 84 139 559.00000 427.62168 23.5% 60.1 2725s 148637 88677 537.80500 106 124 559.00000 427.63122 23.5% 60.1 2730s 148983 88936 445.33986 42 147 559.00000 427.64843 23.5% 60.1 2735s 149346 89241 496.74593 73 129 559.00000 427.65913 23.5% 60.0 2740s 149623 89441 451.79493 42 151 559.00000 427.67046 23.5% 60.0 2745s 149943 89672 cutoff 41 559.00000 427.67677 23.5% 60.0 2750s 150337 89969 453.32060 35 123 559.00000 427.68355 23.5% 60.0 2755s 150668 90247 infeasible 85 559.00000 427.68653 23.5% 60.0 2760s 151045 90564 443.57900 40 172 559.00000 427.70901 23.5% 59.9 2765s 151270 90751 471.64764 53 128 559.00000 427.71544 23.5% 60.0 2770s 151296 90777 494.69531 79 128 559.00000 427.71544 23.5% 59.9 2775s 151314 90795 513.23721 97 135 559.00000 427.71544 23.5% 59.9 2780s 151328 90809 535.86188 111 133 559.00000 427.71544 23.5% 59.9 2785s 151343 90813 434.51196 21 97 559.00000 427.71566 23.5% 59.9 2790s 151353 90823 436.70585 26 162 559.00000 427.71566 23.5% 60.0 2795s 151362 90832 452.66125 30 152 559.00000 427.71566 23.5% 60.0 2800s 151371 90841 441.08102 35 105 559.00000 427.71566 23.5% 60.0 2805s 151379 90849 442.39468 39 151 559.00000 427.71566 23.5% 60.0 2810s 151386 90856 483.16644 42 130 559.00000 427.71566 23.5% 60.0 2815s 151395 90863 494.16785 47 129 559.00000 427.71566 23.5% 60.0 2820s 151402 90870 538.42635 50 124 559.00000 427.71566 23.5% 60.0 2825s 151415 90871 433.95399 34 154 559.00000 427.71654 23.5% 60.0 2830s 151422 90878 449.31203 41 150 559.00000 427.71654 23.5% 60.0 2835s 151429 90885 461.30667 48 133 559.00000 427.71654 23.5% 60.0 2840s 151435 90891 472.46087 54 118 559.00000 427.71654 23.5% 60.0 2845s H151437 86954 550.0000000 427.71654 22.2% 60.0 2861s 151438 86957 477.46130 57 116 550.00000 427.71654 22.2% 60.0 2884s 151479 86988 440.12316 35 131 550.00000 427.71685 22.2% 60.0 2885s 151794 87237 491.38022 55 133 550.00000 427.72550 22.2% 60.0 2890s 152139 87521 446.74468 39 111 550.00000 427.73148 22.2% 59.9 2895s 152479 87804 443.57249 39 150 550.00000 427.73877 22.2% 59.9 2900s 152767 88031 cutoff 66 550.00000 427.74798 22.2% 59.9 2905s 153032 88236 459.53216 43 146 550.00000 427.75970 22.2% 60.0 2910s 153254 88404 460.40965 36 107 550.00000 427.76468 22.2% 60.0 2915s 153605 88697 cutoff 96 550.00000 427.77269 22.2% 59.9 2920s *153804 86939 134 546.0000000 427.77513 21.7% 59.9 2922s 153969 87071 infeasible 84 546.00000 427.77668 21.7% 59.9 2925s 154291 87324 492.83555 58 115 546.00000 427.78835 21.7% 59.9 2930s 154615 87576 466.98821 56 159 546.00000 427.80546 21.6% 59.9 2935s 154977 87847 449.32101 46 144 546.00000 427.81456 21.6% 59.9 2940s 155334 88111 460.25049 36 125 546.00000 427.81807 21.6% 59.9 2945s 155736 88392 504.52137 70 146 546.00000 427.82033 21.6% 59.8 2950s 156073 88664 431.81316 28 140 546.00000 427.82206 21.6% 59.8 2955s 156415 88954 447.15786 46 164 546.00000 427.82843 21.6% 59.8 2960s 156700 89177 463.73355 55 165 546.00000 427.83254 21.6% 59.8 2965s 156997 89412 453.35209 43 135 546.00000 427.83689 21.6% 59.8 2970s 157276 89597 455.77487 33 145 546.00000 427.84498 21.6% 59.8 2975s 157567 89828 493.17721 68 161 546.00000 427.85407 21.6% 59.8 2980s 157900 90090 465.60080 63 122 546.00000 427.86692 21.6% 59.8 2985s 158266 90395 502.86514 81 130 546.00000 427.87257 21.6% 59.8 2990s 158582 90648 435.95527 37 148 546.00000 427.88083 21.6% 59.8 2995s 158940 90940 498.42731 81 157 546.00000 427.88834 21.6% 59.8 3000s 159122 91096 540.71855 99 84 546.00000 427.89005 21.6% 59.8 3019s 159178 91138 504.03046 71 157 546.00000 427.89176 21.6% 59.8 3020s 159407 91307 504.37158 69 148 546.00000 427.90300 21.6% 59.8 3025s 159647 91506 479.55695 54 134 546.00000 427.90802 21.6% 59.8 3030s 159946 91749 cutoff 112 546.00000 427.91348 21.6% 59.8 3035s 160229 91950 538.13688 94 109 546.00000 427.91773 21.6% 59.8 3040s 160513 92159 cutoff 67 546.00000 427.92934 21.6% 59.8 3045s 160781 92381 506.33625 67 121 546.00000 427.93244 21.6% 59.8 3050s 161078 92606 458.93246 52 159 546.00000 427.94294 21.6% 59.8 3055s 161354 92823 439.88917 34 155 546.00000 427.95245 21.6% 59.8 3060s 161666 93064 infeasible 38 546.00000 427.96193 21.6% 59.8 3065s 162014 93333 456.92968 44 117 546.00000 427.96709 21.6% 59.8 3070s 162277 93520 444.56559 36 150 546.00000 427.98356 21.6% 59.8 3075s 162588 93774 529.04989 96 163 546.00000 427.99267 21.6% 59.8 3080s 162864 93990 476.32969 46 138 546.00000 428.00034 21.6% 59.9 3085s 163267 94315 452.14304 30 167 546.00000 428.01223 21.6% 59.8 3090s 163482 94486 484.40220 50 157 546.00000 428.01725 21.6% 59.8 3095s 163840 94782 516.26797 101 151 546.00000 428.01937 21.6% 59.8 3100s 164205 95077 432.68268 23 154 546.00000 428.02712 21.6% 59.8 3105s 164519 95340 544.79057 86 95 546.00000 428.03486 21.6% 59.8 3110s 164813 95568 467.05368 64 143 546.00000 428.03906 21.6% 59.8 3115s 165153 95805 461.57621 38 152 546.00000 428.05259 21.6% 59.8 3120s 165455 96041 496.56924 63 146 546.00000 428.06500 21.6% 59.8 3125s 165773 96317 497.06930 95 103 546.00000 428.08326 21.6% 59.8 3130s 166133 96616 443.73229 34 165 546.00000 428.09056 21.6% 59.7 3135s 166552 96964 456.66284 39 162 546.00000 428.09367 21.6% 59.7 3140s 166824 97190 cutoff 83 546.00000 428.09533 21.6% 59.7 3145s 167207 97518 542.97445 115 125 546.00000 428.11431 21.6% 59.7 3150s 167534 97771 472.91641 59 130 546.00000 428.11818 21.6% 59.7 3155s 167883 98060 456.98044 52 172 546.00000 428.12076 21.6% 59.6 3160s 168188 98304 447.87374 33 157 546.00000 428.13198 21.6% 59.6 3165s 168478 98511 infeasible 69 546.00000 428.13549 21.6% 59.7 3170s 168811 98782 470.52229 51 139 546.00000 428.13918 21.6% 59.6 3175s 169149 99073 542.10333 67 158 546.00000 428.14144 21.6% 59.6 3180s 169446 99312 467.69190 61 151 546.00000 428.15098 21.6% 59.6 3185s 169772 99565 438.24045 27 176 546.00000 428.15752 21.6% 59.6 3190s 170068 99803 454.84262 36 138 546.00000 428.16536 21.6% 59.6 3195s 170334 99997 445.13268 33 141 546.00000 428.17792 21.6% 59.6 3200s 170583 100199 500.98350 103 144 546.00000 428.18146 21.6% 59.7 3205s 170878 100436 468.92788 56 125 546.00000 428.18964 21.6% 59.7 3210s 171207 100700 473.11995 51 142 546.00000 428.19743 21.6% 59.6 3215s 171492 100921 450.69354 43 151 546.00000 428.20525 21.6% 59.6 3220s 171833 101173 536.11369 84 125 546.00000 428.20878 21.6% 59.6 3225s 172215 101485 480.33020 67 136 546.00000 428.21059 21.6% 59.6 3230s 172534 101760 484.05492 72 129 546.00000 428.21520 21.6% 59.6 3235s 172788 101963 485.78702 79 152 546.00000 428.22550 21.6% 59.6 3240s 173138 102237 518.12403 118 95 546.00000 428.23162 21.6% 59.6 3245s 173491 102532 526.89023 68 142 546.00000 428.23448 21.6% 59.6 3250s 173752 102736 cutoff 72 546.00000 428.23588 21.6% 59.6 3255s 174060 102980 432.91082 40 161 546.00000 428.24193 21.6% 59.6 3260s 174425 103274 488.94724 46 112 546.00000 428.25593 21.6% 59.6 3265s 174727 103508 infeasible 50 546.00000 428.26473 21.6% 59.6 3270s 175069 103771 435.80019 28 163 546.00000 428.28032 21.6% 59.6 3275s 175412 104054 518.44517 62 116 546.00000 428.29086 21.6% 59.6 3280s 175770 104337 446.57381 39 181 546.00000 428.30575 21.6% 59.6 3285s 176085 104581 452.70103 44 156 546.00000 428.31490 21.6% 59.6 3290s 176409 104840 522.21518 79 159 546.00000 428.32608 21.6% 59.6 3295s 176694 105057 477.15211 55 121 546.00000 428.34123 21.5% 59.6 3300s 177104 105405 cutoff 74 546.00000 428.35693 21.5% 59.6 3305s 177403 105643 498.63944 69 153 546.00000 428.36267 21.5% 59.6 3310s 177792 105969 435.49558 24 138 546.00000 428.37292 21.5% 59.5 3315s 178119 106226 444.50992 25 179 546.00000 428.37597 21.5% 59.5 3320s 178433 106460 472.68585 56 163 546.00000 428.38572 21.5% 59.5 3325s 178889 106834 457.48588 46 145 546.00000 428.39429 21.5% 59.5 3330s 179187 107068 453.32741 50 152 546.00000 428.40333 21.5% 59.5 3335s 179486 107296 511.74754 64 150 546.00000 428.40788 21.5% 59.5 3340s 179783 107513 451.95588 50 152 546.00000 428.42098 21.5% 59.5 3345s 180106 107765 466.50511 53 133 546.00000 428.42477 21.5% 59.5 3350s 180493 108071 487.04593 59 175 546.00000 428.43295 21.5% 59.5 3355s 180833 108337 544.86250 83 103 546.00000 428.44633 21.5% 59.5 3360s 181129 108571 454.68429 47 158 546.00000 428.45295 21.5% 59.5 3365s 181472 108838 531.57217 61 158 546.00000 428.45816 21.5% 59.5 3370s 181816 109117 468.89081 34 134 546.00000 428.46527 21.5% 59.5 3375s 182173 109397 481.14948 46 150 546.00000 428.46908 21.5% 59.5 3380s 182539 109679 440.11293 36 176 546.00000 428.47514 21.5% 59.5 3385s 182846 109917 441.30916 29 154 546.00000 428.48314 21.5% 59.5 3390s 183172 110194 445.74609 39 159 546.00000 428.49050 21.5% 59.5 3395s 183428 110393 cutoff 42 546.00000 428.49271 21.5% 59.5 3400s 183707 110610 451.48186 36 133 546.00000 428.50189 21.5% 59.5 3405s 184088 110917 434.86356 30 173 546.00000 428.51116 21.5% 59.5 3410s 184434 111189 465.91931 43 122 546.00000 428.52064 21.5% 59.5 3415s 184725 111421 539.13368 85 121 546.00000 428.52660 21.5% 59.5 3420s 185027 111659 467.31614 45 145 546.00000 428.53153 21.5% 59.5 3425s 185466 111994 542.56353 120 114 546.00000 428.53781 21.5% 59.4 3430s 185780 112239 467.57139 65 122 546.00000 428.54885 21.5% 59.4 3435s 186097 112461 442.95091 42 136 546.00000 428.56104 21.5% 59.4 3440s 186328 112638 439.27690 35 134 546.00000 428.57025 21.5% 59.5 3445s 186648 112890 474.98270 64 152 546.00000 428.57480 21.5% 59.5 3450s 186978 113159 442.68539 29 150 546.00000 428.58439 21.5% 59.5 3455s 187283 113430 432.14770 29 142 546.00000 428.58544 21.5% 59.5 3460s 187636 113712 467.20303 49 169 546.00000 428.59086 21.5% 59.5 3465s 187956 113946 484.22006 70 134 546.00000 428.59801 21.5% 59.5 3470s 188293 114219 449.63030 33 176 546.00000 428.60577 21.5% 59.5 3475s 188587 114449 528.26220 102 129 546.00000 428.60693 21.5% 59.5 3480s 188908 114699 519.53500 103 96 546.00000 428.60923 21.5% 59.5 3485s 189280 114940 518.73864 84 146 546.00000 428.61305 21.5% 59.4 3490s 189645 115240 465.05903 49 142 546.00000 428.61903 21.5% 59.4 3495s 189976 115489 512.43645 76 125 546.00000 428.62380 21.5% 59.4 3500s 190337 115766 infeasible 80 546.00000 428.63108 21.5% 59.4 3505s 190671 116028 453.98052 50 156 546.00000 428.63723 21.5% 59.4 3510s 191003 116293 440.16851 30 174 546.00000 428.64250 21.5% 59.4 3515s 191335 116577 483.06978 64 142 546.00000 428.64622 21.5% 59.4 3520s 191723 116873 502.25888 54 133 546.00000 428.65418 21.5% 59.4 3525s 192053 117121 infeasible 40 546.00000 428.65898 21.5% 59.4 3530s 192359 117333 460.17763 45 128 546.00000 428.66660 21.5% 59.4 3535s 192706 117615 435.39790 30 162 546.00000 428.67041 21.5% 59.4 3540s 193102 117944 cutoff 91 546.00000 428.67977 21.5% 59.4 3545s 193419 118199 453.48068 43 151 546.00000 428.68808 21.5% 59.4 3550s 193806 118498 494.83438 68 148 546.00000 428.69797 21.5% 59.4 3555s 194123 118761 504.35022 44 138 546.00000 428.70199 21.5% 59.3 3560s 194464 119034 453.33320 40 142 546.00000 428.70604 21.5% 59.3 3565s 194810 119330 508.36614 96 143 546.00000 428.71003 21.5% 59.3 3570s 195117 119565 507.11107 73 140 546.00000 428.71517 21.5% 59.3 3575s 195489 119843 cutoff 61 546.00000 428.72366 21.5% 59.3 3580s 195940 120232 487.06409 67 136 546.00000 428.73430 21.5% 59.3 3585s 196364 120550 457.90237 28 141 546.00000 428.74210 21.5% 59.2 3590s 196700 120808 442.80000 54 158 546.00000 428.74879 21.5% 59.2 3595s Cutting planes: Learned: 33 Gomory: 85 Cover: 27 Implied bound: 25 Clique: 9 MIR: 515 GUB cover: 30 Zero half: 112 Explored 197021 nodes (11674007 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 5.460000000000e+02, best bound 4.290000000000e+02, gap 21.4286%