Gurobi 5.0.1 (linux64) logging started Mon Dec 31 15:12:46 2012 Optimize a model with 6722 rows, 6561 columns and 42329 nonzeros Presolve removed 1383 rows and 1783 columns Presolve time: 0.10s Presolved: 5339 rows, 4778 columns, 34085 nonzeros Variable types: 80 continuous, 4698 integer (4698 binary) Root relaxation: objective 3.842036e+02, 530 iterations, 0.03 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 384.20356 0 156 - 384.20356 - - 0s 0 0 396.82867 0 175 - 396.82867 - - 0s 0 0 399.46316 0 177 - 399.46316 - - 0s 0 0 400.90994 0 177 - 400.90994 - - 0s 0 0 401.16472 0 162 - 401.16472 - - 0s 0 0 401.16472 0 173 - 401.16472 - - 0s 0 0 401.16472 0 126 - 401.16472 - - 0s 0 0 401.16472 0 143 - 401.16472 - - 1s 0 0 401.16472 0 143 - 401.16472 - - 1s 0 2 401.16472 0 137 - 401.16472 - - 2s 373 294 566.39961 38 104 - 402.41705 - 25.0 5s 603 480 444.34904 28 164 - 404.15830 - 26.8 11s 605 482 508.19344 67 141 - 404.15830 - 26.7 16s 608 484 470.60188 18 165 - 406.72327 - 26.6 23s 609 484 525.33879 90 145 - 407.44448 - 26.5 25s 616 489 542.83186 109 173 - 412.15054 - 26.2 30s 618 490 470.60188 18 163 - 413.51367 - 26.1 37s 622 493 456.95778 17 202 - 414.78364 - 26.0 40s 629 498 508.19344 67 220 - 415.45226 - 25.7 45s 654 516 431.94272 27 185 - 415.46399 - 41.2 50s 807 598 478.60731 47 141 - 415.85512 - 55.2 55s 1098 759 473.70181 29 170 - 415.90783 - 54.9 60s 1442 961 440.99763 64 84 - 417.41505 - 54.0 65s 1830 1169 547.52542 73 140 - 417.55645 - 52.1 70s 2197 1397 568.72758 124 106 - 417.75350 - 50.6 75s 2470 1598 492.88109 54 173 - 418.44204 - 52.2 80s 2689 1787 498.69024 40 157 - 418.71763 - 54.5 85s 2940 1989 infeasible 81 - 418.80295 - 56.1 90s 3394 2386 423.95867 27 168 - 418.84976 - 51.4 95s 3686 2668 632.29794 188 75 - 418.84976 - 51.4 100s 4095 2984 500.84329 52 178 - 419.03511 - 50.0 105s 4458 3262 472.20250 40 175 - 419.04303 - 49.6 110s 4900 3652 infeasible 232 - 419.17609 - 48.2 115s 5339 4061 436.73814 28 177 - 419.30120 - 46.8 120s 5646 4338 573.71339 162 89 - 419.37127 - 47.6 125s 6061 4684 459.24106 38 186 - 419.49658 - 47.2 130s 6423 5034 622.87593 149 74 - 419.49658 - 47.9 135s 6836 5306 527.56809 71 89 - 419.53337 - 47.7 140s 7312 5735 699.46944 217 72 - 419.65546 - 47.1 145s 7757 6113 488.96865 63 139 - 419.69761 - 46.8 150s 8092 6389 482.63482 50 107 - 419.72799 - 47.1 155s 8544 6792 699.06904 259 82 - 419.79451 - 46.8 160s 9106 7261 495.22604 60 124 - 419.81412 - 45.5 165s 9409 7503 542.45044 93 135 - 420.03436 - 46.4 170s 9680 7704 522.82842 55 121 - 420.11833 - 47.1 175s 10013 8005 607.03431 142 100 - 420.12186 - 47.2 180s 10240 8181 633.61826 90 91 - 420.17901 - 47.8 185s 10486 8361 448.01963 63 155 - 420.40888 - 48.7 190s 10878 8731 512.29652 193 55 - 420.41652 - 48.6 195s 11408 9191 502.51728 57 143 - 420.47933 - 47.6 200s 11643 9384 501.10778 47 135 - 420.90301 - 48.3 205s 11981 9653 infeasible 41 - 421.06044 - 48.7 210s 12215 9845 572.91461 68 126 - 421.08507 - 49.3 215s 12426 9970 423.53306 33 172 - 421.18139 - 50.2 220s 12641 10156 infeasible 58 - 421.45585 - 50.9 225s 12792 10265 470.97232 33 171 - 421.47875 - 51.7 230s 13203 10656 642.77791 273 45 - 421.47965 - 51.2 235s 13693 11047 437.87071 26 170 - 421.48316 - 50.7 240s 14158 11390 467.18184 36 170 - 421.53798 - 50.3 245s 14814 12037 630.09555 557 48 - 421.53798 - 48.9 250s 15321 12476 infeasible 210 - 421.59526 - 48.3 255s 15617 12736 497.48452 44 134 - 421.66389 - 48.7 260s 16083 13150 498.29525 43 158 - 421.70043 - 48.5 265s 16510 13516 512.84494 209 64 - 421.76380 - 48.3 270s 17242 14141 559.73423 131 115 - 421.76380 - 47.2 275s 17835 14650 528.91151 310 62 - 421.87729 - 46.6 280s 18430 15150 infeasible 138 - 421.87729 - 46.1 285s 18859 15517 560.50820 151 48 - 421.93186 - 46.1 290s 19490 16029 467.20924 33 151 - 421.98179 - 45.5 295s 19791 16286 422.89613 21 194 - 421.99848 - 45.7 300s 20068 16513 infeasible 63 - 422.02074 - 46.0 305s 20407 16820 infeasible 34 - 422.05593 - 45.9 310s 20638 16979 432.88146 27 192 - 422.21881 - 46.4 315s 20786 17093 534.05337 65 122 - 422.28943 - 47.0 320s 21106 17389 597.68602 118 61 - 422.29588 - 47.1 325s 21503 17696 462.12317 47 141 - 422.38249 - 47.1 330s 22030 18155 620.99281 117 98 - 422.40590 - 46.8 335s 22612 18647 572.53530 78 138 - 422.43466 - 46.3 340s 22926 18893 515.57824 64 154 - 422.49823 - 46.6 345s 23817 19689 665.82834 351 45 - 422.53276 - 45.6 350s 24300 20100 563.67755 53 126 - 422.58640 - 45.4 355s 24644 20402 494.66791 56 131 - 422.62799 - 45.6 360s 24969 20652 479.53115 28 174 - 422.68503 - 45.8 365s 25369 20962 597.37277 54 135 - 422.70801 - 45.9 370s 25585 21144 614.54277 94 75 - 422.72741 - 46.2 375s 26147 21606 432.63856 30 187 - 422.73634 - 45.9 380s 26500 21931 641.15900 199 55 - 422.83016 - 45.9 385s 26901 22250 554.64592 66 127 - 422.88110 - 46.0 390s 27304 22627 518.45237 178 72 - 422.88173 - 45.8 395s 27855 23065 568.69100 116 66 - 422.92770 - 45.5 400s 28555 23664 487.83505 59 117 - 422.94410 - 45.1 405s 28997 24062 594.94520 116 94 - 423.00077 - 45.1 410s 29751 24774 795.74538 475 46 - 423.00324 - 44.5 415s 30139 25043 infeasible 25 - 423.09514 - 44.6 420s 30514 25353 454.35595 49 146 - 423.15043 - 44.7 425s 30666 25463 506.18569 68 166 - 423.19991 - 45.0 430s 30914 25653 531.57228 82 132 - 423.21483 - 45.3 435s 31152 25833 529.41377 70 118 - 423.26994 - 45.6 440s 31692 26304 528.44280 44 155 - 423.34269 - 45.5 445s 32015 26591 447.01087 44 173 - 423.40591 - 45.6 450s 32638 27142 630.78213 144 81 - 423.49692 - 45.4 455s 33391 27794 502.82291 190 61 - 423.55205 - 44.9 460s 33915 28226 568.94320 59 139 - 423.57610 - 44.8 465s 34189 28401 439.19326 31 166 - 423.72170 - 45.0 470s 34563 28703 487.97861 41 167 - 423.75880 - 45.1 475s 35242 29295 440.86413 34 194 - 423.80599 - 44.7 480s 35539 29548 568.27054 69 112 - 423.80915 - 44.9 485s 35892 29842 654.82921 83 97 - 423.88480 - 45.0 490s 36449 30331 609.35859 172 86 - 423.88640 - 44.9 495s 37113 30908 infeasible 277 - 423.89740 - 44.6 500s 37898 31555 477.16018 28 171 - 423.91790 - 44.2 505s 38081 31736 601.08214 65 117 - 423.91790 - 44.5 510s 38383 31934 485.88611 53 142 - 423.94761 - 44.6 515s 39206 32645 453.51854 45 85 - 423.94855 - 44.1 520s 39507 32908 521.85099 77 71 - 423.96249 - 44.3 525s 40315 33645 525.89323 65 152 - 423.96591 - 43.9 530s 40804 34088 675.54970 118 67 - 424.00225 - 43.9 569s 40809 34093 673.89288 117 63 - 424.00225 - 43.9 570s 41030 34254 infeasible 69 - 424.09061 - 44.1 575s 41400 34566 475.71385 50 158 - 424.26634 - 44.2 580s 41655 34777 506.69328 54 142 - 424.29041 - 44.3 585s 42098 35159 592.70727 103 102 - 424.34186 - 44.3 590s 42438 35426 502.75589 57 138 - 424.46685 - 44.4 595s 42762 35710 infeasible 74 - 424.50610 - 44.5 600s 42983 35859 561.69917 50 135 - 424.52059 - 44.8 605s 43216 36037 530.49881 39 157 - 424.59571 - 45.0 610s 43506 36291 493.72529 119 65 - 424.64760 - 45.2 615s 43908 36654 537.60939 116 104 - 424.68849 - 45.2 620s 44686 37355 infeasible 35 - 424.70152 - 44.8 625s 44920 37565 497.52727 55 86 - 424.70799 - 45.0 630s 45174 37781 497.15096 38 168 - 424.82093 - 45.2 635s 45463 38018 433.91958 29 178 - 424.90445 - 45.3 640s 45699 38224 458.62632 31 161 - 424.94216 - 45.5 645s 46240 38734 482.09333 64 53 - 424.97790 - 45.3 650s 46904 39316 589.76593 181 64 - 424.99487 - 45.1 655s 47237 39585 442.09335 28 194 - 425.06872 - 45.2 660s 47600 39882 479.39751 36 121 - 425.10288 - 45.2 665s 48306 40495 434.75636 28 174 - 425.10685 - 45.0 670s 48504 40633 444.16827 30 188 - 425.12021 - 45.2 675s 48909 40992 506.45759 58 142 - 425.16318 - 45.2 680s 49503 41544 708.31502 391 36 - 425.16971 - 45.0 685s 49879 41793 473.32919 34 173 - 425.24217 - 45.1 690s 50349 42213 586.89524 88 109 - 425.32874 - 45.0 695s 50655 42491 578.43449 67 119 - 425.33550 - 45.1 700s 51005 42791 462.05495 46 152 - 425.36876 - 45.1 705s 51280 43048 479.67220 35 173 - 425.37675 - 45.2 710s 51475 43193 537.32180 45 144 - 425.39204 - 45.5 715s 52133 43803 717.46069 420 42 - 425.45183 - 45.2 720s 52430 44024 infeasible 27 - 425.54201 - 45.3 725s 52599 44153 477.93658 41 166 - 425.56260 - 45.5 730s 52929 44442 492.72673 66 149 - 425.69293 - 45.6 735s 53264 44721 456.93985 39 170 - 425.73099 - 45.7 740s 53423 44824 508.64459 54 142 - 425.78885 - 45.9 745s 53773 45107 450.20868 37 164 - 425.87610 - 45.9 750s 54399 45702 564.39677 102 108 - 425.88319 - 45.7 755s 54723 45951 489.31521 41 168 - 425.95565 - 45.8 760s 54933 46127 471.34549 47 162 - 425.96741 - 46.0 765s 55153 46305 533.73114 71 154 - 425.97410 - 46.2 770s 55366 46448 506.77596 36 179 - 426.06665 - 46.4 775s 55663 46701 451.66561 35 151 - 426.18339 - 46.4 780s 56024 47011 430.59949 19 185 - 426.24656 - 46.5 785s 56314 47263 602.41736 69 130 - 426.25566 - 46.6 790s 56648 47543 528.29778 158 85 - 426.28799 - 46.6 795s 57212 48042 440.16938 37 164 - 426.33140 - 46.5 800s 57584 48364 520.96641 50 145 - 426.35990 - 46.5 805s 58013 48707 460.91519 41 180 - 426.37468 - 46.5 810s 58609 49256 579.35143 229 52 - 426.38107 - 46.3 815s 58884 49447 infeasible 54 - 426.41500 - 46.5 820s 59214 49718 infeasible 62 - 426.47684 - 46.5 825s 59765 50228 628.15508 380 53 - 426.48377 - 46.4 830s 60313 50696 573.78342 60 121 - 426.50213 - 46.3 835s 60677 51009 614.69577 148 48 - 426.51558 - 46.3 840s 61122 51350 467.05609 29 175 - 426.52422 - 46.3 845s 61305 51475 472.56564 46 190 - 426.54231 - 46.4 850s 61447 51561 443.51375 41 177 - 426.59995 - 46.7 855s 61796 51862 520.72489 48 130 - 426.60440 - 46.7 860s 61988 52006 infeasible 82 - 426.61453 - 46.9 865s 62196 52152 439.93620 37 168 - 426.66301 - 47.0 870s 62465 52381 infeasible 71 - 426.67859 - 47.1 875s 62601 52461 512.95697 45 161 - 426.70216 - 47.3 880s 63003 52822 637.99854 260 63 - 426.71211 - 47.3 885s 63389 53156 665.31253 200 73 - 426.73633 - 47.2 890s 63742 53431 545.95153 105 96 - 426.74234 - 47.3 895s 64058 53700 614.08881 76 111 - 426.75469 - 47.3 900s 64606 54214 583.45007 359 40 - 426.80287 - 47.2 905s 65108 54637 456.01000 29 177 - 426.81079 - 47.1 910s 65430 54864 443.59627 33 182 - 426.83947 - 47.2 915s 65550 54950 504.08794 47 135 - 426.85869 - 47.4 920s 65887 55263 560.49981 93 93 - 426.86908 - 47.4 925s 66127 55446 468.91305 40 143 - 426.92237 - 47.6 930s 66387 55642 471.37273 33 167 - 426.97128 - 47.7 935s 66643 55827 541.15319 52 126 - 426.97535 - 47.8 940s 66912 56034 496.65135 58 126 - 427.01282 - 47.9 945s 67552 56642 659.29880 247 66 - 427.04096 - 47.7 950s 68101 57130 infeasible 132 - 427.07052 - 47.5 955s 68819 57786 676.54159 251 69 - 427.10947 - 47.3 960s 69201 58065 590.50871 107 94 - 427.13651 - 47.3 965s 69412 58219 433.57756 37 160 - 427.18864 - 47.5 970s 69579 58336 675.93476 112 140 - 427.19066 - 47.7 975s 69939 58644 469.65027 47 164 - 427.19735 - 47.7 980s 70303 58958 543.03750 133 122 - 427.25524 - 47.7 985s 70910 59517 552.41185 106 88 - 427.27534 - 47.6 990s 71216 59773 490.13972 47 169 - 427.28269 - 47.6 995s 71519 59986 491.14600 65 120 - 427.28784 - 47.7 1000s 71881 60304 462.80758 64 92 - 427.30372 - 47.7 1005s 72615 60945 464.00095 43 152 - 427.31544 - 47.5 1010s 72908 61196 501.13148 79 72 - 427.32617 - 47.6 1015s 73287 61529 infeasible 42 - 427.34543 - 47.6 1020s 73575 61763 458.54436 43 149 - 427.35746 - 47.6 1025s 73816 61963 627.16526 133 78 - 427.36872 - 47.7 1030s 74252 62342 548.74496 58 121 - 427.40215 - 47.7 1035s 74819 62825 435.10915 29 151 - 427.40888 - 47.6 1040s 75148 63107 infeasible 34 - 427.43222 - 47.7 1045s 75372 63285 463.78919 62 114 - 427.55890 - 47.8 1050s 75921 63767 433.39785 27 190 - 427.58105 - 47.6 1055s 76509 64341 677.14406 443 41 - 427.58105 - 47.5 1060s 76828 64580 577.11746 129 93 - 427.58210 - 47.5 1065s 77129 64775 infeasible 138 - 427.58621 - 47.6 1070s 77616 65208 487.31152 61 125 - 427.61571 - 47.6 1075s 78212 65736 481.40587 63 114 - 427.62811 - 47.4 1080s 78521 66029 567.35466 91 115 - 427.64178 - 47.5 1085s 78822 66278 567.72993 106 99 - 427.69128 - 47.5 1090s 79483 66857 infeasible 139 - 427.69151 - 47.4 1095s 79785 67090 570.42969 67 117 - 427.70703 - 47.4 1100s 80188 67425 479.17817 30 139 - 427.73109 - 47.4 1105s 80672 67853 477.70506 87 96 - 427.73925 - 47.4 1110s 81080 68177 459.05798 44 147 - 427.78215 - 47.4 1115s 81448 68475 454.31079 44 183 - 427.79129 - 47.4 1120s 82014 68980 510.45153 70 93 - 427.79701 - 47.2 1125s 82407 69347 568.63712 108 69 - 427.81846 - 47.2 1130s 82777 69663 506.85515 51 144 - 427.83827 - 47.3 1135s 83128 69951 462.66651 44 147 - 427.87632 - 47.3 1140s 83378 70144 infeasible 77 - 427.88656 - 47.4 1145s 83755 70467 560.49756 57 150 - 427.89686 - 47.4 1150s 84356 71014 infeasible 57 - 427.90553 - 47.3 1155s 84840 71436 475.08208 53 104 - 427.92335 - 47.2 1160s 85152 71699 505.62577 57 148 - 427.98994 - 47.3 1165s 85763 72274 550.62743 54 146 - 427.99557 - 47.2 1170s 86074 72535 631.47373 185 79 - 427.99865 - 47.2 1175s 86417 72835 520.00737 48 139 - 428.00700 - 47.3 1180s 86611 72980 infeasible 69 - 428.01386 - 47.4 1185s 86970 73286 531.00352 88 120 - 428.02513 - 47.5 1190s 87340 73577 604.63792 60 123 - 428.07876 - 47.5 1195s 87617 73762 infeasible 35 - 428.11539 - 47.6 1200s 87798 73881 infeasible 59 - 428.14704 - 47.7 1205s 88311 74312 486.99188 71 71 - 428.16763 - 47.6 1210s 88834 74729 441.66320 28 151 - 428.20267 - 47.5 1215s 89122 74937 547.74611 166 62 - 428.22595 - 47.6 1220s 89662 75431 630.95000 211 50 - 428.25972 - 47.5 1225s 90142 75839 521.29672 54 111 - 428.33091 - 47.5 1230s 90872 76493 542.68824 72 106 - 428.33458 - 47.3 1235s 91706 77248 692.00155 312 49 - 428.36584 - 47.1 1240s 91963 77425 562.91377 73 127 - 428.37443 - 47.2 1245s 92441 77856 544.17283 158 89 - 428.39077 - 47.1 1250s 92842 78194 451.26078 37 176 - 428.44586 - 47.1 1255s 93343 78592 530.74305 59 169 - 428.49899 - 47.1 1260s 93656 78871 486.24822 71 118 - 428.51591 - 47.1 1265s 94290 79443 622.53202 230 65 - 428.51948 - 47.0 1270s 94696 79792 652.92469 129 68 - 428.53179 - 47.1 1275s 95134 80147 485.56982 41 155 - 428.53878 - 47.0 1280s 95511 80442 509.09248 43 156 - 428.60036 - 47.1 1285s 95703 80592 563.31529 52 174 - 428.61058 - 47.2 1290s 95958 80779 433.86769 22 170 - 428.64378 - 47.3 1295s 96115 80860 460.42819 37 148 - 428.65077 - 47.4 1300s 96576 81276 705.81461 165 47 - 428.69040 - 47.4 1305s 97059 81706 503.42081 34 176 - 428.69415 - 47.3 1310s 97388 81942 433.18421 34 163 - 428.70148 - 47.4 1315s 97665 82179 infeasible 38 - 428.72004 - 47.4 1320s 97977 82454 564.88364 54 162 - 428.74320 - 47.5 1325s 98272 82705 516.56605 66 59 - 428.77324 - 47.5 1330s 98758 83141 553.77014 74 133 - 428.78628 - 47.5 1335s 99138 83437 529.35819 62 122 - 428.81830 - 47.5 1340s 99481 83691 infeasible 45 - 428.83081 - 47.5 1345s 99852 83990 551.53570 126 106 - 428.84713 - 47.6 1350s 100381 84446 513.05522 44 156 - 428.88248 - 47.5 1355s 100783 84802 537.39257 227 42 - 428.88897 - 47.5 1360s 101235 85199 459.68174 46 155 - 428.91524 - 47.4 1365s 101718 85635 infeasible 82 - 428.93935 - 47.4 1370s 101805 85720 577.21030 84 97 - 428.94726 - 47.5 1375s 102010 85912 707.01544 203 61 - 428.94726 - 47.6 1380s 102292 86132 473.81247 60 157 - 428.96365 - 47.6 1385s 102868 86650 429.39167 33 164 - 428.98872 - 47.5 1390s 103380 87095 infeasible 194 - 428.99817 - 47.5 1395s 103730 87420 547.91200 115 65 - 429.01183 - 47.5 1400s 104400 87965 infeasible 36 - 429.01873 - 47.4 1405s 104932 88439 492.85508 31 155 - 429.03216 - 47.3 1410s 105463 88866 635.22558 257 30 - 429.04088 - 47.2 1415s 105826 89145 561.69535 61 157 - 429.07197 - 47.3 1420s 106138 89401 459.90411 41 145 - 429.13390 - 47.3 1425s 106547 89750 464.07843 54 123 - 429.14781 - 47.3 1430s 106885 90033 511.56770 62 127 - 429.18421 - 47.3 1435s 107189 90265 infeasible 86 - 429.20212 - 47.4 1440s 107751 90783 757.65433 360 33 - 429.20243 - 47.3 1445s 108255 91193 453.35742 33 169 - 429.21670 - 47.2 1450s 108676 91564 infeasible 147 - 429.22320 - 47.2 1455s 109328 92146 551.92799 78 125 - 429.24580 - 47.1 1460s 109905 92627 475.82056 54 147 - 429.26327 - 47.1 1465s 110150 92824 543.07516 37 176 - 429.27152 - 47.1 1470s 110481 93097 517.30584 51 160 - 429.27761 - 47.2 1475s 110858 93414 469.49440 54 162 - 429.30451 - 47.2 1480s 111271 93751 452.36848 30 161 - 429.32437 - 47.2 1485s 111601 94047 516.58328 140 84 - 429.35266 - 47.2 1490s 112022 94373 infeasible 39 - 429.35514 - 47.2 1495s 112161 94448 475.56863 44 131 - 429.37223 - 47.3 1500s 112334 94553 489.67399 45 173 - 429.39300 - 47.4 1505s 112797 94918 586.51149 85 128 - 429.39386 - 47.4 1510s 113253 95310 598.10456 86 106 - 429.40907 - 47.4 1515s 113608 95621 557.98337 199 65 - 429.42814 - 47.4 1520s 114253 96165 502.20437 138 84 - 429.43825 - 47.3 1525s 115019 96868 480.17231 75 61 - 429.44382 - 47.1 1530s 115464 97236 599.67455 129 34 - 429.47080 - 47.1 1535s 116074 97758 492.85973 36 157 - 429.48090 - 47.0 1540s 116469 98066 602.50239 115 94 - 429.48870 - 47.1 1545s 116926 98443 433.68872 34 213 - 429.49844 - 47.1 1550s 117082 98533 567.27123 41 156 - 429.53974 - 47.2 1555s 117293 98692 434.20844 30 176 - 429.56840 - 47.2 1560s 117579 98887 475.09849 51 164 - 429.59203 - 47.3 1565s 118094 99347 infeasible 271 - 429.59460 - 47.2 1570s 118589 99707 815.23116 326 57 - 429.61262 - 47.2 1575s 119251 100271 585.93696 76 147 - 429.61432 - 47.1 1580s 119667 100615 534.01009 62 135 - 429.62650 - 47.1 1585s 120194 101035 540.87294 127 92 - 429.63910 - 47.1 1590s 120975 101730 558.06431 39 155 - 429.64560 - 47.0 1595s 121260 101969 576.95879 123 59 - 429.66913 - 47.0 1600s 121872 102523 726.42328 228 71 - 429.67817 - 46.9 1605s 122341 102897 548.46923 68 152 - 429.68568 - 46.9 1610s 122636 103146 609.77124 143 101 - 429.71083 - 46.9 1615s 122947 103386 509.99305 60 75 - 429.75568 - 47.0 1620s 123267 103641 467.60892 54 116 - 429.79124 - 47.0 1625s 123557 103885 469.09058 50 147 - 429.80240 - 47.1 1630s 124142 104384 537.83458 115 76 - 429.81361 - 47.0 1635s 124653 104785 464.22827 55 125 - 429.84098 - 47.0 1640s 125409 105395 447.96952 50 79 - 429.85239 - 46.8 1645s 125739 105665 489.53890 46 160 - 429.90664 - 46.9 1650s 126174 106046 522.48667 48 161 - 429.93023 - 46.9 1655s 126557 106394 501.08542 86 117 - 429.94325 - 46.9 1660s 127443 107186 437.43869 30 177 - 429.95646 - 46.7 1665s 127791 107506 603.70910 143 89 - 429.96516 - 46.7 1670s 128415 108051 529.26745 57 114 - 429.99152 - 46.6 1675s 128792 108392 571.34966 134 96 - 429.99169 - 46.6 1680s 129497 109020 473.88719 49 187 - 430.01052 - 46.6 1685s 130153 109596 infeasible 46 - 430.01353 - 46.4 1690s 130652 109962 441.82465 35 185 - 430.02496 - 46.4 1695s 131279 110503 469.36817 37 156 - 430.04346 - 46.4 1700s 131566 110729 456.37298 42 164 - 430.05392 - 46.4 1705s 132017 111142 541.18764 231 61 - 430.06673 - 46.4 1710s 132702 111763 511.02283 109 102 - 430.09060 - 46.3 1715s 132997 111971 443.45576 41 155 - 430.10564 - 46.3 1720s 133802 112702 437.95786 34 180 - 430.11673 - 46.2 1725s 134398 113219 infeasible 258 - 430.12223 - 46.1 1730s 135062 113827 621.66155 183 90 - 430.12459 - 46.0 1735s 135558 114248 531.24164 70 164 - 430.13307 - 46.0 1740s 135835 114467 509.76667 67 140 - 430.18324 - 46.1 1745s 136159 114751 557.17103 61 98 - 430.20228 - 46.1 1750s 136469 114979 448.96180 32 186 - 430.24068 - 46.2 1755s 136858 115300 615.30473 82 36 - 430.26425 - 46.2 1760s 137358 115755 543.00709 149 113 - 430.27689 - 46.1 1765s 138042 116370 446.43928 34 181 - 430.28928 - 46.1 1770s 138567 116835 488.17985 78 79 - 430.30405 - 46.0 1775s 139093 117268 532.23499 40 190 - 430.30989 - 46.0 1780s 139317 117459 536.65303 68 153 - 430.32927 - 46.1 1785s 139700 117781 564.25965 103 97 - 430.35903 - 46.1 1790s 140386 118362 597.77899 57 111 - 430.39514 - 46.0 1795s 140708 118636 infeasible 52 - 430.40478 - 46.1 1800s 141254 119071 501.24303 31 173 - 430.41527 - 46.0 1805s 141516 119288 513.66610 66 141 - 430.43554 - 46.1 1810s 141770 119492 547.62319 105 82 - 430.46019 - 46.1 1815s 141961 119615 446.87605 29 168 - 430.49988 - 46.2 1820s 142200 119818 infeasible 142 - 430.50425 - 46.3 1825s 142724 120282 661.67710 286 57 - 430.51659 - 46.2 1830s 143219 120672 462.01583 47 149 - 430.52778 - 46.2 1835s 143575 120980 545.88139 45 160 - 430.55080 - 46.2 1840s 143891 121226 579.87597 109 98 - 430.57117 - 46.2 1845s 144596 121864 575.26548 150 34 - 430.57303 - 46.1 1850s 145439 122619 783.89773 427 74 - 430.57305 - 46.0 1855s 145658 122796 601.23794 65 139 - 430.57305 - 46.1 1860s 146078 123150 517.33337 102 111 - 430.57989 - 46.1 1865s 146405 123389 503.90638 30 184 - 430.59892 - 46.1 1870s 147094 124045 599.68847 240 90 - 430.59934 - 46.0 1875s 147389 124238 545.00224 85 122 - 430.60766 - 46.0 1880s 147742 124531 484.67735 49 147 - 430.62627 - 46.1 1885s 148161 124898 472.56094 60 78 - 430.63656 - 46.1 1890s 148946 125631 594.90383 104 87 - 430.64393 - 46.0 1895s 149445 126065 555.28163 126 79 - 430.65330 - 45.9 1900s 150098 126658 510.63703 74 150 - 430.66088 - 45.9 1905s 150588 127093 623.34443 121 96 - 430.67478 - 45.9 1910s 151162 127607 infeasible 236 - 430.72573 - 45.8 1915s 151701 128013 715.13743 231 69 - 430.73620 - 45.8 1920s 151999 128236 517.83506 71 131 - 430.74575 - 45.9 1925s 152393 128570 435.66117 31 178 - 430.76395 - 45.8 1930s 153104 129145 556.28846 96 110 - 430.76757 - 45.8 1935s 153429 129404 510.07032 48 107 - 430.77076 - 45.8 1940s 153728 129673 infeasible 109 - 430.77488 - 45.8 1945s 154371 130262 680.93643 359 69 - 430.79017 - 45.8 1950s 154860 130674 infeasible 108 - 430.80089 - 45.7 1955s 155127 130895 587.28233 81 86 - 430.80465 - 45.8 1960s 155618 131314 556.54292 35 175 - 430.81167 - 45.8 1965s 156189 131816 infeasible 43 - 430.81539 - 45.7 1970s 156455 132036 483.46287 63 123 - 430.82823 - 45.8 1975s 157140 132668 690.03435 324 44 - 430.83104 - 45.7 1980s 157910 133372 687.86251 393 52 - 430.83904 - 45.6 1985s 158384 133782 460.36472 35 180 - 430.86793 - 45.6 1990s 158987 134288 554.34453 141 68 - 430.88173 - 45.6 1995s 159888 135110 722.00925 267 59 - 430.88899 - 45.4 2000s 160346 135448 infeasible 66 - 430.93238 - 45.4 2005s 161011 136076 787.22945 326 66 - 430.95155 - 45.4 2010s 161345 136296 587.67331 70 126 - 430.97365 - 45.4 2015s 161796 136691 494.04535 98 101 - 430.98671 - 45.4 2020s 162059 136891 488.04686 39 183 - 431.00939 - 45.4 2025s 162469 137251 461.90713 38 178 - 431.01979 - 45.4 2030s 162898 137616 434.04756 34 190 - 431.03716 - 45.4 2035s 163411 138078 461.54365 38 154 - 431.04184 - 45.4 2040s 163729 138356 493.95831 66 84 - 431.04307 - 45.4 2045s 164447 138984 infeasible 65 - 431.04512 - 45.3 2050s 164766 139265 672.48237 145 39 - 431.06613 - 45.4 2055s 165103 139533 524.63104 76 121 - 431.06877 - 45.4 2060s 165575 139954 535.18367 90 119 - 431.07287 - 45.4 2065s 166185 140468 539.48602 136 98 - 431.08324 - 45.3 2070s 166499 140706 520.19347 76 70 - 431.10172 - 45.4 2075s 167080 141231 600.40988 364 25 - 431.10577 - 45.3 2080s 167565 141638 infeasible 54 - 431.11828 - 45.3 2085s 167829 141860 infeasible 40 - 431.13713 - 45.3 2090s 167994 141961 575.41436 57 138 - 431.16856 - 45.4 2095s 168613 142564 683.63046 448 58 - 431.17151 - 45.4 2100s 169033 142911 556.76903 84 84 - 431.19577 - 45.4 2105s 169571 143360 infeasible 231 - 431.21590 - 45.3 2110s 169930 143663 516.84418 60 96 - 431.23591 - 45.4 2115s 170737 144393 572.71747 198 60 - 431.23735 - 45.3 2120s 171264 144845 536.58809 134 41 - 431.25681 - 45.3 2125s 171914 145425 503.23752 56 164 - 431.26441 - 45.2 2130s 172346 145800 infeasible 211 - 431.28092 - 45.2 2135s 172742 146096 513.99559 46 184 - 431.29174 - 45.2 2140s 173063 146366 500.63133 29 145 - 431.29488 - 45.3 2145s 173530 146791 460.12143 35 173 - 431.31214 - 45.2 2150s 174158 147365 665.13666 210 89 - 431.31610 - 45.2 2155s 174648 147768 544.23282 91 59 - 431.31803 - 45.2 2160s 175337 148362 535.33503 42 131 - 431.34118 - 45.1 2165s 175617 148583 475.63482 62 69 - 431.35212 - 45.2 2170s 176443 149316 625.25173 139 87 - 431.35232 - 45.1 2175s 176992 149787 572.52132 109 114 - 431.37043 - 45.0 2180s 177377 150140 576.53349 174 72 - 431.37691 - 45.0 2185s 177896 150602 542.06268 124 44 - 431.39113 - 45.0 2190s 178225 150858 463.37074 50 66 - 431.40361 - 45.0 2195s 178577 151155 667.28188 139 75 - 431.40660 - 45.1 2200s 178997 151515 551.79222 120 84 - 431.42069 - 45.1 2205s 179460 151920 557.42528 92 96 - 431.43531 - 45.1 2210s 179738 152132 611.97185 61 139 - 431.44206 - 45.1 2215s 180080 152420 460.06523 43 146 - 431.45912 - 45.1 2220s 180345 152643 539.58115 56 138 - 431.46463 - 45.2 2225s 180530 152760 549.06130 91 74 - 431.46706 - 45.2 2230s 181068 153266 631.06027 190 63 - 431.47440 - 45.2 2235s 181752 153866 472.14579 37 178 - 431.48198 - 45.2 2240s 181993 154053 651.44235 77 132 - 431.48959 - 45.2 2245s 182349 154361 490.59411 42 151 - 431.52076 - 45.2 2250s 182661 154624 510.93424 116 109 - 431.55467 - 45.3 2255s 183262 155170 527.89476 109 79 - 431.56028 - 45.2 2260s 183548 155401 608.94497 90 70 - 431.57252 - 45.3 2265s 183999 155801 459.93906 43 189 - 431.57369 - 45.2 2270s 184500 156234 442.14412 36 158 - 431.58267 - 45.2 2275s 185121 156800 534.98982 60 100 - 431.59938 - 45.2 2280s 185805 157370 462.04516 32 167 - 431.60612 - 45.1 2285s 186448 157914 485.48554 55 92 - 431.62581 - 45.1 2290s 186824 158236 515.40197 98 102 - 431.63264 - 45.1 2295s 187238 158585 550.98867 132 57 - 431.63898 - 45.1 2300s 187732 159020 527.74433 168 58 - 431.64635 - 45.1 2305s 188433 159628 658.90136 141 90 - 431.65525 - 45.0 2310s 189183 160341 728.72839 411 67 - 431.67019 - 45.0 2315s 189525 160598 466.36112 100 99 - 431.68187 - 45.0 2320s 190045 161031 691.96381 226 60 - 431.69218 - 45.0 2325s 190333 161263 infeasible 64 - 431.71972 - 45.0 2330s 190590 161433 infeasible 44 - 431.73588 - 45.1 2335s 191061 161838 490.90263 56 132 - 431.73839 - 45.1 2340s 191470 162203 570.39585 105 86 - 431.73918 - 45.1 2345s 191774 162447 489.10945 79 120 - 431.74591 - 45.1 2350s 192018 162613 513.97861 52 162 - 431.76787 - 45.1 2355s 192462 162957 520.95797 51 154 - 431.77861 - 45.1 2360s 192866 163321 660.55234 173 69 - 431.78036 - 45.2 2365s 193135 163548 683.88482 112 105 - 431.78266 - 45.2 2370s 193515 163853 441.74441 28 154 - 431.79541 - 45.2 2375s 193962 164258 437.32306 36 190 - 431.79730 - 45.2 2380s 194239 164494 510.06156 53 140 - 431.80767 - 45.2 2385s H194776 132754 632.0000000 431.81239 31.7% 45.2 2389s 194830 132810 566.08172 226 63 632.00000 431.81239 31.7% 45.2 2390s H194992 126481 618.0000000 431.81239 30.1% 45.1 2391s 195073 126554 563.63709 60 79 618.00000 431.82096 30.1% 45.1 2397s H195101 115674 598.0000000 431.82096 27.8% 45.1 2401s H195128 86428 555.0000000 431.82096 22.2% 45.1 2406s H195155 85710 554.0000000 431.82340 22.1% 45.1 2411s H195182 72930 538.0000000 431.83038 19.7% 45.1 2417s 195209 72957 523.75116 71 158 538.00000 431.83038 19.7% 45.1 2420s 195263 72997 481.63637 55 129 538.00000 431.83639 19.7% 45.2 2427s 195290 73024 505.64446 69 137 538.00000 431.83639 19.7% 45.1 2430s 195337 73047 453.60156 32 184 538.00000 431.85576 19.7% 45.2 2435s 195399 73091 494.37666 46 179 538.00000 431.86477 19.7% 45.2 2440s 195461 73132 465.83334 38 177 538.00000 431.87630 19.7% 45.2 2445s 195647 73251 533.28065 63 95 538.00000 431.89986 19.7% 45.2 2450s H195703 59369 520.0000000 431.90609 16.9% 45.2 2453s H195757 58632 519.0000000 431.90623 16.8% 45.2 2455s H195811 53255 512.0000000 431.91502 15.6% 45.2 2458s 195868 53293 431.92096 33 178 512.00000 431.92096 15.6% 45.2 2460s 196037 53426 477.15710 90 96 512.00000 431.93923 15.6% 45.2 2465s 196201 53549 434.70943 27 149 512.00000 431.94522 15.6% 45.2 2470s H196221 52010 510.0000000 431.94522 15.3% 45.2 2470s 196396 52170 490.40858 59 92 510.00000 431.94600 15.3% 45.2 2475s 196590 52280 cutoff 28 510.00000 431.95038 15.3% 45.2 2480s 196743 52376 490.14469 34 183 510.00000 431.96778 15.3% 45.2 2485s 196910 52510 481.43688 74 108 510.00000 431.97627 15.3% 45.2 2490s H197012 50963 508.0000000 431.99219 15.0% 45.2 2493s 197081 50993 439.94086 34 192 508.00000 432.00473 15.0% 45.2 2495s 197201 51075 432.38436 33 171 508.00000 432.01893 15.0% 45.3 2500s 197368 51192 483.21037 59 70 508.00000 432.02599 15.0% 45.3 2505s 197504 51256 472.21930 34 163 508.00000 432.04800 15.0% 45.3 2510s H197531 50521 507.0000000 432.04800 14.8% 45.3 2511s 197612 50574 485.28639 87 132 507.00000 432.05295 14.8% 45.3 2515s 197802 50707 501.14014 115 112 507.00000 432.06172 14.8% 45.3 2520s 197962 50800 501.01633 53 173 507.00000 432.06850 14.8% 45.3 2525s 198078 50852 481.74386 44 212 507.00000 432.08496 14.8% 45.4 2530s 198132 50878 439.46359 66 169 507.00000 432.09992 14.8% 45.4 2535s 198245 50935 452.41144 52 107 507.00000 432.13107 14.8% 45.4 2541s 198357 51003 474.49266 31 183 507.00000 432.14957 14.8% 45.4 2545s 198483 51045 infeasible 53 507.00000 432.17210 14.8% 45.4 2550s 198602 51116 465.20274 59 128 507.00000 432.18752 14.8% 45.4 2555s 198764 51226 494.85277 49 147 507.00000 432.19819 14.8% 45.4 2560s 198876 51299 468.50086 30 177 507.00000 432.21429 14.8% 45.4 2565s 199011 51402 448.62614 34 158 507.00000 432.22402 14.7% 45.4 2570s 199203 51547 441.27957 32 150 507.00000 432.23527 14.7% 45.4 2575s 199340 51619 491.20253 52 179 507.00000 432.23762 14.7% 45.4 2580s 199450 51668 459.53163 32 179 507.00000 432.25663 14.7% 45.5 2585s 199590 51737 455.82103 35 175 507.00000 432.26429 14.7% 45.5 2590s 199697 51786 499.96765 40 161 507.00000 432.28773 14.7% 45.5 2595s 199896 51940 500.56624 40 148 507.00000 432.29370 14.7% 45.5 2600s 200050 52002 458.28042 46 96 507.00000 432.30966 14.7% 45.5 2605s 200240 52130 456.00135 49 159 507.00000 432.32594 14.7% 45.5 2610s 200397 52245 447.56146 39 85 507.00000 432.33677 14.7% 45.5 2615s 200574 52391 464.30787 59 136 507.00000 432.34216 14.7% 45.5 2620s 200736 52529 cutoff 48 507.00000 432.35184 14.7% 45.5 2625s 200845 52590 503.38913 55 88 507.00000 432.36578 14.7% 45.5 2630s 200982 52638 461.01292 55 99 507.00000 432.38981 14.7% 45.6 2635s 201091 52716 443.04699 30 174 507.00000 432.39118 14.7% 45.6 2640s 201255 52814 493.78120 51 172 507.00000 432.40390 14.7% 45.6 2645s 201391 52905 458.10320 46 162 507.00000 432.41383 14.7% 45.6 2650s 201518 52977 487.08887 40 161 507.00000 432.42692 14.7% 45.6 2655s 201631 53069 450.13725 40 191 507.00000 432.44185 14.7% 45.6 2660s 201798 53188 497.21309 86 65 507.00000 432.45715 14.7% 45.6 2665s 201969 53280 470.25042 63 100 507.00000 432.47426 14.7% 45.6 2670s 202178 53448 489.17896 154 115 507.00000 432.47731 14.7% 45.6 2675s 202313 53523 453.06120 43 146 507.00000 432.49651 14.7% 45.6 2681s 202429 53603 467.22478 47 178 507.00000 432.50617 14.7% 45.6 2685s 202593 53685 453.72262 44 176 507.00000 432.51596 14.7% 45.7 2692s 202647 53697 434.91153 36 166 507.00000 432.52047 14.7% 45.7 2695s 202782 53792 498.84468 49 150 507.00000 432.53174 14.7% 45.7 2700s 202893 53850 480.11511 53 156 507.00000 432.55236 14.7% 45.7 2706s 202995 53897 467.98706 46 167 507.00000 432.56173 14.7% 45.7 2710s 203161 54023 491.40588 59 147 507.00000 432.57645 14.7% 45.7 2715s 203248 54059 478.72544 59 155 507.00000 432.58734 14.7% 45.8 2720s 203403 54161 469.33585 42 111 507.00000 432.59360 14.7% 45.8 2725s 203795 54431 499.68636 75 102 507.00000 432.61941 14.7% 45.8 2730s 204109 54643 cutoff 54 507.00000 432.62998 14.7% 45.8 2735s 204340 54789 435.88286 35 180 507.00000 432.66710 14.7% 45.8 2740s 204563 54930 473.28553 41 185 507.00000 432.67206 14.7% 45.8 2745s 204890 55134 infeasible 42 507.00000 432.69726 14.7% 45.8 2750s 205174 55306 468.83774 37 160 507.00000 432.72232 14.7% 45.8 2755s 205456 55516 cutoff 57 507.00000 432.72470 14.6% 45.8 2760s 205749 55673 474.74711 46 159 507.00000 432.74668 14.6% 45.9 2765s 205957 55766 456.48261 66 124 507.00000 432.76822 14.6% 45.9 2770s 206233 55963 473.65066 70 77 507.00000 432.79130 14.6% 45.9 2775s 206496 56132 cutoff 47 507.00000 432.80252 14.6% 45.9 2780s 206816 56360 445.37023 46 160 507.00000 432.81870 14.6% 45.9 2785s 207073 56551 458.79062 42 161 507.00000 432.82639 14.6% 45.9 2790s 207388 56768 457.62152 36 167 507.00000 432.86371 14.6% 46.0 2795s 207774 57061 492.80298 58 127 507.00000 432.87893 14.6% 46.0 2800s 208156 57334 462.81240 64 134 507.00000 432.89830 14.6% 46.0 2805s 208537 57608 504.72085 89 131 507.00000 432.92452 14.6% 46.0 2810s 208817 57779 477.85603 38 180 507.00000 432.94115 14.6% 46.0 2815s 209131 58004 505.73405 58 143 507.00000 432.95086 14.6% 46.0 2820s 209448 58210 456.80583 36 150 507.00000 432.97107 14.6% 46.0 2825s 209805 58435 466.30250 45 146 507.00000 433.00455 14.6% 46.0 2830s 209924 58514 448.39115 36 181 507.00000 433.01263 14.6% 46.0 2835s 209945 58525 477.47514 37 146 507.00000 433.01320 14.6% 46.0 2840s 209963 58533 502.60155 47 154 507.00000 433.01320 14.6% 46.0 2845s 209977 58539 458.23941 41 171 507.00000 433.02002 14.6% 46.0 2850s 209987 58549 486.42665 51 144 507.00000 433.02002 14.6% 46.0 2855s 209996 58555 503.75246 59 160 507.00000 433.02002 14.6% 46.0 2860s 210008 58557 477.23546 36 151 507.00000 433.02013 14.6% 46.0 2865s 210016 58565 498.48185 39 116 507.00000 433.02013 14.6% 46.0 2870s 210030 58567 433.19990 33 139 507.00000 433.02013 14.6% 46.0 2875s 210037 58574 449.38540 36 138 507.00000 433.02013 14.6% 46.0 2880s 210044 58581 436.67372 40 139 507.00000 433.02013 14.6% 46.0 2885s 210051 58588 444.38801 43 143 507.00000 433.02013 14.6% 46.0 2890s 210058 58595 450.34586 47 124 507.00000 433.02013 14.6% 46.0 2895s 210064 58601 450.82856 50 123 507.00000 433.02013 14.6% 46.0 2900s 210071 58608 479.52768 53 120 507.00000 433.02013 14.6% 46.0 2905s 210072 58609 452.05709 54 126 507.00000 433.02013 14.6% 46.0 2910s 210074 58609 452.27127 55 125 507.00000 433.02013 14.6% 46.0 2927s 210273 58734 482.92186 57 163 507.00000 433.02940 14.6% 46.0 2930s 210617 58967 504.27808 49 104 507.00000 433.05625 14.6% 46.0 2935s 210869 59123 442.17432 42 160 507.00000 433.07354 14.6% 46.1 2940s 210884 59138 463.76584 57 113 507.00000 433.07354 14.6% 46.1 2958s 210971 59184 434.71313 37 175 507.00000 433.07635 14.6% 46.1 2960s 211242 59322 486.55515 67 86 507.00000 433.11255 14.6% 46.1 2965s 211665 59656 484.10489 58 147 507.00000 433.12112 14.6% 46.1 2970s 212021 59897 456.63860 34 172 507.00000 433.13619 14.6% 46.1 2975s 212263 60004 499.23064 54 144 507.00000 433.16498 14.6% 46.1 2980s 212611 60253 485.43737 61 159 507.00000 433.19695 14.6% 46.2 2985s 212909 60461 493.53067 56 136 507.00000 433.22662 14.6% 46.2 2990s 213238 60644 474.41997 46 146 507.00000 433.24171 14.5% 46.2 2995s 213565 60840 471.13630 51 138 507.00000 433.26583 14.5% 46.2 3000s 213870 61004 470.70409 45 149 507.00000 433.28606 14.5% 46.2 3005s 214242 61237 cutoff 36 507.00000 433.29730 14.5% 46.2 3010s 214467 61396 448.09727 33 147 507.00000 433.31803 14.5% 46.2 3015s 214821 61662 486.66000 70 143 507.00000 433.33578 14.5% 46.2 3020s 215140 61877 498.74394 79 105 507.00000 433.36240 14.5% 46.3 3025s 215432 62090 484.43634 59 89 507.00000 433.38058 14.5% 46.3 3030s 215807 62351 502.99929 34 173 507.00000 433.39259 14.5% 46.3 3035s 216112 62545 466.77723 62 142 507.00000 433.40786 14.5% 46.3 3040s 216474 62808 458.51025 36 157 507.00000 433.42933 14.5% 46.3 3045s 216737 62951 486.19541 71 137 507.00000 433.46714 14.5% 46.3 3050s 217070 63162 478.98406 42 176 507.00000 433.50367 14.5% 46.3 3055s 217482 63452 487.42424 33 174 507.00000 433.52757 14.5% 46.3 3060s 217795 63637 501.27986 89 106 507.00000 433.55115 14.5% 46.3 3065s 218047 63771 489.01133 47 134 507.00000 433.56974 14.5% 46.4 3070s 218360 63971 457.82396 29 162 507.00000 433.59271 14.5% 46.4 3075s 218713 64226 479.25825 60 144 507.00000 433.60378 14.5% 46.4 3080s 219019 64451 cutoff 83 507.00000 433.61529 14.5% 46.4 3085s 219371 64681 482.14438 91 104 507.00000 433.63281 14.5% 46.4 3090s 219705 64907 463.29397 46 111 507.00000 433.65713 14.5% 46.4 3095s 220077 65157 439.06188 26 158 507.00000 433.68531 14.5% 46.4 3100s 220351 65321 435.45484 37 155 507.00000 433.69769 14.5% 46.4 3105s 220744 65634 cutoff 37 507.00000 433.71279 14.5% 46.4 3110s 221063 65820 449.96364 50 152 507.00000 433.73608 14.5% 46.4 3115s 221430 66079 447.97596 39 169 507.00000 433.75045 14.4% 46.4 3120s 221706 66300 478.09827 72 127 507.00000 433.75269 14.4% 46.4 3150s 222044 66545 485.74726 56 113 507.00000 433.77051 14.4% 46.4 3155s 222435 66785 cutoff 39 507.00000 433.78751 14.4% 46.4 3160s 222970 67245 469.97298 40 113 507.00000 433.80821 14.4% 46.4 3165s 223328 67487 468.42819 38 146 507.00000 433.81394 14.4% 46.4 3170s 223605 67659 459.34858 50 137 507.00000 433.83232 14.4% 46.4 3175s 223987 67934 452.15085 38 164 507.00000 433.85124 14.4% 46.4 3180s 224245 68086 443.79009 34 191 507.00000 433.88395 14.4% 46.5 3185s 224510 68270 498.56464 52 148 507.00000 433.89068 14.4% 46.5 3190s 224710 68393 482.26602 49 154 507.00000 433.91650 14.4% 46.5 3195s 225101 68668 infeasible 106 507.00000 433.93204 14.4% 46.5 3200s 225491 68941 500.52697 39 173 507.00000 433.95253 14.4% 46.5 3205s 225781 69108 499.20149 38 130 507.00000 434.00517 14.4% 46.5 3210s 225983 69217 480.45815 57 132 507.00000 434.03168 14.4% 46.6 3215s 226293 69428 492.61551 75 120 507.00000 434.06018 14.4% 46.6 3220s 226660 69674 441.22410 42 170 507.00000 434.08261 14.4% 46.6 3225s 227067 69995 504.53875 29 199 507.00000 434.10196 14.4% 46.6 3230s 227398 70228 infeasible 47 507.00000 434.11881 14.4% 46.6 3235s 227710 70429 495.13482 47 100 507.00000 434.13574 14.4% 46.6 3240s 228194 70812 463.99005 56 150 507.00000 434.15984 14.4% 46.6 3245s 228501 71022 464.67404 32 142 507.00000 434.19332 14.4% 46.6 3250s 228826 71238 458.77315 49 144 507.00000 434.20693 14.4% 46.6 3255s 229154 71439 477.86124 66 107 507.00000 434.21603 14.4% 46.6 3260s 229413 71589 459.64729 48 163 507.00000 434.22516 14.4% 46.6 3265s 229836 71914 500.41819 43 110 507.00000 434.23065 14.4% 46.6 3270s 230204 72132 489.57425 77 123 507.00000 434.25748 14.3% 46.6 3275s 230519 72360 471.51697 35 147 507.00000 434.26364 14.3% 46.6 3280s 230874 72619 454.90234 40 94 507.00000 434.28627 14.3% 46.6 3285s 231223 72837 457.51488 44 181 507.00000 434.29726 14.3% 46.6 3290s 231585 73084 447.70873 28 181 507.00000 434.31050 14.3% 46.6 3295s 231975 73336 436.70359 35 158 507.00000 434.32781 14.3% 46.6 3300s 232298 73520 cutoff 34 507.00000 434.33847 14.3% 46.7 3305s 232676 73801 434.84075 38 172 507.00000 434.35483 14.3% 46.7 3310s 233009 74039 437.12575 35 153 507.00000 434.36696 14.3% 46.7 3315s 233382 74288 472.40103 42 159 507.00000 434.37793 14.3% 46.7 3320s 233770 74550 487.29875 130 53 507.00000 434.38510 14.3% 46.7 3325s 234105 74770 475.97275 65 138 507.00000 434.40673 14.3% 46.7 3330s 234358 74929 cutoff 50 507.00000 434.40965 14.3% 46.7 3335s 234692 75155 456.82394 44 162 507.00000 434.42018 14.3% 46.7 3340s 234906 75304 443.26613 42 185 507.00000 434.42911 14.3% 46.7 3345s 235263 75544 471.62199 50 54 507.00000 434.44504 14.3% 46.7 3350s 235765 75957 504.44352 94 122 507.00000 434.45971 14.3% 46.7 3355s 236088 76159 477.12565 34 122 507.00000 434.47730 14.3% 46.7 3360s 236428 76394 490.22803 77 81 507.00000 434.49310 14.3% 46.7 3365s 236745 76582 475.48477 63 95 507.00000 434.51813 14.3% 46.7 3370s 237220 76981 cutoff 51 507.00000 434.53572 14.3% 46.7 3375s 237546 77214 489.77917 75 55 507.00000 434.55947 14.3% 46.7 3380s 237831 77417 466.33607 41 143 507.00000 434.56716 14.3% 46.7 3385s 238116 77561 445.23374 41 136 507.00000 434.58425 14.3% 46.8 3390s 238464 77812 434.95659 30 171 507.00000 434.60202 14.3% 46.8 3395s 238881 78119 456.74537 40 157 507.00000 434.61087 14.3% 46.8 3400s 239194 78317 450.28968 39 127 507.00000 434.62919 14.3% 46.8 3405s 239642 78596 503.64618 36 176 507.00000 434.64479 14.3% 46.8 3410s 239968 78798 490.29265 43 167 507.00000 434.66400 14.3% 46.8 3415s 240215 78936 cutoff 44 507.00000 434.67550 14.3% 46.8 3420s 240619 79256 492.60062 117 109 507.00000 434.68935 14.3% 46.8 3425s 240918 79454 491.91530 51 138 507.00000 434.71261 14.3% 46.8 3430s 241301 79738 cutoff 114 507.00000 434.72327 14.3% 46.8 3435s 241695 80010 454.57697 34 173 507.00000 434.73337 14.3% 46.8 3440s 241968 80169 504.82866 61 114 507.00000 434.74507 14.3% 46.8 3445s 242379 80489 492.12385 47 122 507.00000 434.76249 14.2% 46.8 3450s 242859 80858 499.49178 114 112 507.00000 434.77982 14.2% 46.8 3455s 243276 81144 500.99250 69 117 507.00000 434.79741 14.2% 46.8 3460s 243534 81309 infeasible 34 507.00000 434.80453 14.2% 46.8 3465s 243782 81440 480.33076 33 179 507.00000 434.82834 14.2% 46.8 3470s 244093 81654 505.08195 32 167 507.00000 434.83914 14.2% 46.9 3475s 244437 81864 471.19232 41 174 507.00000 434.86774 14.2% 46.9 3480s 244800 82101 458.68116 55 165 507.00000 434.88246 14.2% 46.9 3485s 245046 82273 480.62162 76 79 507.00000 434.89149 14.2% 46.9 3490s 245343 82474 481.56772 62 158 507.00000 434.91283 14.2% 46.9 3495s 245637 82651 cutoff 48 507.00000 434.92625 14.2% 46.9 3500s 245973 82865 438.27879 32 173 507.00000 434.93348 14.2% 46.9 3505s 246309 83089 494.26373 48 179 507.00000 434.95320 14.2% 46.9 3510s 246691 83337 456.50144 39 170 507.00000 434.97009 14.2% 46.9 3515s 247009 83550 446.46772 38 173 507.00000 434.99247 14.2% 46.9 3520s 247381 83773 503.34708 54 156 507.00000 434.99962 14.2% 46.9 3525s 247692 83978 490.36222 62 132 507.00000 435.01001 14.2% 46.9 3530s 247952 84141 489.77335 46 168 507.00000 435.02940 14.2% 47.0 3535s 248323 84328 453.62350 41 160 507.00000 435.04007 14.2% 47.0 3540s 248682 84590 infeasible 40 507.00000 435.05439 14.2% 47.0 3545s 248995 84806 490.77900 42 162 507.00000 435.06146 14.2% 47.0 3550s 249274 84953 442.64269 43 162 507.00000 435.07084 14.2% 47.0 3555s 249629 85221 cutoff 72 507.00000 435.08579 14.2% 47.0 3560s 249906 85361 456.45201 43 163 507.00000 435.09825 14.2% 47.0 3565s 250317 85660 453.37668 38 164 507.00000 435.10904 14.2% 47.0 3570s 250686 85918 505.73425 88 76 507.00000 435.12240 14.2% 47.0 3575s 251037 86166 469.64434 43 182 507.00000 435.14390 14.2% 47.0 3580s 251451 86456 436.40654 39 179 507.00000 435.16337 14.2% 47.0 3585s 251768 86678 462.90440 36 146 507.00000 435.17676 14.2% 47.0 3590s 252048 86834 461.14867 39 151 507.00000 435.19088 14.2% 47.0 3595s Cutting planes: Learned: 43 Gomory: 88 Cover: 29 Implied bound: 30 Clique: 7 MIR: 508 GUB cover: 44 Zero half: 235 Explored 252310 nodes (11877743 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 5.070000000000e+02, best bound 4.360000000000e+02, gap 14.0039%