Gurobi 5.0.1 (linux64) logging started Sat Dec 29 00:33:04 2012 Optimize a model with 3722 rows, 3721 columns and 17590 nonzeros Presolve removed 1339 rows and 774 columns Presolve time: 0.07s Presolved: 2383 rows, 2947 columns, 24624 nonzeros Variable types: 60 continuous, 2887 integer (2887 binary) Root relaxation: objective 3.050769e+02, 334 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 305.07691 0 71 - 305.07691 - - 0s 0 0 326.45997 0 109 - 326.45997 - - 0s 0 0 330.09788 0 104 - 330.09788 - - 0s 0 0 331.00000 0 115 - 331.00000 - - 0s 0 0 331.00000 0 95 - 331.00000 - - 0s 0 0 331.00000 0 98 - 331.00000 - - 0s 0 0 331.00000 0 63 - 331.00000 - - 0s 0 0 331.00000 0 72 - 331.00000 - - 0s 0 0 331.00000 0 72 - 331.00000 - - 0s 0 0 331.00000 0 72 - 331.00000 - - 0s 0 0 331.00000 0 72 - 331.00000 - - 0s 0 2 331.00000 0 72 - 331.00000 - - 1s 603 472 396.75147 39 82 - 338.43333 - 22.2 5s 607 475 347.30591 16 88 - 342.31144 - 22.0 10s 609 476 365.13412 17 85 - 343.41202 - 21.9 15s 615 480 348.11910 17 122 - 344.25062 - 21.7 20s 630 490 365.13412 17 125 - 346.01009 - 21.2 25s 641 498 417.31634 32 150 - 347.83452 - 20.8 30s 741 566 441.10983 62 75 - 349.08070 - 39.8 35s 1284 802 506.74171 146 33 - 350.05992 - 39.8 40s 1940 1181 356.36227 27 137 - 350.22969 - 36.9 45s 2670 1710 369.24116 41 110 - 350.45734 - 36.2 50s 3393 2283 478.33435 90 52 - 350.54892 - 35.3 55s 4255 2981 474.80899 104 43 - 350.86860 - 33.6 60s 5104 3721 524.16229 142 52 - 350.93687 - 32.7 65s 6055 4522 377.11609 41 94 - 351.34286 - 31.7 70s 6951 5295 472.06540 90 68 - 351.43011 - 31.4 75s 7899 6111 420.83917 99 44 - 351.66051 - 31.1 80s 8803 6876 infeasible 176 - 351.68025 - 30.9 85s 9531 7416 infeasible 63 - 351.91900 - 31.4 90s 10201 7958 390.18924 62 114 - 352.20024 - 31.9 95s 10857 8497 403.85508 63 103 - 352.35296 - 32.2 100s 11596 9130 442.64250 82 61 - 352.63161 - 32.4 105s 12135 9594 458.05205 48 101 - 352.86885 - 33.0 110s 12981 10364 390.43575 45 127 - 352.99889 - 32.5 115s 13764 10974 505.10536 155 33 - 353.05767 - 32.6 120s 14506 11539 462.38940 52 65 - 353.30602 - 32.8 125s 15373 12325 372.65659 47 132 - 353.38221 - 32.5 130s 16274 13115 494.61705 113 35 - 353.52286 - 32.4 135s 17202 13899 517.10254 110 66 - 353.54526 - 32.3 140s 18055 14592 437.96673 48 86 - 353.67853 - 32.2 145s 18763 15146 infeasible 106 - 353.86949 - 32.5 150s 19364 15686 481.72077 68 60 - 353.91868 - 32.7 155s 20259 16464 582.29468 188 17 - 354.01325 - 32.4 160s 20868 16892 472.08281 91 49 - 354.06461 - 32.7 165s 21643 17492 434.70296 28 114 - 354.07991 - 32.7 170s 22107 17830 524.50802 93 62 - 354.13385 - 33.4 175s 22715 18308 374.08293 31 136 - 354.16855 - 33.7 180s 23524 18993 416.22481 43 111 - 354.23105 - 33.6 185s 24074 19317 386.17216 34 107 - 354.28547 - 34.1 190s 24836 20009 infeasible 159 - 354.39541 - 34.1 195s 25457 20483 358.43601 22 142 - 354.44350 - 34.3 200s 26142 21036 501.64171 90 41 - 354.46003 - 34.3 205s 26875 21615 492.30514 68 72 - 354.51858 - 34.3 210s 27713 22289 448.29954 61 78 - 354.55157 - 34.1 215s 28344 22804 518.64042 76 85 - 354.56521 - 34.3 220s 29019 23388 489.11923 114 44 - 354.62199 - 34.4 225s 29878 24062 494.51116 97 76 - 354.69168 - 34.3 230s 30885 24900 370.06064 27 130 - 354.72874 - 33.9 235s 31706 25600 infeasible 39 - 354.78096 - 33.9 240s 32101 25862 infeasible 56 - 354.84630 - 34.3 245s 32737 26416 397.99406 49 103 - 354.85827 - 34.5 250s 33421 27011 563.62163 150 16 - 354.89004 - 34.5 255s 34060 27357 385.36670 39 113 - 354.95299 - 34.7 260s 34812 28006 362.24869 40 113 - 354.99302 - 34.6 265s 35379 28477 519.32043 93 75 - 355.03682 - 34.8 270s 36062 28992 527.70979 88 64 - 355.10113 - 34.9 275s 36889 29666 459.89380 155 15 - 355.15731 - 34.8 280s 37590 30249 475.99682 60 95 - 355.20970 - 34.9 285s 38430 30964 484.37837 102 39 - 355.21372 - 34.8 290s 39248 31644 516.81145 79 42 - 355.23932 - 34.7 295s 40213 32510 529.12619 105 59 - 355.27291 - 34.5 300s 40804 33011 461.42415 95 58 - 355.33300 - 34.5 317s 41161 33333 537.39832 89 63 - 355.33300 - 34.4 320s 41807 33803 495.68180 57 63 - 355.34461 - 34.6 325s 42340 34270 472.78797 49 109 - 355.39658 - 34.7 330s 42824 34632 396.37407 48 103 - 355.45756 - 35.0 335s 43340 35060 442.30701 69 86 - 355.46729 - 35.2 340s 44188 35825 496.87296 97 61 - 355.49491 - 35.0 345s 44801 36298 infeasible 138 - 355.54119 - 35.1 350s 45640 37000 359.72416 25 130 - 355.59149 - 35.0 355s 46426 37660 463.88554 139 32 - 355.64590 - 35.0 360s 47221 38345 755.77319 239 14 - 355.65869 - 34.9 365s 47944 38970 481.00892 70 52 - 355.70273 - 35.0 370s 48809 39743 772.93992 256 27 - 355.73234 - 34.9 375s 49425 40239 535.56850 84 9 - 355.76497 - 35.0 380s 50091 40776 471.99185 48 100 - 355.80181 - 35.1 385s 50802 41332 407.20222 49 127 - 355.82231 - 35.1 390s 51510 41918 398.17400 34 99 - 355.87713 - 35.1 395s 52267 42548 465.81206 38 88 - 355.89636 - 35.1 400s 52671 42900 492.49369 70 78 - 355.95589 - 35.3 405s 53550 43609 infeasible 88 - 355.97411 - 35.2 410s 54070 44007 383.38471 42 123 - 355.99776 - 35.4 415s 54764 44603 424.75397 41 78 - 356.03732 - 35.4 420s 55521 45247 419.10919 48 102 - 356.09185 - 35.4 425s 56187 45800 506.67394 74 104 - 356.16154 - 35.4 430s 56794 46175 416.75382 40 88 - 356.19043 - 35.6 435s 57706 46969 367.44311 26 135 - 356.21278 - 35.5 440s 58300 47461 518.86033 83 69 - 356.22874 - 35.6 445s 58886 47902 450.66990 64 74 - 356.25816 - 35.7 450s 59830 48723 498.10176 59 85 - 356.26704 - 35.5 455s 60464 49251 408.38342 35 128 - 356.28736 - 35.6 460s 61081 49738 586.00983 88 96 - 356.29486 - 35.7 465s 61540 50095 558.83919 112 43 - 356.33635 - 35.9 470s 62395 50801 380.96082 39 80 - 356.38788 - 35.8 475s 63142 51434 infeasible 30 - 356.40980 - 35.8 480s 64143 52313 362.42647 25 130 - 356.43044 - 35.6 485s 64804 52858 infeasible 93 - 356.45791 - 35.6 490s 65614 53519 445.54241 58 103 - 356.47379 - 35.6 495s 66342 54093 384.46195 34 110 - 356.50114 - 35.6 500s 66920 54579 441.11337 60 46 - 356.52650 - 35.7 505s 67721 55281 637.40961 174 22 - 356.58252 - 35.7 510s 68589 55954 402.64754 40 86 - 356.63926 - 35.6 515s 69094 56353 394.81991 48 80 - 356.67826 - 35.8 520s 69798 56947 392.47374 44 94 - 356.71174 - 35.8 525s 70729 57830 594.97347 142 35 - 356.72682 - 35.7 530s 71407 58404 536.98738 110 29 - 356.80132 - 35.7 535s 72109 58960 401.50400 39 121 - 356.83910 - 35.7 540s 73097 59818 359.35422 31 136 - 356.85488 - 35.6 545s 73852 60438 471.22044 70 79 - 356.86274 - 35.6 550s 74633 61108 531.50362 126 43 - 356.86946 - 35.6 555s 75558 61821 420.58730 89 90 - 356.90326 - 35.5 560s 76444 62562 infeasible 197 - 356.90377 - 35.5 565s 77420 63325 440.56112 69 63 - 356.92822 - 35.4 570s 78382 64163 413.01003 42 103 - 356.99544 - 35.3 575s 78996 64685 495.65521 54 116 - 357.00000 - 35.4 580s 79913 65444 409.71559 44 110 - 357.03305 - 35.3 585s 80661 66079 658.26160 146 24 - 357.05417 - 35.3 590s 81608 66886 546.33353 172 51 - 357.06727 - 35.2 595s 82286 67422 infeasible 203 - 357.11429 - 35.2 600s 83095 68057 531.91903 111 33 - 357.15643 - 35.2 605s 83937 68816 582.55977 148 30 - 357.17850 - 35.2 610s 84735 69466 567.91928 122 28 - 357.21524 - 35.2 615s 85575 70189 409.20586 45 117 - 357.22389 - 35.2 620s 86527 71037 404.65086 40 115 - 357.25711 - 35.1 625s 87300 71723 543.98790 179 28 - 357.29677 - 35.1 630s 87837 72114 439.49651 56 89 - 357.30557 - 35.3 635s 88658 72811 465.25919 90 30 - 357.31726 - 35.2 640s 89589 73574 483.36697 119 62 - 357.32984 - 35.2 645s 90492 74309 infeasible 178 - 357.36490 - 35.1 650s 91237 74915 689.74376 173 36 - 357.37821 - 35.2 655s 92284 75763 425.33098 45 91 - 357.39717 - 35.0 660s 93140 76454 525.97078 74 68 - 357.43731 - 35.0 665s 93670 76854 492.28290 86 87 - 357.44195 - 35.1 670s 94393 77414 365.04140 31 48 - 357.45635 - 35.1 675s 95161 78101 515.26618 184 33 - 357.45879 - 35.1 680s 96066 78810 infeasible 97 - 357.47298 - 35.1 685s 96764 79354 401.78778 50 93 - 357.48603 - 35.1 690s 97634 80140 539.25338 118 45 - 357.50427 - 35.1 695s 98431 80827 478.34453 70 95 - 357.51831 - 35.1 700s 99104 81358 infeasible 93 - 357.52613 - 35.1 705s 99781 81931 670.00840 164 36 - 357.55104 - 35.1 710s 100551 82538 398.58429 31 71 - 357.58666 - 35.2 715s 101164 83061 435.91402 59 117 - 357.59527 - 35.2 720s 101771 83550 406.70380 71 117 - 357.62066 - 35.3 725s 102333 84013 618.24493 95 39 - 357.63602 - 35.3 730s 103139 84663 398.70713 38 118 - 357.66667 - 35.3 735s 103853 85297 458.35413 87 64 - 357.67909 - 35.3 740s 104591 85895 481.42667 68 119 - 357.70991 - 35.4 745s 105321 86523 691.06387 234 28 - 357.73647 - 35.4 750s 106198 87300 372.34269 31 126 - 357.79641 - 35.3 755s 107103 88060 587.64053 124 50 - 357.80751 - 35.3 760s 107622 88445 550.50610 96 67 - 357.82423 - 35.4 765s 108259 88923 481.28897 68 104 - 357.84297 - 35.5 770s 109201 89756 682.49520 190 45 - 357.88438 - 35.4 775s 110043 90455 570.00000 140 20 - 357.89479 - 35.4 780s 110907 91207 448.70405 58 100 - 357.93329 - 35.3 785s 111928 92097 385.19744 57 117 - 357.96878 - 35.3 790s 112841 92880 480.16444 61 79 - 358.00391 - 35.2 795s 113760 93636 448.15348 35 121 - 358.03703 - 35.2 800s 114578 94324 491.11620 69 103 - 358.04862 - 35.2 805s 115331 94955 407.73634 57 110 - 358.07304 - 35.2 810s 115744 95232 infeasible 66 - 358.08991 - 35.3 815s 116436 95769 633.95599 171 39 - 358.10613 - 35.3 820s 117235 96391 545.25000 139 35 - 358.11342 - 35.3 825s H117564 75391 570.0000000 358.11723 37.2% 35.3 826s 117888 75622 456.91585 81 55 570.00000 358.15920 37.2% 35.3 830s H118024 74653 566.0000000 358.15975 36.7% 35.3 833s 118054 74685 497.32928 66 57 566.00000 358.15975 36.7% 35.3 835s H118078 61133 527.0000000 358.16388 32.0% 35.3 837s H118105 55855 513.0000000 358.16388 30.2% 35.3 840s H118132 53076 506.0000000 358.16388 29.2% 35.3 843s H118159 41030 478.0000000 358.17244 25.1% 35.3 851s H118186 40203 476.0000000 358.17244 24.8% 35.3 856s H118213 39755 475.0000000 358.17336 24.6% 35.3 860s H118268 38851 473.0000000 358.17369 24.3% 35.3 868s 118295 38862 393.86352 38 127 473.00000 358.17401 24.3% 35.3 871s 118322 38875 417.15200 46 112 473.00000 358.17873 24.3% 35.3 876s 118376 38917 387.64881 60 128 473.00000 358.18440 24.3% 35.3 883s 118403 38930 360.33145 27 127 473.00000 358.19156 24.3% 35.3 887s 118430 38957 458.39312 54 111 473.00000 358.19156 24.3% 35.3 890s H118484 38205 471.0000000 358.20285 23.9% 35.4 894s H118511 36554 467.0000000 358.20285 23.3% 35.3 896s 118592 36610 363.66569 27 126 467.00000 358.21396 23.3% 35.4 900s H118620 34093 461.0000000 358.21396 22.3% 35.4 901s H118674 32938 458.0000000 358.21666 21.8% 35.4 904s 118717 32961 cutoff 45 458.00000 358.21905 21.8% 35.4 905s *118869 32571 83 457.0000000 358.23771 21.6% 35.4 906s 119213 32796 379.54722 36 90 457.00000 358.31458 21.6% 35.4 910s 119857 33253 387.97007 34 103 457.00000 358.37624 21.6% 35.5 915s H119911 30102 449.0000000 358.38054 20.2% 35.5 916s 120342 30417 infeasible 42 449.00000 358.39417 20.2% 35.5 920s 120878 30710 378.76896 41 120 449.00000 358.47507 20.2% 35.6 925s 121427 31075 404.89277 35 96 449.00000 358.59149 20.1% 35.6 930s 121940 31361 cutoff 41 449.00000 358.67669 20.1% 35.7 935s 122447 31679 424.93261 56 78 449.00000 358.73834 20.1% 35.7 940s 122938 32018 412.32188 61 92 449.00000 358.79641 20.1% 35.8 945s 123371 32247 431.29890 35 107 449.00000 358.85533 20.1% 35.9 950s 123869 32565 359.04402 32 127 449.00000 358.89184 20.1% 35.9 955s 124367 32885 428.28914 47 121 449.00000 358.92936 20.1% 36.0 960s 124864 33131 439.78763 56 113 449.00000 359.02154 20.0% 36.1 965s 125449 33524 infeasible 43 449.00000 359.07795 20.0% 36.1 970s 125906 33810 427.72928 43 85 449.00000 359.13076 20.0% 36.2 975s 126352 34059 424.00534 39 111 449.00000 359.17963 20.0% 36.3 980s 126910 34433 cutoff 52 449.00000 359.26715 20.0% 36.4 985s 127482 34759 439.85226 58 109 449.00000 359.31636 20.0% 36.4 990s 128020 35101 infeasible 31 449.00000 359.36961 20.0% 36.5 995s 128519 35403 375.27044 34 118 449.00000 359.43857 19.9% 36.5 1000s 129086 35766 436.27320 54 120 449.00000 359.53932 19.9% 36.6 1005s 129621 36096 417.32132 35 112 449.00000 359.64597 19.9% 36.6 1010s 130140 36344 397.94808 38 107 449.00000 359.69799 19.9% 36.7 1015s 130667 36671 429.74666 43 68 449.00000 359.72300 19.9% 36.7 1020s 131201 36974 424.06511 63 102 449.00000 359.78193 19.9% 36.8 1025s 131721 37283 infeasible 39 449.00000 359.84464 19.9% 36.9 1030s 132196 37549 396.68996 47 126 449.00000 359.90247 19.8% 36.9 1035s H132289 31861 436.0000000 359.91078 17.5% 36.9 1038s H132290 30912 434.0000000 359.91078 17.1% 36.9 1039s 132291 30915 373.97325 40 140 434.00000 359.91078 17.1% 36.9 1041s 132293 30917 374.23580 42 130 434.00000 359.91078 17.1% 36.9 1048s 132500 31059 425.23104 47 132 434.00000 359.92889 17.1% 36.9 1050s 132980 31335 423.82062 60 102 434.00000 359.97478 17.1% 37.0 1055s 133505 31541 407.68014 47 104 434.00000 360.02703 17.0% 37.1 1060s 134029 31808 cutoff 55 434.00000 360.07344 17.0% 37.1 1065s 134555 32094 385.56444 34 104 434.00000 360.13866 17.0% 37.2 1070s 135109 32435 403.31571 54 110 434.00000 360.20603 17.0% 37.2 1075s 135616 32689 404.43912 41 111 434.00000 360.24583 17.0% 37.3 1080s 136129 32957 405.56405 48 111 434.00000 360.31900 17.0% 37.4 1085s 136625 33193 421.19385 31 91 434.00000 360.41460 17.0% 37.4 1090s 137167 33497 387.59374 36 127 434.00000 360.46971 16.9% 37.5 1095s 137676 33763 412.28940 29 124 434.00000 360.50631 16.9% 37.5 1100s 138152 33984 386.93207 44 97 434.00000 360.56798 16.9% 37.6 1105s 138597 34194 cutoff 59 434.00000 360.62366 16.9% 37.7 1110s 139070 34445 409.65851 41 89 434.00000 360.73016 16.9% 37.8 1115s 139604 34722 432.03534 34 97 434.00000 360.80798 16.9% 37.8 1120s 140128 34995 cutoff 46 434.00000 360.88851 16.8% 37.9 1125s 140624 35256 426.36191 55 90 434.00000 360.93614 16.8% 37.9 1130s 141135 35535 394.38278 40 109 434.00000 360.99673 16.8% 38.0 1135s 141642 35822 infeasible 54 434.00000 361.05397 16.8% 38.1 1140s 142161 36100 430.65237 58 92 434.00000 361.10224 16.8% 38.1 1145s 142763 36425 382.73871 41 123 434.00000 361.14670 16.8% 38.1 1150s 143222 36608 cutoff 37 434.00000 361.18827 16.8% 38.2 1155s 143665 36818 421.40761 46 102 434.00000 361.25475 16.8% 38.3 1160s 144199 37127 413.75734 38 128 434.00000 361.30356 16.8% 38.3 1165s 144727 37422 422.59332 50 83 434.00000 361.34886 16.7% 38.4 1170s 145252 37665 cutoff 63 434.00000 361.39582 16.7% 38.4 1175s 145721 37888 cutoff 53 434.00000 361.47736 16.7% 38.5 1180s 146230 38156 403.76260 50 86 434.00000 361.53772 16.7% 38.6 1185s 146706 38408 infeasible 47 434.00000 361.59143 16.7% 38.6 1190s 147241 38717 431.54781 61 114 434.00000 361.66618 16.7% 38.7 1195s 147748 38981 375.24493 37 121 434.00000 361.71613 16.7% 38.7 1200s 148274 39300 407.43968 47 140 434.00000 361.75124 16.6% 38.8 1205s 148828 39604 380.20352 38 118 434.00000 361.82735 16.6% 38.8 1210s 149405 39909 383.81064 42 111 434.00000 361.85572 16.6% 38.8 1215s 149913 40169 387.12802 43 110 434.00000 361.92898 16.6% 38.9 1220s 150431 40432 cutoff 48 434.00000 361.98174 16.6% 38.9 1225s 150988 40709 413.50000 61 72 434.00000 362.03459 16.6% 39.0 1230s 151544 40976 391.32280 42 100 434.00000 362.08103 16.6% 39.0 1235s 152096 41217 365.91531 30 135 434.00000 362.14492 16.6% 39.1 1240s 152564 41436 368.69820 40 132 434.00000 362.19981 16.5% 39.1 1245s 153060 41672 420.19564 37 112 434.00000 362.25816 16.5% 39.2 1250s 153510 41897 390.30945 37 108 434.00000 362.29961 16.5% 39.2 1255s 153997 42168 cutoff 53 434.00000 362.34123 16.5% 39.3 1260s 154490 42416 cutoff 51 434.00000 362.37922 16.5% 39.4 1265s 154959 42649 418.74828 48 107 434.00000 362.43421 16.5% 39.4 1270s 155454 42867 378.53357 31 119 434.00000 362.49452 16.5% 39.5 1275s 155975 43149 373.66667 30 119 434.00000 362.54711 16.5% 39.5 1280s 156541 43441 cutoff 36 434.00000 362.59149 16.5% 39.5 1285s 157018 43705 426.80444 54 87 434.00000 362.62892 16.4% 39.6 1290s 157549 43966 385.75206 30 126 434.00000 362.68214 16.4% 39.6 1295s 158087 44267 372.36025 40 110 434.00000 362.74042 16.4% 39.7 1300s 158672 44576 392.72034 44 128 434.00000 362.80269 16.4% 39.7 1305s 159236 44861 412.67537 47 112 434.00000 362.86896 16.4% 39.7 1310s 159814 45139 infeasible 56 434.00000 362.90861 16.4% 39.8 1315s 160355 45408 422.12776 42 58 434.00000 362.96200 16.4% 39.8 1320s 160801 45630 cutoff 39 434.00000 362.99208 16.4% 39.9 1325s 161301 45838 403.71857 28 88 434.00000 363.03697 16.4% 39.9 1330s 161761 46051 infeasible 38 434.00000 363.08537 16.3% 40.0 1335s 162234 46272 407.47600 36 112 434.00000 363.12688 16.3% 40.0 1340s 162758 46523 cutoff 58 434.00000 363.19544 16.3% 40.1 1345s 163236 46775 412.65136 38 107 434.00000 363.24053 16.3% 40.1 1350s 163760 47074 431.75863 40 95 434.00000 363.27023 16.3% 40.1 1355s 164262 47313 cutoff 34 434.00000 363.31520 16.3% 40.2 1360s 164755 47510 402.37635 49 75 434.00000 363.34716 16.3% 40.2 1365s 165315 47805 418.25083 43 97 434.00000 363.40048 16.3% 40.3 1370s 165870 48079 374.53255 35 107 434.00000 363.43122 16.3% 40.3 1375s 166250 48269 372.39753 34 113 434.00000 363.47689 16.2% 40.3 1382s 166490 48389 cutoff 42 434.00000 363.49093 16.2% 40.3 1385s 166992 48617 415.72226 53 105 434.00000 363.56453 16.2% 40.4 1390s 167508 48896 419.64937 55 114 434.00000 363.61098 16.2% 40.4 1395s 168098 49224 384.92759 32 136 434.00000 363.63169 16.2% 40.5 1400s 168588 49429 400.51137 32 116 434.00000 363.67279 16.2% 40.5 1405s 169020 49650 395.91457 40 99 434.00000 363.69794 16.2% 40.6 1410s 169546 49925 390.11663 36 84 434.00000 363.74217 16.2% 40.6 1415s 170055 50162 423.08020 47 103 434.00000 363.78855 16.2% 40.7 1420s 170579 50426 405.44363 67 93 434.00000 363.82734 16.2% 40.7 1425s 171091 50689 423.44923 55 76 434.00000 363.85099 16.2% 40.7 1430s 171577 50943 387.36952 43 103 434.00000 363.88703 16.2% 40.8 1435s 172070 51150 383.09360 34 109 434.00000 363.92795 16.1% 40.8 1440s 172605 51400 401.34725 41 124 434.00000 363.96996 16.1% 40.9 1445s 173116 51660 372.15483 25 117 434.00000 364.03547 16.1% 40.9 1450s 173586 51881 419.76680 50 107 434.00000 364.06664 16.1% 40.9 1455s 174085 52152 423.37729 63 99 434.00000 364.09359 16.1% 41.0 1460s 174595 52383 380.93103 32 131 434.00000 364.14057 16.1% 41.0 1465s 175129 52649 432.14063 37 96 434.00000 364.17474 16.1% 41.1 1470s 175670 52944 400.69984 41 128 434.00000 364.21156 16.1% 41.1 1475s 176179 53199 424.61909 46 102 434.00000 364.24559 16.1% 41.1 1480s 176632 53364 420.01206 54 113 434.00000 364.30366 16.1% 41.2 1485s 177213 53718 cutoff 43 434.00000 364.32274 16.1% 41.2 1490s 177760 54007 392.37066 34 101 434.00000 364.36162 16.0% 41.2 1495s 178340 54282 389.89698 36 94 434.00000 364.39915 16.0% 41.3 1500s 178898 54558 401.20662 30 56 434.00000 364.44311 16.0% 41.3 1505s 179461 54862 infeasible 44 434.00000 364.46575 16.0% 41.3 1510s 179999 55124 385.60243 33 115 434.00000 364.52604 16.0% 41.3 1515s 180451 55282 cutoff 45 434.00000 364.57062 16.0% 41.4 1520s 181005 55600 369.97378 33 127 434.00000 364.61152 16.0% 41.4 1525s 181537 55886 372.60796 44 139 434.00000 364.67026 16.0% 41.5 1530s 182077 56211 421.44258 51 93 434.00000 364.70523 16.0% 41.5 1535s 182622 56452 428.73465 52 113 434.00000 364.75131 16.0% 41.5 1540s 183111 56636 377.07767 39 126 434.00000 364.78654 15.9% 41.6 1545s 183660 56933 369.75295 31 125 434.00000 364.82323 15.9% 41.6 1550s 184144 57179 373.16524 42 112 434.00000 364.85120 15.9% 41.6 1555s 184682 57488 408.76743 45 107 434.00000 364.87844 15.9% 41.6 1560s 185130 57670 419.98850 48 106 434.00000 364.91427 15.9% 41.7 1565s 185649 57882 infeasible 41 434.00000 364.95964 15.9% 41.7 1570s 186246 58271 395.39101 33 104 434.00000 364.99395 15.9% 41.7 1575s 186738 58512 381.20636 31 119 434.00000 365.03606 15.9% 41.8 1580s 187223 58726 401.56442 38 101 434.00000 365.09423 15.9% 41.8 1585s 187745 58971 412.61796 29 114 434.00000 365.12645 15.9% 41.9 1590s 188254 59216 369.18461 40 140 434.00000 365.16915 15.9% 41.9 1595s 188810 59459 390.07953 36 91 434.00000 365.20788 15.9% 41.9 1600s 189360 59706 370.80560 28 127 434.00000 365.25171 15.8% 42.0 1605s 189887 59974 387.62500 46 103 434.00000 365.28588 15.8% 42.0 1610s 190455 60262 cutoff 43 434.00000 365.31831 15.8% 42.0 1615s 191015 60538 411.22360 37 98 434.00000 365.35565 15.8% 42.0 1620s 191578 60814 424.98588 33 110 434.00000 365.38284 15.8% 42.1 1625s 192085 61042 cutoff 44 434.00000 365.42225 15.8% 42.1 1630s 192623 61291 427.69927 48 68 434.00000 365.45598 15.8% 42.1 1635s 193161 61560 411.06723 55 117 434.00000 365.48911 15.8% 42.1 1640s H193311 60002 431.0000000 365.50556 15.2% 42.1 1641s H193312 59354 430.0000000 365.50556 15.0% 42.1 1645s 193762 59536 396.91509 45 109 430.00000 365.55068 15.0% 42.2 1650s 194248 59765 cutoff 61 430.00000 365.58881 15.0% 42.2 1655s 194729 59964 cutoff 41 430.00000 365.61418 15.0% 42.3 1660s H195165 54463 423.0000000 365.66250 13.6% 42.3 1667s 195447 54595 392.22864 33 116 423.00000 365.67916 13.6% 42.3 1670s 195944 54813 cutoff 42 423.00000 365.71805 13.5% 42.4 1675s 196406 54976 cutoff 37 423.00000 365.74925 13.5% 42.4 1680s 196924 55204 cutoff 38 423.00000 365.78439 13.5% 42.4 1685s 197460 55448 413.62385 48 103 423.00000 365.81674 13.5% 42.5 1690s 198006 55631 366.00881 28 127 423.00000 365.86674 13.5% 42.5 1695s 198425 55774 409.17130 33 114 423.00000 365.90935 13.5% 42.5 1700s 198948 55951 376.63985 33 113 423.00000 365.98235 13.5% 42.6 1705s 199451 56173 390.18536 38 126 423.00000 366.01760 13.5% 42.6 1710s 199968 56386 cutoff 33 423.00000 366.05079 13.5% 42.6 1715s 200507 56595 infeasible 44 423.00000 366.08964 13.5% 42.7 1720s 201068 56828 371.35395 36 108 423.00000 366.13626 13.4% 42.7 1725s 201581 57047 402.75697 43 112 423.00000 366.16146 13.4% 42.7 1730s 202046 57236 410.00000 32 107 423.00000 366.19553 13.4% 42.8 1737s 202255 57296 366.43665 35 126 423.00000 366.21239 13.4% 42.8 1740s 202798 57575 cutoff 54 423.00000 366.24782 13.4% 42.8 1745s 203291 57764 cutoff 30 423.00000 366.28633 13.4% 42.9 1750s 203798 57942 389.68744 42 123 423.00000 366.33418 13.4% 42.9 1755s 204297 58168 410.07381 57 117 423.00000 366.38293 13.4% 42.9 1760s 204856 58381 413.91445 53 78 423.00000 366.41739 13.4% 42.9 1765s 205391 58594 368.34647 34 122 423.00000 366.45170 13.4% 43.0 1770s 205942 58806 cutoff 49 423.00000 366.48051 13.4% 43.0 1775s 206399 59001 412.79027 32 120 423.00000 366.51327 13.4% 43.0 1780s 206901 59225 413.74107 65 49 423.00000 366.55524 13.3% 43.1 1785s 207455 59456 372.80690 30 131 423.00000 366.59149 13.3% 43.1 1790s 207878 59626 410.39860 35 71 423.00000 366.62060 13.3% 43.1 1795s 208401 59856 403.00000 41 52 423.00000 366.64475 13.3% 43.2 1800s 208909 60067 416.00734 41 117 423.00000 366.66592 13.3% 43.2 1805s 209292 60205 393.75044 40 85 423.00000 366.70992 13.3% 43.2 1811s 209706 60338 385.94502 35 94 423.00000 366.74254 13.3% 43.2 1815s 210241 60583 398.02800 39 121 423.00000 366.77879 13.3% 43.3 1820s 210735 60788 infeasible 37 423.00000 366.81535 13.3% 43.3 1825s 211293 61016 401.88162 49 111 423.00000 366.86444 13.3% 43.3 1830s 211770 61212 390.84355 36 100 423.00000 366.89479 13.3% 43.4 1835s 212242 61350 371.80282 32 121 423.00000 366.93291 13.3% 43.4 1840s 212752 61573 418.12312 33 93 423.00000 366.97319 13.2% 43.4 1845s 213243 61739 395.11259 53 124 423.00000 367.01508 13.2% 43.5 1850s 213732 61944 404.02077 38 97 423.00000 367.04957 13.2% 43.5 1855s 214258 62128 cutoff 50 423.00000 367.08260 13.2% 43.5 1860s 214751 62307 cutoff 44 423.00000 367.11586 13.2% 43.6 1865s 215279 62519 405.76476 35 113 423.00000 367.14959 13.2% 43.6 1870s 215769 62672 411.79296 41 132 423.00000 367.18524 13.2% 43.6 1875s 216272 62820 418.69755 33 104 423.00000 367.23016 13.2% 43.7 1880s 216834 63061 410.32469 48 107 423.00000 367.25369 13.2% 43.7 1885s 217429 63285 387.43325 48 112 423.00000 367.28805 13.2% 43.7 1890s 217887 63456 398.55294 48 118 423.00000 367.31352 13.2% 43.7 1895s 218417 63646 375.13220 40 136 423.00000 367.35578 13.2% 43.7 1900s 218940 63882 cutoff 37 423.00000 367.37763 13.1% 43.8 1905s 219540 64113 406.75665 37 118 423.00000 367.41221 13.1% 43.8 1910s 220068 64348 infeasible 42 423.00000 367.44135 13.1% 43.8 1915s 220614 64540 386.32172 36 105 423.00000 367.48303 13.1% 43.8 1920s 221114 64736 413.38224 41 95 423.00000 367.51316 13.1% 43.9 1925s 221652 64923 368.87495 28 75 423.00000 367.54048 13.1% 43.9 1930s 222198 65110 416.00000 48 75 423.00000 367.56693 13.1% 43.9 1935s 222667 65295 385.66698 34 114 423.00000 367.60132 13.1% 44.0 1940s 223194 65490 infeasible 35 423.00000 367.64220 13.1% 44.0 1945s 223766 65746 386.95247 44 133 423.00000 367.66801 13.1% 44.0 1950s 224275 65946 379.55734 28 130 423.00000 367.69271 13.1% 44.0 1955s 224774 66139 417.13583 44 94 423.00000 367.71583 13.1% 44.0 1960s 225159 66309 374.53744 35 130 423.00000 367.73396 13.1% 44.1 1967s 225441 66446 389.01710 37 118 423.00000 367.74880 13.1% 44.1 1970s 225950 66582 414.26702 36 111 423.00000 367.78047 13.1% 44.1 1975s 226513 66785 414.76259 30 100 423.00000 367.83053 13.0% 44.1 1980s 227038 66964 381.82297 43 125 423.00000 367.86047 13.0% 44.2 1985s 227566 67184 cutoff 45 423.00000 367.89816 13.0% 44.2 1990s 228097 67358 395.27202 46 116 423.00000 367.93513 13.0% 44.2 1995s 228540 67490 387.66248 39 108 423.00000 367.96199 13.0% 44.2 2000s 229042 67669 369.82233 30 99 423.00000 368.00356 13.0% 44.3 2005s 229609 67817 377.89573 47 124 423.00000 368.04723 13.0% 44.3 2010s 230143 67986 379.03641 30 132 423.00000 368.08073 13.0% 44.3 2015s 230576 68135 406.75043 44 122 423.00000 368.10381 13.0% 44.4 2020s 231142 68322 380.27264 33 120 423.00000 368.13693 13.0% 44.4 2025s 231627 68551 395.59754 40 113 423.00000 368.16166 13.0% 44.4 2030s 232171 68726 375.28868 39 118 423.00000 368.20347 13.0% 44.4 2035s 232703 68948 371.16585 36 118 423.00000 368.24741 12.9% 44.4 2040s 233189 69116 375.24638 28 86 423.00000 368.27854 12.9% 44.5 2045s 233775 69317 370.65190 33 107 423.00000 368.30352 12.9% 44.5 2050s 234359 69549 infeasible 51 423.00000 368.33106 12.9% 44.5 2055s 234731 69695 375.77456 43 128 423.00000 368.34624 12.9% 44.5 2061s 235046 69806 cutoff 39 423.00000 368.36145 12.9% 44.5 2065s 235591 70013 390.15576 41 102 423.00000 368.40333 12.9% 44.6 2070s 236123 70275 infeasible 46 423.00000 368.42384 12.9% 44.6 2075s 236633 70470 cutoff 41 423.00000 368.44888 12.9% 44.6 2080s 237140 70669 cutoff 31 423.00000 368.48138 12.9% 44.6 2085s 237650 70826 382.98066 35 108 423.00000 368.50611 12.9% 44.7 2090s 238142 70975 infeasible 37 423.00000 368.52848 12.9% 44.7 2095s 238672 71158 378.98576 29 132 423.00000 368.55521 12.9% 44.7 2100s 239155 71369 infeasible 56 423.00000 368.57790 12.9% 44.8 2105s 239632 71546 410.24663 50 90 423.00000 368.59722 12.9% 44.8 2110s 240172 71754 413.91969 44 96 423.00000 368.63038 12.9% 44.8 2115s 240380 71818 370.41657 36 128 423.00000 368.65664 12.8% 44.8 2120s 240572 71856 384.67878 30 116 423.00000 368.67397 12.8% 44.8 2125s 241130 72056 372.09629 41 122 423.00000 368.70700 12.8% 44.9 2130s 241697 72298 370.36719 31 138 423.00000 368.74500 12.8% 44.9 2135s 242273 72563 375.60106 36 119 423.00000 368.77778 12.8% 44.9 2140s 242716 72694 402.39310 41 123 423.00000 368.80346 12.8% 44.9 2145s 243208 72878 387.10188 38 104 423.00000 368.83719 12.8% 45.0 2150s 243747 73120 infeasible 40 423.00000 368.87053 12.8% 45.0 2155s 244237 73267 infeasible 38 423.00000 368.89708 12.8% 45.0 2160s 244823 73471 369.59442 32 134 423.00000 368.92565 12.8% 45.0 2165s 245405 73786 385.37365 38 117 423.00000 368.94883 12.8% 45.0 2170s 245968 74008 infeasible 40 423.00000 368.96423 12.8% 45.0 2175s 246563 74250 406.14937 24 126 423.00000 368.99236 12.8% 45.0 2180s 247087 74465 409.00000 39 62 423.00000 369.01569 12.8% 45.1 2185s 247566 74648 392.85145 38 124 423.00000 369.04530 12.8% 45.1 2190s 247994 74761 390.56182 42 106 423.00000 369.06961 12.7% 45.1 2195s 248513 74951 385.28977 38 82 423.00000 369.09028 12.7% 45.1 2200s 249062 75175 397.36751 39 87 423.00000 369.12064 12.7% 45.2 2205s 249608 75395 397.34214 45 105 423.00000 369.15620 12.7% 45.2 2210s 249931 75492 400.07478 56 98 423.00000 369.18980 12.7% 45.2 2215s 250446 75671 cutoff 37 423.00000 369.22468 12.7% 45.2 2220s 251035 75902 415.56502 52 123 423.00000 369.26484 12.7% 45.2 2225s 251514 76072 381.49232 39 131 423.00000 369.28206 12.7% 45.3 2230s 252050 76296 infeasible 44 423.00000 369.30871 12.7% 45.3 2235s 252562 76472 370.20280 34 125 423.00000 369.33214 12.7% 45.3 2240s 253090 76682 379.85260 39 121 423.00000 369.35044 12.7% 45.3 2245s 253595 76894 386.12459 37 112 423.00000 369.37505 12.7% 45.3 2250s 254113 77070 404.85751 48 125 423.00000 369.40855 12.7% 45.4 2255s 254682 77276 cutoff 44 423.00000 369.44202 12.7% 45.4 2260s 255203 77454 cutoff 41 423.00000 369.46669 12.7% 45.4 2265s 255346 77475 376.19244 39 113 423.00000 369.47637 12.7% 45.4 2270s 255860 77643 405.60150 35 99 423.00000 369.50506 12.6% 45.4 2275s 256358 77778 infeasible 39 423.00000 369.52906 12.6% 45.5 2280s 256892 78013 389.53619 34 134 423.00000 369.55597 12.6% 45.5 2285s 257411 78200 cutoff 41 423.00000 369.57522 12.6% 45.5 2290s 257938 78414 cutoff 42 423.00000 369.61192 12.6% 45.5 2295s 258429 78580 infeasible 34 423.00000 369.64464 12.6% 45.5 2300s 258960 78758 cutoff 56 423.00000 369.67255 12.6% 45.6 2305s 259472 78960 375.65660 40 112 423.00000 369.69772 12.6% 45.6 2310s 259969 79133 405.21908 50 110 423.00000 369.72320 12.6% 45.6 2315s 260355 79285 cutoff 30 423.00000 369.73719 12.6% 45.6 2320s 260919 79499 cutoff 38 423.00000 369.76041 12.6% 45.6 2325s 261464 79689 cutoff 40 423.00000 369.78125 12.6% 45.6 2330s 262051 79915 372.95312 36 117 423.00000 369.80645 12.6% 45.6 2335s 262584 80145 374.41824 32 130 423.00000 369.83420 12.6% 45.7 2340s 263086 80296 cutoff 37 423.00000 369.85473 12.6% 45.7 2345s 263674 80513 380.31254 38 112 423.00000 369.88994 12.6% 45.7 2350s 264154 80639 370.16918 39 124 423.00000 369.93138 12.5% 45.7 2355s 264674 80828 377.29360 40 105 423.00000 369.95517 12.5% 45.7 2360s 265139 80976 372.05933 35 95 423.00000 369.98587 12.5% 45.8 2365s 265659 81169 385.17750 33 111 423.00000 370.00939 12.5% 45.8 2370s 266229 81435 cutoff 53 423.00000 370.03647 12.5% 45.8 2375s 266753 81624 387.35435 41 134 423.00000 370.06924 12.5% 45.8 2380s 267259 81778 infeasible 43 423.00000 370.08797 12.5% 45.8 2385s 267766 81944 411.66101 53 120 423.00000 370.11213 12.5% 45.8 2390s 268205 82058 403.77071 47 120 423.00000 370.14774 12.5% 45.9 2395s 268639 82172 409.96381 35 114 423.00000 370.16788 12.5% 45.9 2400s 269208 82330 390.41868 41 64 423.00000 370.19469 12.5% 45.9 2405s 269756 82516 412.27529 42 118 423.00000 370.23020 12.5% 45.9 2410s 270243 82651 403.63974 34 101 423.00000 370.25007 12.5% 45.9 2415s 270549 82794 405.90937 36 120 423.00000 370.26038 12.5% 45.9 2420s 271082 82996 infeasible 30 423.00000 370.28357 12.5% 46.0 2425s 271630 83170 402.18949 43 115 423.00000 370.31412 12.5% 46.0 2430s 272127 83348 cutoff 42 423.00000 370.34158 12.4% 46.0 2435s 272622 83517 cutoff 39 423.00000 370.36850 12.4% 46.0 2440s 273146 83753 infeasible 52 423.00000 370.39272 12.4% 46.0 2445s 273537 83855 cutoff 41 423.00000 370.41243 12.4% 46.0 2450s 274063 84087 404.02513 46 115 423.00000 370.43415 12.4% 46.0 2455s 274588 84256 400.74116 30 109 423.00000 370.45738 12.4% 46.0 2460s 275141 84465 374.26317 36 135 423.00000 370.48101 12.4% 46.1 2465s 275605 84605 cutoff 42 423.00000 370.51083 12.4% 46.1 2470s 276169 84850 388.12961 41 120 423.00000 370.51916 12.4% 46.1 2475s 276692 84962 400.05324 39 92 423.00000 370.56692 12.4% 46.1 2480s 277254 85166 418.26598 42 101 423.00000 370.59481 12.4% 46.1 2485s 277763 85334 388.68710 38 120 423.00000 370.61708 12.4% 46.1 2490s 278147 85458 405.49520 46 104 423.00000 370.62937 12.4% 46.2 2495s 278653 85601 394.17010 35 99 423.00000 370.65892 12.4% 46.2 2500s 279186 85820 419.26072 40 99 423.00000 370.67590 12.4% 46.2 2505s 279762 86026 393.25490 40 114 423.00000 370.69689 12.4% 46.2 2510s 280320 86252 408.15888 27 86 423.00000 370.72732 12.4% 46.2 2515s 280851 86431 391.99266 40 103 423.00000 370.75410 12.4% 46.2 2520s 281406 86629 413.05625 36 118 423.00000 370.77914 12.3% 46.2 2525s 281973 86850 cutoff 35 423.00000 370.81187 12.3% 46.2 2530s 282488 87062 cutoff 44 423.00000 370.84020 12.3% 46.3 2535s 282958 87219 399.86408 39 117 423.00000 370.86141 12.3% 46.3 2540s 283342 87351 infeasible 45 423.00000 370.87922 12.3% 46.3 2545s 283893 87561 401.71459 36 123 423.00000 370.89874 12.3% 46.3 2550s 284485 87823 405.80076 35 93 423.00000 370.92493 12.3% 46.3 2555s 285092 88082 cutoff 34 423.00000 370.95263 12.3% 46.3 2560s 285641 88285 394.70589 39 111 423.00000 370.97542 12.3% 46.3 2565s 286163 88495 cutoff 40 423.00000 371.00901 12.3% 46.3 2570s 286698 88712 379.21191 48 121 423.00000 371.02292 12.3% 46.3 2575s 287021 88810 371.04183 41 125 423.00000 371.04183 12.3% 46.3 2580s 287498 88942 cutoff 32 423.00000 371.05918 12.3% 46.4 2585s 288015 89126 421.27491 41 121 423.00000 371.08486 12.3% 46.4 2590s 288569 89313 411.29780 36 107 423.00000 371.11152 12.3% 46.4 2595s 289120 89494 416.83361 34 110 423.00000 371.13061 12.3% 46.4 2600s 289672 89706 388.43277 35 117 423.00000 371.15886 12.3% 46.4 2605s 290244 89938 cutoff 45 423.00000 371.18524 12.2% 46.4 2610s *290675 88906 65 422.0000000 371.21320 12.0% 46.4 2614s 290678 88904 375.05807 27 121 422.00000 371.21356 12.0% 46.4 2615s H290705 87742 421.0000000 371.21417 11.8% 46.4 2617s 290789 87785 380.55875 30 127 421.00000 371.22025 11.8% 46.4 2620s H290816 86553 420.0000000 371.22048 11.6% 46.4 2622s 290922 86585 382.33888 38 111 420.00000 371.22309 11.6% 46.5 2625s 291363 86713 398.19696 39 114 420.00000 371.24571 11.6% 46.5 2630s 291763 86831 386.61992 31 119 420.00000 371.26351 11.6% 46.5 2635s 292285 87005 376.34761 36 123 420.00000 371.28771 11.6% 46.5 2640s 292830 87194 376.06299 37 130 420.00000 371.31504 11.6% 46.5 2645s 293398 87362 infeasible 37 420.00000 371.33674 11.6% 46.5 2650s 293885 87559 389.97831 40 120 420.00000 371.35393 11.6% 46.5 2655s 294406 87710 394.72501 34 119 420.00000 371.38784 11.6% 46.5 2660s 294829 87869 409.57924 49 121 420.00000 371.40418 11.6% 46.5 2665s 295336 88024 376.08356 41 113 420.00000 371.43170 11.6% 46.6 2670s 295818 88173 417.43176 37 127 420.00000 371.46548 11.6% 46.6 2675s 296294 88313 394.14200 30 112 420.00000 371.49388 11.5% 46.6 2680s 296801 88485 387.06872 41 131 420.00000 371.51115 11.5% 46.6 2685s 297330 88671 392.27504 39 95 420.00000 371.53315 11.5% 46.6 2690s 297777 88850 infeasible 65 420.00000 371.55597 11.5% 46.6 2695s 298274 88989 infeasible 40 420.00000 371.57983 11.5% 46.7 2700s 298695 89154 407.53125 48 77 420.00000 371.59579 11.5% 46.7 2705s 299308 89394 375.46296 41 115 420.00000 371.62504 11.5% 46.7 2710s 299793 89606 383.09984 31 130 420.00000 371.64419 11.5% 46.7 2715s 300344 89823 378.50765 32 129 420.00000 371.67211 11.5% 46.7 2720s 300890 89986 371.73393 48 112 420.00000 371.70023 11.5% 46.7 2725s 301420 90185 384.10047 34 133 420.00000 371.73258 11.5% 46.7 2730s 302008 90393 414.87792 64 112 420.00000 371.76622 11.5% 46.7 2735s 302554 90582 403.05721 50 117 420.00000 371.78742 11.5% 46.7 2740s 303142 90791 398.31056 39 126 420.00000 371.80991 11.5% 46.7 2745s 303375 90834 394.97930 44 107 420.00000 371.82365 11.5% 46.7 2750s 303977 91110 415.83377 38 73 420.00000 371.83754 11.5% 46.7 2755s 304531 91255 infeasible 34 420.00000 371.87672 11.5% 46.8 2760s 305011 91408 380.45880 42 107 420.00000 371.89955 11.5% 46.8 2765s 305526 91577 383.99775 38 117 420.00000 371.91591 11.4% 46.8 2770s 306068 91749 cutoff 58 420.00000 371.94813 11.4% 46.8 2775s 306524 91876 407.31772 39 73 420.00000 371.97462 11.4% 46.8 2780s 307067 92037 infeasible 46 420.00000 371.99493 11.4% 46.8 2785s 307592 92227 404.26071 50 98 420.00000 372.01040 11.4% 46.9 2790s 308202 92454 cutoff 43 420.00000 372.03921 11.4% 46.9 2795s 308745 92602 405.59942 36 132 420.00000 372.06479 11.4% 46.9 2800s 309285 92753 376.84907 38 130 420.00000 372.08937 11.4% 46.9 2805s 309880 92974 418.74535 47 87 420.00000 372.11102 11.4% 46.9 2810s 310448 93156 408.47663 34 118 420.00000 372.14649 11.4% 46.9 2815s 310856 93252 cutoff 74 420.00000 372.17027 11.4% 46.9 2820s 311445 93444 402.74116 31 107 420.00000 372.19483 11.4% 46.9 2825s 311996 93610 378.96146 35 128 420.00000 372.22138 11.4% 46.9 2830s 312551 93803 379.16865 33 117 420.00000 372.24880 11.4% 46.9 2835s 313117 94045 cutoff 47 420.00000 372.27096 11.4% 46.9 2840s 313747 94237 infeasible 41 420.00000 372.28820 11.4% 46.9 2845s 314355 94498 cutoff 40 420.00000 372.31219 11.4% 46.9 2850s 314909 94658 410.55379 77 66 420.00000 372.33654 11.3% 47.0 2855s 315429 94805 378.73622 33 114 420.00000 372.35717 11.3% 47.0 2860s 316012 95022 402.52081 61 136 420.00000 372.38193 11.3% 47.0 2865s 316488 95209 cutoff 41 420.00000 372.39418 11.3% 47.0 2870s 317046 95390 397.98542 40 95 420.00000 372.42059 11.3% 47.0 2875s 317602 95584 395.16779 40 106 420.00000 372.44359 11.3% 47.0 2880s 318195 95818 cutoff 55 420.00000 372.46247 11.3% 47.0 2885s 318744 95972 397.34207 57 115 420.00000 372.48495 11.3% 47.0 2890s 319288 96139 404.53196 34 108 420.00000 372.51161 11.3% 47.0 2895s 319894 96393 417.20044 35 118 420.00000 372.52732 11.3% 47.0 2900s 320444 96558 390.92434 42 127 420.00000 372.54895 11.3% 47.0 2905s 320896 96689 411.88934 49 128 420.00000 372.56415 11.3% 47.0 2910s 321423 96848 416.01469 32 106 420.00000 372.58410 11.3% 47.1 2915s 321938 97017 cutoff 46 420.00000 372.60409 11.3% 47.1 2920s 322489 97251 411.34735 44 94 420.00000 372.62724 11.3% 47.1 2925s 322947 97401 410.18467 33 109 420.00000 372.64643 11.3% 47.1 2930s 323514 97593 377.39916 47 115 420.00000 372.66581 11.3% 47.1 2935s 324090 97808 390.62221 44 105 420.00000 372.69342 11.3% 47.1 2940s 324592 97953 387.36917 36 105 420.00000 372.72542 11.3% 47.1 2945s 325193 98147 399.47242 46 126 420.00000 372.74989 11.3% 47.1 2950s 325659 98266 infeasible 36 420.00000 372.76684 11.2% 47.1 2955s 326075 98359 cutoff 43 420.00000 372.78013 11.2% 47.1 2960s 326495 98448 infeasible 33 420.00000 372.79902 11.2% 47.2 2965s 326976 98604 381.87178 30 113 420.00000 372.81177 11.2% 47.2 2970s 327392 98740 402.24970 50 111 420.00000 372.83019 11.2% 47.2 2975s H327499 79093 410.0000000 372.83215 9.07% 47.2 2976s 327601 79128 402.17826 41 72 410.00000 372.83447 9.06% 47.2 3009s 327603 79129 391.89546 38 83 410.00000 372.83447 9.06% 47.2 3012s 327610 79134 402.17826 41 164 410.00000 372.83447 9.06% 47.2 3015s 327856 79245 374.12526 50 123 410.00000 372.83447 9.06% 47.2 3020s 328470 79405 408.03573 41 94 410.00000 372.83447 9.06% 47.2 3025s 329024 79537 379.65394 45 121 410.00000 372.83447 9.06% 47.2 3030s 329625 79672 397.85548 63 101 410.00000 372.83447 9.06% 47.2 3035s 330225 79795 380.53104 40 116 410.00000 372.83447 9.06% 47.3 3040s 330887 79930 infeasible 50 410.00000 372.83447 9.06% 47.3 3045s 331303 79979 394.42706 43 127 410.00000 372.83447 9.06% 47.3 3050s 331850 80026 403.90610 42 97 410.00000 372.83447 9.06% 47.3 3055s 332412 80065 372.83447 34 120 410.00000 372.83447 9.06% 47.3 3060s 332969 80138 372.83447 40 123 410.00000 372.83447 9.06% 47.3 3065s 333553 80238 372.83447 43 142 410.00000 372.83447 9.06% 47.3 3070s 334157 80318 377.43662 48 118 410.00000 372.83447 9.06% 47.4 3075s 334484 80329 376.86458 45 131 410.00000 372.83447 9.06% 47.4 3080s 334995 80363 387.95968 37 121 410.00000 372.83447 9.06% 47.4 3085s 335591 80383 407.68773 49 113 410.00000 372.83447 9.06% 47.4 3090s 336278 80427 372.83447 35 127 410.00000 372.83447 9.06% 47.4 3095s 336788 80425 384.41225 47 121 410.00000 372.83447 9.06% 47.4 3100s 337267 80452 408.54041 45 100 410.00000 372.83447 9.06% 47.5 3105s 337827 80471 cutoff 44 410.00000 372.83447 9.06% 47.5 3110s 338467 80507 372.83447 46 106 410.00000 372.83447 9.06% 47.5 3115s 339039 80574 infeasible 42 410.00000 372.83447 9.06% 47.5 3120s 339614 80593 381.37898 52 101 410.00000 372.83447 9.06% 47.5 3125s 339998 80599 406.10220 43 107 410.00000 372.83447 9.06% 47.5 3130s 340578 80597 408.19164 54 92 410.00000 372.83447 9.06% 47.6 3135s 341135 80630 379.79175 48 131 410.00000 372.83447 9.06% 47.6 3140s 341691 80706 cutoff 50 410.00000 372.83447 9.06% 47.6 3145s 341938 80715 382.92891 55 120 410.00000 372.83447 9.06% 47.6 3150s 342519 80769 372.83447 48 110 410.00000 372.83447 9.06% 47.6 3155s 343048 80792 399.39859 44 105 410.00000 372.83447 9.06% 47.7 3160s 343644 80866 372.83447 48 110 410.00000 372.83447 9.06% 47.7 3165s 344198 80886 cutoff 43 410.00000 372.83447 9.06% 47.7 3170s 344779 80883 cutoff 49 410.00000 372.83447 9.06% 47.7 3175s 345396 80912 393.64991 48 104 410.00000 372.83447 9.06% 47.7 3180s 345912 80933 403.22626 53 102 410.00000 372.83447 9.06% 47.8 3185s 346485 80950 373.38604 40 120 410.00000 372.83447 9.06% 47.8 3190s 347065 80958 391.67492 50 105 410.00000 372.83447 9.06% 47.8 3195s 347574 81055 402.63325 52 109 410.00000 372.83447 9.06% 47.8 3200s 348213 81070 372.83447 39 121 410.00000 372.83447 9.06% 47.8 3205s 348754 81064 384.94929 48 84 410.00000 372.83447 9.06% 47.8 3210s 349345 81020 389.59504 52 123 410.00000 372.83447 9.06% 47.8 3215s 349665 81048 372.83447 41 127 410.00000 372.83447 9.06% 47.9 3220s 350148 81058 374.08225 43 113 410.00000 372.83447 9.06% 47.9 3225s 350710 81053 396.48802 48 105 410.00000 372.83447 9.06% 47.9 3230s 351295 81074 381.85746 47 129 410.00000 372.83447 9.06% 47.9 3235s 351837 81036 383.20693 39 100 410.00000 372.83447 9.06% 47.9 3240s 352245 81020 cutoff 50 410.00000 372.83447 9.06% 47.9 3245s 352839 81024 393.99715 51 110 410.00000 372.83447 9.06% 48.0 3250s 353407 81005 372.83447 39 107 410.00000 372.83447 9.06% 48.0 3255s 354037 80982 378.01476 62 99 410.00000 372.83447 9.06% 48.0 3260s 354678 81040 372.83447 37 126 410.00000 372.83447 9.06% 48.0 3265s 355231 81026 394.23883 48 106 410.00000 372.83447 9.06% 48.0 3270s 355768 81005 383.51783 52 100 410.00000 372.83447 9.06% 48.0 3275s 356376 81039 380.09163 45 103 410.00000 372.83447 9.06% 48.1 3280s 356984 80981 392.56809 41 90 410.00000 372.83447 9.06% 48.1 3285s 357474 80956 375.85586 51 113 410.00000 372.83447 9.06% 48.1 3290s 358092 80936 408.49185 40 107 410.00000 372.83447 9.06% 48.1 3295s 358760 80915 infeasible 51 410.00000 372.83447 9.06% 48.1 3300s 359320 80882 cutoff 47 410.00000 372.83447 9.06% 48.1 3305s 359939 80841 405.75647 50 98 410.00000 372.83447 9.06% 48.1 3310s 360524 80818 cutoff 48 410.00000 372.83447 9.06% 48.2 3315s 360910 80845 cutoff 45 410.00000 372.83447 9.06% 48.2 3320s 361551 80826 397.43109 39 110 410.00000 372.83447 9.06% 48.2 3325s 362187 80811 400.07051 47 117 410.00000 372.83447 9.06% 48.2 3330s 362796 80762 390.84710 46 100 410.00000 372.83447 9.06% 48.2 3335s 363449 80740 372.95597 43 123 410.00000 372.83447 9.06% 48.2 3340s 364051 80736 392.19314 55 117 410.00000 372.83447 9.06% 48.2 3345s 364661 80748 372.83447 42 120 410.00000 372.83447 9.06% 48.2 3350s 365313 80699 infeasible 42 410.00000 372.83447 9.06% 48.3 3355s 365945 80709 cutoff 47 410.00000 372.83447 9.06% 48.3 3360s 366700 80687 372.83447 47 111 410.00000 372.83447 9.06% 48.3 3365s 367375 80688 377.47011 48 82 410.00000 372.83447 9.06% 48.3 3370s 367900 80646 399.75609 50 96 410.00000 372.83447 9.06% 48.3 3375s 368554 80629 cutoff 42 410.00000 372.83447 9.06% 48.3 3380s 369210 80605 392.69963 48 104 410.00000 372.83447 9.06% 48.3 3385s 369918 80684 386.47684 47 118 410.00000 372.83447 9.06% 48.3 3390s 370246 80678 383.47611 47 104 410.00000 372.83447 9.06% 48.3 3395s 370917 80732 cutoff 44 410.00000 372.83447 9.06% 48.3 3400s 371600 80682 cutoff 47 410.00000 372.83447 9.06% 48.3 3405s 372209 80694 382.81185 51 120 410.00000 372.83447 9.06% 48.3 3410s 372828 80664 387.35860 48 119 410.00000 372.83447 9.06% 48.4 3415s 373489 80660 382.43030 53 114 410.00000 372.83447 9.06% 48.4 3420s 374129 80635 405.94218 57 87 410.00000 372.83447 9.06% 48.4 3425s 374742 80589 404.13408 51 116 410.00000 372.83447 9.06% 48.4 3430s 375370 80539 cutoff 61 410.00000 372.83447 9.06% 48.4 3435s 375985 80504 396.84044 51 111 410.00000 372.83447 9.06% 48.4 3440s 376697 80493 381.16183 57 100 410.00000 372.83447 9.06% 48.4 3445s 377367 80488 cutoff 44 410.00000 372.83447 9.06% 48.4 3450s 377704 80515 386.05104 40 113 410.00000 372.83447 9.06% 48.5 3455s 378382 80561 393.95005 58 117 410.00000 372.83447 9.06% 48.5 3460s 378925 80531 398.19339 41 106 410.00000 372.83447 9.06% 48.5 3465s 379584 80525 408.14047 54 96 410.00000 372.83447 9.06% 48.5 3470s 380227 80470 385.26223 39 131 410.00000 372.83447 9.06% 48.5 3475s 380881 80459 395.33369 53 110 410.00000 372.83447 9.06% 48.5 3480s 381521 80400 372.83447 44 124 410.00000 372.83447 9.06% 48.5 3485s 382166 80370 375.40744 43 111 410.00000 372.83447 9.06% 48.5 3490s 382737 80325 cutoff 45 410.00000 372.83447 9.06% 48.5 3495s 383376 80261 394.49105 50 111 410.00000 372.83447 9.06% 48.6 3500s 383876 80247 397.64150 52 76 410.00000 372.83447 9.06% 48.6 3505s 384507 80254 infeasible 35 410.00000 372.83447 9.06% 48.6 3510s 385107 80180 389.16010 47 107 410.00000 372.83447 9.06% 48.6 3515s 385799 80187 375.03660 52 110 410.00000 372.83447 9.06% 48.6 3520s 386462 80178 395.63538 54 114 410.00000 372.83447 9.06% 48.6 3525s 386857 80138 400.38821 48 108 410.00000 372.83447 9.06% 48.6 3530s 387458 80138 383.96669 58 102 410.00000 372.83447 9.06% 48.6 3535s 388077 80182 383.96958 47 103 410.00000 372.83447 9.06% 48.6 3540s 388815 80154 404.95080 60 100 410.00000 372.83447 9.06% 48.6 3545s 389341 80122 387.54664 48 96 410.00000 372.83447 9.06% 48.7 3550s 390027 80106 377.32359 45 124 410.00000 372.83447 9.06% 48.7 3555s 390665 80082 400.30274 48 123 410.00000 372.83447 9.06% 48.7 3560s 391375 80081 399.21627 54 112 410.00000 372.83447 9.06% 48.7 3565s 392059 80000 374.43101 37 122 410.00000 372.83447 9.06% 48.7 3570s 392727 79968 406.70822 69 60 410.00000 372.83447 9.06% 48.7 3575s 393385 79951 393.96532 52 113 410.00000 372.83447 9.06% 48.7 3580s 394014 79949 381.25981 52 95 410.00000 372.85838 9.06% 48.7 3585s 394694 79905 393.39760 45 115 410.00000 372.90171 9.05% 48.7 3590s 395431 79934 390.58002 60 100 410.00000 372.95122 9.04% 48.7 3595s Cutting planes: Gomory: 18 Implied bound: 2 Clique: 3 MIR: 6 GUB cover: 3 Zero half: 35 Explored 396074 nodes (19305185 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.100000000000e+02, best bound 3.730000000000e+02, gap 9.0244%