Gurobi 5.0.1 (linux64) logging started Wed Dec 19 16:45:06 2012 Optimize a model with 3402 rows, 3280 columns and 14398 nonzeros Presolve removed 381 rows and 106 columns Presolve time: 0.11s Presolved: 3021 rows, 3174 columns, 13723 nonzeros Variable types: 1547 continuous, 1627 integer (1627 binary) Root relaxation: objective 2.516724e+02, 3260 iterations, 0.21 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 251.67239 0 72 - 251.67239 - - 0s 0 0 269.46825 0 82 - 269.46825 - - 0s 0 0 274.33925 0 82 - 274.33925 - - 0s 0 0 274.87196 0 88 - 274.87196 - - 0s 0 0 275.37440 0 84 - 275.37440 - - 0s 0 0 275.42111 0 90 - 275.42111 - - 0s 0 0 275.42309 0 85 - 275.42309 - - 0s 0 0 275.42353 0 86 - 275.42353 - - 0s 0 0 275.44434 0 81 - 275.44434 - - 1s 0 0 275.44434 0 81 - 275.44434 - - 1s 0 2 275.44434 0 81 - 275.44434 - - 2s 84 71 302.59898 23 59 - 277.52079 - 257 5s 355 299 363.50511 55 40 - 280.38593 - 202 10s 606 494 293.36751 19 82 - 280.67787 - 183 15s 622 507 284.25169 10 100 - 284.25169 - 191 20s 642 515 300.31386 20 98 - 291.14673 - 200 25s 749 562 335.76465 73 81 - 291.14673 - 215 30s 908 589 321.28945 48 74 - 292.93872 - 218 35s 1068 664 infeasible 64 - 297.11930 - 222 40s 1372 749 306.32773 27 62 - 297.49147 - 208 45s 1597 859 infeasible 93 - 297.49176 - 206 50s 1875 979 337.37681 102 53 - 298.02164 - 198 55s 2091 1053 317.37914 56 64 - 298.09334 - 198 60s 2289 1181 343.88887 82 59 - 298.11246 - 199 65s 2641 1452 303.17329 21 83 - 298.23180 - 189 70s 3031 1780 404.76997 118 38 - 298.29249 - 180 75s 3387 2058 323.42701 50 49 - 299.07045 - 174 80s 3670 2268 323.44499 38 75 - 299.15099 - 174 85s 4015 2527 348.83071 68 54 - 299.28521 - 172 90s 4435 2826 325.75624 42 59 - 299.48201 - 167 95s 4779 3108 330.83937 56 50 - 299.70907 - 164 100s 5106 3372 364.27497 63 46 - 299.82593 - 164 105s 5446 3641 322.19891 35 68 - 299.97097 - 163 110s 5808 3923 325.64415 19 92 - 300.07589 - 162 115s 6064 4128 345.75026 39 73 - 300.11567 - 162 120s 6377 4369 321.39791 44 59 - 300.16833 - 161 125s 6692 4620 411.56616 54 53 - 300.21008 - 160 130s 7108 4961 infeasible 111 - 300.37548 - 157 135s 7421 5220 330.19378 53 65 - 300.38810 - 157 140s 7663 5411 342.07678 52 67 - 300.56070 - 158 145s 7991 5659 316.93392 35 72 - 300.73553 - 157 150s 8343 5943 313.05652 31 71 - 300.87274 - 156 155s 8683 6212 368.65850 81 43 - 300.94252 - 156 160s 9015 6459 317.69682 38 61 - 301.12372 - 155 165s 9363 6732 363.92846 76 55 - 301.29591 - 155 170s 9617 6917 362.38609 37 65 - 301.55909 - 156 175s 9839 7092 343.05421 42 75 - 301.67396 - 157 180s 10130 7322 405.89967 40 68 - 301.76559 - 157 185s 10443 7564 455.55625 114 56 - 302.02024 - 156 190s 10776 7829 349.16789 31 84 - 302.16655 - 155 195s 11079 8058 327.57296 29 83 - 302.28989 - 155 200s 11269 8171 319.44739 23 88 - 302.44430 - 156 205s 11505 8364 329.59174 69 42 - 302.50061 - 157 210s 11894 8672 413.97976 43 61 - 302.75541 - 155 215s 12222 8933 317.37560 30 67 - 302.91024 - 155 220s 12524 9165 404.24583 42 80 - 302.98302 - 155 225s 12744 9280 332.76551 59 68 - 303.10847 - 156 230s 13053 9512 infeasible 37 - 303.22754 - 155 235s 13471 9842 324.71248 18 85 - 303.29864 - 154 240s 13755 10046 323.03896 47 85 - 303.52237 - 154 245s 14080 10290 380.63471 61 47 - 303.62564 - 154 250s 14483 10570 313.44705 20 91 - 303.69734 - 153 255s 14846 10846 305.93842 24 75 - 303.74341 - 152 260s 15077 11011 324.70606 34 72 - 303.87882 - 153 265s 15404 11263 341.44981 72 61 - 303.97598 - 153 270s 15771 11553 317.71765 50 75 - 304.06169 - 152 275s 16123 11819 infeasible 50 - 304.08008 - 152 280s 16433 12045 405.73535 64 44 - 304.10565 - 151 285s 16821 12348 415.10515 43 33 - 304.21668 - 151 290s 17083 12542 327.27434 49 66 - 304.31889 - 151 295s 17398 12785 367.14763 27 97 - 304.41953 - 151 300s 17673 13002 341.37853 70 61 - 304.45672 - 151 305s 17959 13207 infeasible 39 - 304.51921 - 151 310s 18216 13392 335.98212 47 69 - 304.61643 - 151 315s 18588 13683 392.19348 78 58 - 304.70120 - 150 320s 18919 13919 357.02214 45 66 - 304.72104 - 150 325s 19073 14009 388.05636 41 54 - 304.79371 - 151 330s 19345 14199 360.16437 31 62 - 304.85770 - 152 335s 19710 14494 351.43865 60 67 - 304.87335 - 151 340s 20020 14736 325.02156 26 79 - 304.90530 - 151 345s 20224 14890 349.28470 49 82 - 304.93180 - 152 350s 20535 15094 388.35388 50 65 - 305.00436 - 152 355s 20874 15353 411.01808 80 59 - 305.04715 - 152 360s 21161 15552 infeasible 46 - 305.23315 - 152 365s 21335 15648 infeasible 44 - 305.33314 - 153 370s 21631 15877 322.24219 21 72 - 305.39168 - 153 375s 21960 16120 386.26369 34 52 - 305.46799 - 153 380s 22266 16337 405.73011 69 51 - 305.53865 - 153 385s 22379 16390 339.73932 23 84 - 305.60267 - 154 390s 22624 16550 396.28526 47 70 - 305.62398 - 155 395s 22748 16602 354.49610 28 86 - 305.71463 - 156 400s 22953 16742 380.12715 25 74 - 305.73542 - 156 405s 23302 17023 422.89878 81 39 - 305.76982 - 156 410s 23521 17159 infeasible 29 - 305.85775 - 156 415s 23732 17286 318.47696 19 91 - 305.96130 - 157 420s 23886 17391 401.76195 42 67 - 306.02826 - 158 425s 24187 17613 416.46461 34 59 - 306.10181 - 158 430s 24388 17724 infeasible 30 - 306.15598 - 159 435s 24686 17928 351.45043 50 78 - 306.19481 - 159 440s 24858 18048 450.27161 73 61 - 306.28661 - 160 445s 25231 18288 401.47544 44 50 - 306.36976 - 159 450s 25498 18485 457.38929 71 53 - 306.38156 - 159 455s 25769 18658 346.04795 27 75 - 306.45632 - 160 460s 26080 18847 427.63813 66 63 - 306.54973 - 160 465s 26323 18995 398.65364 38 70 - 306.65178 - 160 470s 26464 19045 324.23800 26 73 - 306.76394 - 161 475s 26835 19342 429.16681 36 54 - 306.82032 - 160 480s 27156 19577 394.34392 36 51 - 306.86871 - 160 485s 27333 19662 337.96871 34 76 - 306.93312 - 161 490s 27497 19736 328.77689 28 51 - 307.01682 - 162 495s 27857 19995 342.97620 23 70 - 307.05358 - 161 500s 28129 20181 389.14507 39 75 - 307.11934 - 161 505s 28459 20435 380.13877 32 78 - 307.16667 - 161 510s 28684 20580 321.82154 28 81 - 307.26655 - 161 515s 28935 20741 infeasible 59 - 307.33306 - 162 520s 29346 21038 389.24433 27 58 - 307.39348 - 161 525s 29585 21217 469.05413 90 50 - 307.44167 - 161 530s 29933 21457 314.60358 32 80 - 307.49859 - 161 535s 30202 21674 404.33641 108 36 - 307.52026 - 161 540s 30375 21762 infeasible 59 - 307.53661 - 161 545s 30677 22011 461.73731 89 64 - 307.56082 - 161 550s 30945 22203 357.46090 36 82 - 307.59830 - 161 555s 31205 22408 416.04823 76 50 - 307.62700 - 162 560s 31412 22536 infeasible 27 - 307.67953 - 162 565s 31634 22685 441.86872 73 46 - 307.72623 - 162 570s 31859 22827 343.27121 29 85 - 307.85418 - 163 575s 31987 22901 401.53694 36 82 - 307.87285 - 163 580s 32053 22929 388.89378 37 67 - 307.91609 - 163 585s 32189 23021 345.70193 29 63 - 307.94918 - 164 590s 32435 23221 318.06422 28 62 - 307.97812 - 163 595s 32735 23426 infeasible 38 - 308.03243 - 163 600s 32888 23489 392.85739 38 71 - 308.10538 - 164 605s 33029 23518 324.41803 47 63 - 308.18013 - 165 610s 33212 23619 382.95204 27 59 - 308.24678 - 165 615s 33418 23733 infeasible 34 - 308.27001 - 166 620s 33696 23913 359.89637 30 87 - 308.31876 - 166 625s 33919 24045 infeasible 47 - 308.36269 - 166 630s 34149 24187 infeasible 29 - 308.40757 - 166 635s 34319 24261 341.86540 35 69 - 308.52932 - 167 640s 34546 24405 364.65128 40 74 - 308.55008 - 167 645s 34767 24532 422.33395 71 60 - 308.59300 - 167 650s 35220 24897 427.65853 85 34 - 308.66475 - 166 655s 35460 25032 infeasible 30 - 308.72731 - 166 660s 35671 25161 363.17205 22 90 - 308.82906 - 167 665s 36095 25491 363.16531 24 88 - 308.95297 - 166 670s 36435 25739 311.08765 26 83 - 308.99260 - 166 675s 36650 25889 404.93419 36 71 - 309.06080 - 166 680s 36826 26001 393.93295 44 50 - 309.09160 - 167 685s 37087 26171 326.57176 36 72 - 309.17606 - 167 690s 37368 26362 445.35526 86 63 - 309.26647 - 167 695s 37686 26570 384.63731 31 61 - 309.31151 - 166 700s 37998 26770 368.32008 23 93 - 309.37466 - 166 705s 38295 26968 infeasible 83 - 309.42014 - 166 710s 38535 27120 387.32972 33 76 - 309.47175 - 167 715s 38803 27292 infeasible 38 - 309.54302 - 167 720s 38949 27334 infeasible 36 - 309.57603 - 167 725s 39333 27625 infeasible 100 - 309.65223 - 167 730s 39636 27830 320.43289 48 79 - 309.71083 - 167 735s 39882 27981 infeasible 33 - 309.79329 - 167 740s 40321 28310 392.69473 30 84 - 309.85666 - 166 745s 40558 28474 infeasible 32 - 309.87639 - 167 750s 40804 28656 infeasible 61 - 309.91849 - 167 776s 41047 28815 380.59778 27 75 - 309.99155 - 167 780s 41242 28950 infeasible 44 - 310.03489 - 167 785s 41437 29060 385.37063 26 89 - 310.08089 - 167 790s 41681 29198 346.82005 26 78 - 310.19486 - 168 795s 42049 29473 401.39119 51 69 - 310.24378 - 167 800s 42336 29644 408.88939 44 49 - 310.30310 - 167 805s 42654 29867 398.44226 51 55 - 310.35784 - 167 810s 43008 30112 388.41410 50 80 - 310.38158 - 167 815s 43454 30410 infeasible 30 - 310.50716 - 166 820s 43692 30564 infeasible 37 - 310.57381 - 167 825s 43985 30758 399.19007 44 49 - 310.57944 - 167 830s 44233 30924 infeasible 50 - 310.62281 - 167 835s 44495 31081 438.22063 78 50 - 310.66316 - 167 840s 44746 31236 404.83995 42 51 - 310.67554 - 167 845s 45167 31555 343.60275 20 87 - 310.70590 - 166 850s 45506 31789 333.14830 40 50 - 310.73569 - 166 855s 45916 32093 429.55812 66 51 - 310.76288 - 166 860s 46206 32286 infeasible 99 - 310.82028 - 166 865s 46483 32463 371.08102 53 48 - 310.87124 - 166 870s 46835 32686 infeasible 36 - 310.93589 - 165 875s 47250 32992 413.00989 50 46 - 310.95905 - 165 880s 47649 33282 341.37500 31 85 - 311.03709 - 165 885s 47941 33449 371.83606 29 93 - 311.08432 - 165 890s 48126 33568 422.37987 86 44 - 311.10322 - 165 895s 48507 33855 484.57673 66 69 - 311.12679 - 165 900s 48853 34066 401.59800 30 57 - 311.18129 - 164 905s 49220 34352 410.98007 52 29 - 311.21797 - 164 910s 49466 34494 infeasible 27 - 311.26537 - 164 915s 49674 34632 426.91281 75 49 - 311.30148 - 165 920s 50054 34913 487.19274 83 57 - 311.33190 - 164 925s 50308 35075 372.20411 27 81 - 311.34994 - 165 930s 50640 35289 infeasible 29 - 311.40840 - 164 935s 51005 35533 431.13809 54 46 - 311.43929 - 164 940s 51252 35684 436.00222 65 37 - 311.51539 - 164 945s 51660 35971 405.72498 43 55 - 311.54053 - 164 950s 52021 36229 399.56623 61 39 - 311.57476 - 164 955s 52468 36551 411.92433 54 36 - 311.63905 - 164 960s 52809 36773 infeasible 55 - 311.68946 - 163 965s 53161 37036 400.08156 32 77 - 311.71734 - 163 970s 53671 37417 404.57081 48 43 - 311.75068 - 163 975s 54142 37758 infeasible 97 - 311.86073 - 162 980s 54495 38021 367.07741 38 86 - 311.89294 - 162 985s 54746 38162 411.20733 29 77 - 311.91768 - 162 990s 55193 38466 334.08600 37 69 - 312.01116 - 162 995s 55636 38765 406.86083 48 63 - 312.08263 - 161 1000s 55998 38988 424.69979 53 59 - 312.12105 - 161 1005s 56436 39297 410.24292 27 63 - 312.16773 - 161 1010s 56840 39568 356.30793 32 65 - 312.24306 - 161 1015s 57111 39726 infeasible 31 - 312.27825 - 161 1020s 57421 39944 428.01908 57 33 - 312.30875 - 161 1025s 57856 40241 infeasible 35 - 312.37031 - 161 1030s 58155 40432 492.21689 67 62 - 312.41127 - 161 1035s 58526 40689 387.05962 31 69 - 312.46389 - 160 1040s 58860 40925 359.92013 32 77 - 312.48189 - 160 1045s H59170 38190 452.0000000 312.49817 30.9% 160 1049s 59228 38234 390.59818 35 53 452.00000 312.50025 30.9% 160 1050s H59252 35221 436.0000000 312.50025 28.3% 160 1050s H59311 35049 435.0000000 312.50025 28.2% 160 1051s H59338 30077 419.0000000 312.50743 25.4% 160 1052s 59476 30170 415.13360 50 50 419.00000 312.53313 25.4% 160 1055s 59501 30181 401.43483 68 81 419.00000 312.54790 25.4% 160 1165s 59515 30192 312.54790 23 94 419.00000 312.54790 25.4% 160 1170s 59582 30215 392.72930 58 45 419.00000 312.54790 25.4% 160 1175s H59718 28738 412.0000000 312.54790 24.1% 160 1178s 59766 28742 cutoff 25 412.00000 312.54790 24.1% 160 1180s 59948 28738 407.35630 34 79 412.00000 312.54790 24.1% 161 1185s 60228 28738 infeasible 40 412.00000 312.54790 24.1% 161 1190s 60505 28696 387.25307 41 67 412.00000 312.54790 24.1% 161 1195s 60802 28679 401.25183 65 62 412.00000 312.54790 24.1% 161 1200s 61166 28628 390.57176 39 75 412.00000 318.73445 22.6% 161 1205s 61530 28540 cutoff 29 412.00000 327.07765 20.6% 161 1210s 61896 28546 395.03415 46 47 412.00000 336.17585 18.4% 161 1215s 62270 28575 cutoff 29 412.00000 341.68238 17.1% 161 1220s 62709 28588 401.45989 46 64 412.00000 346.72142 15.8% 161 1225s 63124 28587 396.83265 51 73 412.00000 354.13677 14.0% 161 1230s 63659 28589 384.83848 49 62 412.00000 366.45286 11.1% 161 1235s H63803 27130 410.0000000 368.49232 10.1% 161 1236s 64328 27271 392.07168 43 70 410.00000 371.00459 9.51% 160 1240s 65040 27464 392.83934 46 51 410.00000 373.23424 8.97% 159 1245s 65972 27780 387.74922 54 51 410.00000 374.94071 8.55% 158 1250s 66799 28048 388.25208 62 45 410.00000 376.06994 8.28% 158 1255s 67949 28437 393.01711 40 68 410.00000 376.59723 8.15% 156 1260s 69204 28817 408.27455 68 31 410.00000 377.27616 7.98% 154 1265s 70423 29132 389.93301 43 35 410.00000 378.50308 7.68% 153 1270s 71955 29555 393.33433 49 46 410.00000 378.86927 7.59% 151 1275s 73615 30082 382.65478 39 72 410.00000 379.19811 7.51% 149 1280s 75279 30610 393.50394 56 48 410.00000 379.60179 7.41% 147 1285s 76461 30977 381.30603 43 50 410.00000 379.96415 7.33% 146 1290s 77909 31472 382.62272 46 64 410.00000 380.34530 7.23% 145 1295s 79562 31883 393.22747 39 34 410.00000 380.73371 7.14% 143 1300s 81018 32233 403.57313 88 40 410.00000 380.97363 7.08% 142 1305s 82960 32825 403.05046 49 33 410.00000 381.30247 7.00% 140 1310s 84700 33416 395.98755 55 34 410.00000 381.62616 6.92% 138 1315s 86387 33824 403.56043 94 28 410.00000 381.97078 6.84% 136 1320s 87828 34207 384.02880 36 62 410.00000 382.19304 6.78% 135 1325s 89569 34663 408.18916 77 42 410.00000 382.49334 6.71% 134 1330s 91163 35074 405.56236 61 49 410.00000 382.74396 6.65% 133 1335s 92961 35516 cutoff 69 410.00000 383.03145 6.58% 131 1340s 94589 35984 396.73097 55 49 410.00000 383.20793 6.53% 130 1345s 96403 36412 401.55922 63 33 410.00000 383.58490 6.44% 129 1350s 98206 36842 401.83366 42 38 410.00000 383.88367 6.37% 128 1355s 100167 37277 397.51921 57 44 410.00000 384.18152 6.30% 126 1360s 102010 37698 398.07704 43 40 410.00000 384.44654 6.23% 125 1365s 103705 37996 cutoff 49 410.00000 384.70416 6.17% 124 1370s 105495 38460 397.93810 66 41 410.00000 384.90698 6.12% 123 1375s 107379 38857 399.60083 43 48 410.00000 385.17729 6.05% 122 1380s 109270 39235 400.81122 48 49 410.00000 385.42173 5.99% 121 1385s 111138 39645 397.40497 58 42 410.00000 385.65004 5.94% 120 1390s 112981 40129 399.25454 47 37 410.00000 385.78366 5.91% 119 1395s 114788 40432 400.00003 57 44 410.00000 385.99712 5.85% 118 1400s 116851 41006 391.09809 41 49 410.00000 386.18968 5.81% 117 1405s 118943 41458 394.65168 50 63 410.00000 386.34444 5.77% 116 1410s 121212 42006 399.84535 44 41 410.00000 386.47609 5.74% 115 1415s 123138 42421 391.83285 44 35 410.00000 386.61593 5.70% 114 1420s 124878 42708 392.06395 50 40 410.00000 386.78378 5.66% 113 1425s 126973 43280 391.62863 41 42 410.00000 386.91462 5.63% 112 1430s 129098 43729 408.26068 60 40 410.00000 387.09372 5.59% 111 1435s 131183 44227 405.13983 60 49 410.00000 387.24814 5.55% 110 1440s 133411 44712 406.36780 58 36 410.00000 387.41849 5.51% 109 1445s 135843 45172 404.04242 54 29 410.00000 387.59432 5.46% 108 1450s 138174 45631 398.32210 46 47 410.00000 387.74378 5.43% 107 1455s 140324 46031 392.36808 38 47 410.00000 387.85395 5.40% 106 1460s 142300 46799 cutoff 91 410.00000 387.95177 5.38% 105 1465s 144451 47923 390.37080 40 54 410.00000 388.09499 5.34% 105 1470s 146559 48987 395.54740 50 44 410.00000 388.21904 5.31% 104 1475s 149067 50417 393.10966 54 51 410.00000 388.35563 5.28% 103 1480s 151294 51478 407.89659 62 34 410.00000 388.49872 5.24% 102 1485s 153773 52788 401.48762 87 42 410.00000 388.63353 5.21% 101 1490s 155873 53846 402.69942 82 46 410.00000 388.71940 5.19% 100 1495s 158307 55157 395.16110 45 30 410.00000 388.81612 5.17% 100 1500s 160606 56350 cutoff 65 410.00000 388.94006 5.14% 98.9 1505s 163077 57681 cutoff 51 410.00000 389.06821 5.11% 98.0 1510s 165176 58709 cutoff 75 410.00000 389.16656 5.08% 97.5 1515s 167570 59909 395.67675 64 47 410.00000 389.29822 5.05% 96.7 1520s 169815 60962 391.51810 43 42 410.00000 389.39131 5.03% 96.1 1525s 172382 62309 403.24189 58 41 410.00000 389.50214 5.00% 95.3 1530s 174902 63597 406.36246 80 31 410.00000 389.59879 4.98% 94.6 1535s 177479 64889 404.18194 54 52 410.00000 389.72114 4.95% 93.8 1540s 179868 66015 398.78409 45 31 410.00000 389.82630 4.92% 93.2 1545s 182376 67292 397.07800 91 53 410.00000 389.92524 4.90% 92.5 1550s 184762 68328 399.68435 62 43 410.00000 390.00000 4.88% 91.9 1555s 187189 69382 391.18657 47 33 410.00000 390.08896 4.86% 91.3 1560s 189726 70667 391.90678 49 40 410.00000 390.17236 4.84% 90.7 1565s 192261 71918 406.57990 56 33 410.00000 390.25903 4.81% 90.1 1570s 195114 73324 397.35526 69 36 410.00000 390.34257 4.79% 89.3 1575s 197783 74616 404.01364 56 29 410.00000 390.42856 4.77% 88.6 1580s 200659 76000 392.66407 45 46 410.00000 390.50433 4.76% 87.9 1585s 203331 77268 403.36769 49 46 410.00000 390.57233 4.74% 87.3 1590s 205827 78493 393.51279 51 33 410.00000 390.64341 4.72% 86.8 1595s 208338 79693 407.41026 62 52 410.00000 390.71086 4.70% 86.3 1600s 211094 81153 cutoff 61 410.00000 390.78355 4.69% 85.7 1605s 213848 82516 398.99448 61 37 410.00000 390.84621 4.67% 85.1 1610s 216736 84003 cutoff 57 410.00000 390.93857 4.65% 84.4 1615s 219271 85187 cutoff 63 410.00000 390.99412 4.64% 84.0 1620s 221992 86478 393.44062 41 53 410.00000 391.05439 4.62% 83.4 1625s 224872 87968 401.42615 88 24 410.00000 391.12108 4.60% 82.8 1630s 227726 89384 399.50612 44 40 410.00000 391.17960 4.59% 82.3 1635s 230355 90632 408.06738 63 43 410.00000 391.24487 4.57% 81.8 1640s 233123 91883 cutoff 58 410.00000 391.32491 4.55% 81.3 1645s 235848 93109 392.87671 51 35 410.00000 391.38906 4.54% 80.9 1650s 238788 94665 400.46236 57 46 410.00000 391.45374 4.52% 80.3 1655s 241823 96088 394.18639 50 47 410.00000 391.52365 4.51% 79.8 1660s 244622 97486 cutoff 51 410.00000 391.58553 4.49% 79.3 1665s 247262 98573 407.98452 83 39 410.00000 391.64558 4.48% 78.9 1670s 250169 99985 399.07409 48 41 410.00000 391.71304 4.46% 78.4 1675s 253073 101230 394.54611 61 32 410.00000 391.77845 4.44% 77.9 1680s 255806 102339 406.77892 79 44 410.00000 391.82870 4.43% 77.5 1685s 258419 103410 401.24129 53 27 410.00000 391.89096 4.42% 77.2 1690s 261169 104773 402.36192 62 45 410.00000 391.95175 4.40% 76.8 1695s 264245 106192 398.11818 73 33 410.00000 392.02482 4.38% 76.3 1700s 266945 107333 395.29153 69 34 410.00000 392.08397 4.37% 75.9 1705s 270003 108769 394.42721 65 30 410.00000 392.13994 4.36% 75.5 1710s 272805 110041 cutoff 107 410.00000 392.19080 4.34% 75.1 1715s 275522 111284 399.10791 67 44 410.00000 392.23620 4.33% 74.7 1720s 278364 112512 cutoff 59 410.00000 392.29229 4.32% 74.4 1725s 281189 113753 395.96672 55 34 410.00000 392.33954 4.31% 74.0 1730s 283921 114928 408.00224 62 49 410.00000 392.38444 4.30% 73.7 1735s 286787 116051 cutoff 49 410.00000 392.44189 4.28% 73.4 1740s 289673 117278 401.13088 82 27 410.00000 392.49852 4.27% 73.0 1745s 292603 118473 395.67506 61 35 410.00000 392.54282 4.26% 72.7 1750s 295436 119762 408.45818 47 37 410.00000 392.58746 4.25% 72.3 1755s 298330 120914 cutoff 51 410.00000 392.64078 4.23% 72.0 1760s 301253 122134 407.75421 65 48 410.00000 392.68679 4.22% 71.6 1765s 304536 123563 cutoff 52 410.00000 392.73728 4.21% 71.3 1770s 307428 124810 cutoff 77 410.00000 392.78003 4.20% 71.0 1775s 310118 125817 401.59648 46 46 410.00000 392.82488 4.19% 70.7 1780s 312895 126973 397.59887 43 46 410.00000 392.86677 4.18% 70.4 1785s 316014 128105 395.91638 56 31 410.00000 392.91416 4.17% 70.1 1790s 318812 129288 400.86324 59 44 410.00000 392.96531 4.15% 69.8 1795s 321794 130418 infeasible 65 410.00000 393.01132 4.14% 69.5 1800s 324512 131516 405.82860 55 43 410.00000 393.05117 4.13% 69.3 1805s 327154 132470 407.69960 65 43 410.00000 393.08815 4.12% 69.1 1810s 329972 133633 398.97051 57 45 410.00000 393.12551 4.12% 68.8 1815s 332730 134613 394.86261 53 36 410.00000 393.17193 4.10% 68.6 1820s 335642 135658 398.29356 59 41 410.00000 393.21256 4.09% 68.3 1825s 338605 136943 406.14100 65 21 410.00000 393.24688 4.09% 68.0 1830s 341508 138086 398.23827 56 36 410.00000 393.28272 4.08% 67.8 1835s 344498 139238 399.35184 84 40 410.00000 393.32385 4.07% 67.5 1840s 347368 140351 398.33902 53 60 410.00000 393.36830 4.06% 67.3 1845s 350271 141539 408.36576 53 42 410.00000 393.40679 4.05% 67.0 1850s 353201 142731 406.03117 58 42 410.00000 393.45081 4.04% 66.8 1855s 356186 143983 399.91821 48 36 410.00000 393.48820 4.03% 66.6 1860s 358936 144922 401.48232 50 47 410.00000 393.52211 4.02% 66.3 1865s 361987 146137 405.75640 65 43 410.00000 393.56002 4.01% 66.1 1870s 364902 147345 397.07324 77 40 410.00000 393.59925 4.00% 65.9 1875s 367804 148317 cutoff 64 410.00000 393.64086 3.99% 65.7 1880s 370561 149348 cutoff 58 410.00000 393.67938 3.98% 65.5 1885s 373608 150414 infeasible 92 410.00000 393.71854 3.97% 65.2 1890s 376725 151548 infeasible 48 410.00000 393.75903 3.96% 65.0 1895s 379438 152571 405.97116 59 28 410.00000 393.79045 3.95% 64.8 1900s 382374 153697 cutoff 54 410.00000 393.82626 3.94% 64.6 1905s 385294 154688 402.68450 49 38 410.00000 393.86267 3.94% 64.4 1910s 388008 155537 398.27597 54 39 410.00000 393.90068 3.93% 64.2 1915s 391032 156647 cutoff 57 410.00000 393.93873 3.92% 64.0 1920s 394208 157743 398.90109 80 40 410.00000 393.98832 3.91% 63.8 1925s 396885 158595 404.66463 59 46 410.00000 394.02459 3.90% 63.6 1930s 399875 159528 399.27112 41 44 410.00000 394.06872 3.89% 63.4 1935s 402787 160467 407.92824 56 47 410.00000 394.10771 3.88% 63.2 1940s 405766 161589 404.48162 50 44 410.00000 394.14521 3.87% 63.1 1945s 408717 162563 cutoff 73 410.00000 394.17815 3.86% 62.9 1950s 411552 163466 394.90621 71 41 410.00000 394.21658 3.85% 62.7 1955s 414687 164675 cutoff 60 410.00000 394.25415 3.84% 62.5 1960s 417418 165583 406.66566 49 47 410.00000 394.28705 3.83% 62.4 1965s 420426 166517 401.49703 45 39 410.00000 394.32197 3.82% 62.2 1970s 423454 167574 395.41231 49 45 410.00000 394.35595 3.82% 62.0 1975s 426233 168564 404.71805 73 30 410.00000 394.38804 3.81% 61.9 1980s 429386 169713 cutoff 49 410.00000 394.42358 3.80% 61.7 1985s 432142 170596 406.96420 48 47 410.00000 394.45544 3.79% 61.5 1990s 435099 171407 403.36598 51 34 410.00000 394.49610 3.78% 61.4 1995s 438042 172450 408.31977 62 38 410.00000 394.52285 3.77% 61.2 2000s 440939 173372 403.58306 90 20 410.00000 394.55978 3.77% 61.1 2005s 443955 174357 401.31289 67 17 410.00000 394.59595 3.76% 60.9 2010s 447120 175423 399.06339 50 45 410.00000 394.63470 3.75% 60.7 2015s 450234 176343 404.76945 68 37 410.00000 394.66658 3.74% 60.6 2020s 453251 177283 cutoff 64 410.00000 394.70098 3.73% 60.4 2025s 456094 178132 406.92825 90 26 410.00000 394.72856 3.72% 60.3 2030s 459083 179093 cutoff 65 410.00000 394.76304 3.72% 60.1 2035s 461914 179878 397.96710 51 58 410.00000 394.79491 3.71% 60.0 2040s 465173 180862 395.87264 44 27 410.00000 394.82622 3.70% 59.8 2045s 468257 181811 408.47334 51 48 410.00000 394.85772 3.69% 59.7 2050s 471117 182650 396.80977 60 43 410.00000 394.89093 3.69% 59.5 2055s 474139 183509 405.07439 60 44 410.00000 394.92297 3.68% 59.4 2060s 477300 184401 402.42680 54 33 410.00000 394.95719 3.67% 59.2 2065s 480150 185283 405.66731 68 39 410.00000 394.99165 3.66% 59.1 2070s 483038 186057 402.17839 59 33 410.00000 395.02139 3.65% 59.0 2075s 486134 186942 404.96789 63 58 410.00000 395.05264 3.65% 58.8 2080s 488982 187861 403.89915 54 39 410.00000 395.07904 3.64% 58.7 2085s 491965 188718 404.97031 78 30 410.00000 395.11246 3.63% 58.6 2090s 494966 189559 397.85259 58 42 410.00000 395.14441 3.62% 58.5 2095s 497940 190410 cutoff 64 410.00000 395.17162 3.62% 58.3 2100s 500810 191222 397.04212 75 32 410.00000 395.20040 3.61% 58.2 2105s 504209 192337 403.66267 53 56 410.00000 395.23266 3.60% 58.1 2110s 507058 193066 404.10993 66 44 410.00000 395.26383 3.59% 58.0 2115s 509873 193820 403.09312 47 52 410.00000 395.29125 3.59% 57.8 2120s 512795 194563 408.81843 69 40 410.00000 395.31758 3.58% 57.7 2125s 515756 195439 404.64709 49 43 410.00000 395.34976 3.57% 57.6 2130s 518929 196345 402.75273 61 32 410.00000 395.37776 3.57% 57.5 2135s 522059 197339 404.70124 59 33 410.00000 395.40951 3.56% 57.3 2140s 525163 198271 399.59304 50 36 410.00000 395.43949 3.55% 57.2 2145s 528122 198997 405.82182 62 34 410.00000 395.46664 3.54% 57.1 2150s 531038 199734 402.61872 67 42 410.00000 395.49739 3.54% 57.0 2155s 534182 200461 397.88765 49 53 410.00000 395.53735 3.53% 56.9 2160s 537104 201155 401.47111 51 45 410.00000 395.56752 3.52% 56.8 2165s 540192 202110 400.05054 51 48 410.00000 395.59513 3.51% 56.7 2170s 543345 203062 403.15616 76 27 410.00000 395.62740 3.51% 56.5 2175s 546349 203968 401.40485 58 37 410.00000 395.64971 3.50% 56.4 2180s 549535 204812 403.27850 54 46 410.00000 395.67866 3.49% 56.3 2185s 552770 205633 402.27471 62 33 410.00000 395.70928 3.49% 56.2 2190s 555682 206365 cutoff 51 410.00000 395.73890 3.48% 56.1 2195s 558444 207010 400.34816 54 40 410.00000 395.76530 3.47% 56.0 2200s 561506 207686 396.53984 49 31 410.00000 395.79746 3.46% 55.9 2205s 564667 208509 408.56740 61 46 410.00000 395.82601 3.46% 55.8 2210s 567962 209366 cutoff 51 410.00000 395.85740 3.45% 55.7 2215s 570867 210017 402.37820 51 50 410.00000 395.88585 3.44% 55.6 2220s 573781 210812 403.68846 52 51 410.00000 395.91291 3.44% 55.5 2225s 576964 211566 398.77286 62 41 410.00000 395.94054 3.43% 55.4 2230s 579819 212330 406.95992 65 23 410.00000 395.96679 3.42% 55.3 2235s 582934 212969 402.20405 56 25 410.00000 395.99839 3.42% 55.2 2240s 586122 213682 cutoff 61 410.00000 396.02722 3.41% 55.1 2245s 589061 214358 404.96727 76 41 410.00000 396.05536 3.40% 55.0 2250s 592202 215157 399.20516 57 32 410.00000 396.08333 3.39% 54.9 2255s 595398 215912 402.09319 56 34 410.00000 396.11715 3.39% 54.8 2260s 598427 216567 398.49100 52 43 410.00000 396.14345 3.38% 54.7 2265s 601501 217241 405.20003 75 33 410.00000 396.17057 3.37% 54.6 2270s 604474 218060 400.34743 59 38 410.00000 396.19863 3.37% 54.5 2275s 607588 218830 403.02677 55 49 410.00000 396.22636 3.36% 54.4 2280s 610733 219554 cutoff 64 410.00000 396.25189 3.35% 54.3 2285s 613777 220180 399.91542 51 46 410.00000 396.28119 3.35% 54.2 2290s 616804 220849 401.80140 76 24 410.00000 396.30546 3.34% 54.2 2295s 619986 221529 396.34342 67 33 410.00000 396.33355 3.33% 54.1 2300s 623092 222328 402.60633 59 44 410.00000 396.36094 3.33% 54.0 2305s 626200 223152 cutoff 69 410.00000 396.38353 3.32% 53.9 2310s 629275 223997 403.07129 55 42 410.00000 396.40870 3.31% 53.8 2315s 632694 224814 398.38961 68 45 410.00000 396.43295 3.31% 53.7 2320s 635669 225495 405.93958 60 37 410.00000 396.46077 3.30% 53.6 2325s 639076 226331 400.27300 49 33 410.00000 396.48874 3.30% 53.5 2330s 642204 227046 cutoff 68 410.00000 396.51509 3.29% 53.4 2335s 645351 227696 406.48118 39 43 410.00000 396.54060 3.28% 53.3 2340s 648376 228273 401.00420 65 26 410.00000 396.56543 3.28% 53.2 2345s 651599 229036 402.24342 62 41 410.00000 396.58822 3.27% 53.1 2350s 654892 229766 405.18325 52 29 410.00000 396.61468 3.26% 53.0 2355s 657962 230409 403.84276 58 51 410.00000 396.64018 3.26% 53.0 2360s 661066 231082 cutoff 54 410.00000 396.66356 3.25% 52.9 2365s 664173 231571 408.05122 57 43 410.00000 396.69175 3.25% 52.8 2370s 667464 232365 399.71980 57 29 410.00000 396.71909 3.24% 52.7 2375s 670619 232996 399.46613 58 42 410.00000 396.74526 3.23% 52.6 2380s 673836 233568 403.42008 66 52 410.00000 396.77032 3.23% 52.5 2385s 676920 234188 402.52748 58 51 410.00000 396.79488 3.22% 52.5 2390s 680029 234936 cutoff 71 410.00000 396.81802 3.22% 52.4 2395s 683233 235538 406.03953 67 35 410.00000 396.84479 3.21% 52.3 2400s 686392 236196 402.90250 50 43 410.00000 396.86954 3.20% 52.2 2405s 689595 236855 401.77653 60 50 410.00000 396.89402 3.20% 52.2 2410s 692891 237576 403.15170 55 52 410.00000 396.91833 3.19% 52.1 2415s 695938 238259 400.44310 52 35 410.00000 396.93924 3.19% 52.0 2420s 699187 239010 cutoff 55 410.00000 396.96490 3.18% 51.9 2425s 702188 239607 401.64296 45 40 410.00000 396.98709 3.17% 51.9 2430s 705276 240207 403.70463 55 44 410.00000 397.01291 3.17% 51.8 2435s 708642 240873 401.57553 57 42 410.00000 397.03717 3.16% 51.7 2440s 711768 241448 405.01670 77 28 410.00000 397.06006 3.16% 51.6 2445s 714849 242098 400.75523 56 45 410.00000 397.08333 3.15% 51.6 2450s 718363 242932 401.24851 46 57 410.00000 397.10708 3.14% 51.5 2455s 721727 243619 406.20508 73 34 410.00000 397.13265 3.14% 51.4 2460s 724854 244238 404.69488 53 31 410.00000 397.15742 3.13% 51.3 2465s 728171 244742 398.90192 45 39 410.00000 397.18190 3.13% 51.2 2470s 731302 245310 405.21306 64 40 410.00000 397.20528 3.12% 51.2 2475s 734466 245860 cutoff 49 410.00000 397.22951 3.11% 51.1 2480s 737496 246374 408.36218 69 32 410.00000 397.25108 3.11% 51.0 2485s 740457 246954 400.74846 62 42 410.00000 397.27451 3.10% 51.0 2490s 743714 247518 406.09663 58 32 410.00000 397.29741 3.10% 50.9 2495s 747079 248186 401.78653 57 36 410.00000 397.32092 3.09% 50.8 2500s 750306 248555 401.24494 72 19 410.00000 397.34682 3.09% 50.8 2505s 753602 249126 408.27460 62 40 410.00000 397.37002 3.08% 50.7 2510s 756622 249612 cutoff 50 410.00000 397.39408 3.07% 50.6 2515s 759899 250304 407.57618 49 52 410.00000 397.41622 3.07% 50.6 2520s 763257 250932 infeasible 53 410.00000 397.43890 3.06% 50.5 2525s 766546 251406 cutoff 51 410.00000 397.46431 3.06% 50.4 2530s 769913 251792 399.26763 71 34 410.00000 397.49166 3.05% 50.3 2535s 772948 252177 403.77133 49 47 410.00000 397.51716 3.04% 50.3 2540s 775935 252688 407.58009 65 41 410.00000 397.54008 3.04% 50.2 2545s 779359 253124 407.35422 49 49 410.00000 397.56962 3.03% 50.2 2550s 782662 253647 405.86243 58 33 410.00000 397.59211 3.03% 50.1 2555s 786023 254137 cutoff 58 410.00000 397.61803 3.02% 50.0 2560s 789143 254610 404.72941 58 38 410.00000 397.64060 3.01% 50.0 2565s 792284 255085 400.82523 49 52 410.00000 397.66197 3.01% 49.9 2570s 795394 255624 406.80396 87 36 410.00000 397.68385 3.00% 49.9 2575s 798465 255965 405.20507 58 35 410.00000 397.70748 3.00% 49.8 2580s 802000 256528 400.09320 44 46 410.00000 397.73097 2.99% 49.7 2585s 805332 257062 406.58617 59 51 410.00000 397.75278 2.99% 49.7 2590s 808569 257515 cutoff 63 410.00000 397.77635 2.98% 49.6 2595s 811663 257898 398.22567 47 37 410.00000 397.79729 2.98% 49.5 2600s 814795 258236 402.71998 55 47 410.00000 397.81888 2.97% 49.5 2605s 817947 258542 cutoff 64 410.00000 397.84273 2.97% 49.4 2610s 821132 258876 402.39648 60 46 410.00000 397.86799 2.96% 49.4 2615s 824263 259089 cutoff 62 410.00000 397.89428 2.95% 49.3 2620s 827507 259520 406.29071 64 29 410.00000 397.91853 2.95% 49.3 2625s 830902 260073 398.73470 45 48 410.00000 397.94125 2.94% 49.2 2630s 834164 260362 401.59385 62 31 410.00000 397.96472 2.94% 49.2 2635s 837421 260889 408.04559 51 44 410.00000 397.98454 2.93% 49.1 2640s 840310 261269 405.95122 65 33 410.00000 398.00084 2.93% 49.1 2645s 843675 261729 cutoff 55 410.00000 398.02338 2.92% 49.0 2650s 847100 262201 cutoff 69 410.00000 398.04577 2.92% 48.9 2655s 850118 262543 401.44487 74 35 410.00000 398.06709 2.91% 48.9 2660s 853393 262913 402.78606 61 52 410.00000 398.09060 2.90% 48.8 2665s 856434 263200 cutoff 69 410.00000 398.11208 2.90% 48.8 2670s 859692 263582 cutoff 67 410.00000 398.13429 2.89% 48.7 2675s 862692 263905 408.42103 81 42 410.00000 398.15210 2.89% 48.7 2680s 865852 264177 404.26471 53 33 410.00000 398.17518 2.88% 48.6 2685s 868972 264449 398.97296 53 43 410.00000 398.19919 2.88% 48.6 2690s 872441 264731 cutoff 61 410.00000 398.22658 2.87% 48.5 2695s 875589 265011 cutoff 48 410.00000 398.24777 2.87% 48.5 2700s 878616 265207 cutoff 52 410.00000 398.27133 2.86% 48.4 2705s 881828 265526 402.90488 58 45 410.00000 398.29409 2.86% 48.4 2710s 884954 265885 403.17370 49 45 410.00000 398.31633 2.85% 48.3 2715s 888233 266235 405.80724 58 46 410.00000 398.33871 2.84% 48.3 2720s 891413 266546 cutoff 54 410.00000 398.36069 2.84% 48.2 2725s 894262 266781 408.67763 75 40 410.00000 398.38210 2.83% 48.2 2730s 897935 267146 401.70512 48 39 410.00000 398.41071 2.83% 48.1 2735s 901105 267359 403.85658 85 32 410.00000 398.43456 2.82% 48.1 2740s 904427 267645 cutoff 53 410.00000 398.46083 2.81% 48.0 2745s 907893 267942 408.83783 64 46 410.00000 398.48794 2.81% 48.0 2750s 911184 268213 infeasible 51 410.00000 398.51283 2.80% 47.9 2755s 914193 268329 cutoff 71 410.00000 398.53775 2.80% 47.9 2760s 917405 268485 404.55024 63 34 410.00000 398.56062 2.79% 47.8 2765s 920231 268608 406.22801 65 60 410.00000 398.58030 2.79% 47.8 2770s 923555 268841 403.68578 96 25 410.00000 398.60045 2.78% 47.7 2775s 926799 269042 401.80623 57 42 410.00000 398.62429 2.77% 47.7 2780s 929819 269203 401.96686 53 41 410.00000 398.64773 2.77% 47.7 2785s 933139 269326 400.79175 53 43 410.00000 398.66992 2.76% 47.6 2790s 936284 269483 404.20179 59 44 410.00000 398.69152 2.76% 47.6 2795s 939602 269695 cutoff 51 410.00000 398.71369 2.75% 47.5 2800s 942831 270005 402.24886 57 41 410.00000 398.73370 2.75% 47.5 2805s 946148 270215 infeasible 48 410.00000 398.75823 2.74% 47.4 2810s 949643 270452 404.46624 54 30 410.00000 398.78137 2.74% 47.4 2815s 952980 270636 406.24233 67 33 410.00000 398.80402 2.73% 47.3 2820s 956249 270750 cutoff 56 410.00000 398.82688 2.73% 47.3 2825s 959396 270876 cutoff 54 410.00000 398.85138 2.72% 47.2 2830s 962501 270966 402.37926 49 46 410.00000 398.87375 2.71% 47.2 2835s 965749 271171 405.12084 58 46 410.00000 398.89575 2.71% 47.2 2840s 969029 271295 406.84197 51 40 410.00000 398.92039 2.70% 47.1 2845s 972144 271327 403.95957 76 41 410.00000 398.94339 2.70% 47.1 2850s 975479 271502 405.14528 75 34 410.00000 398.96547 2.69% 47.0 2855s 978922 271755 cutoff 92 410.00000 398.98715 2.69% 47.0 2860s 981959 271754 cutoff 57 410.00000 399.00954 2.68% 46.9 2865s 985433 271975 403.71796 58 37 410.00000 399.02998 2.68% 46.9 2870s 988565 271881 cutoff 66 410.00000 399.05570 2.67% 46.9 2875s 991593 271836 cutoff 71 410.00000 399.07898 2.66% 46.8 2880s 994696 271945 infeasible 52 410.00000 399.09834 2.66% 46.8 2885s 997910 271910 403.63887 43 50 410.00000 399.12062 2.65% 46.8 2890s 1001277 272083 404.49658 49 39 410.00000 399.14362 2.65% 46.7 2895s 1004502 272079 404.29630 55 46 410.00000 399.16642 2.64% 46.7 2900s 1007506 272077 403.79646 68 40 410.00000 399.18654 2.64% 46.6 2905s 1010814 272070 401.59094 69 32 410.00000 399.20938 2.63% 46.6 2910s 1013949 272172 406.07480 59 47 410.00000 399.23034 2.63% 46.6 2915s 1017199 272421 cutoff 63 410.00000 399.24899 2.62% 46.5 2920s 1020479 272504 399.79347 77 35 410.00000 399.27166 2.62% 46.5 2925s 1023835 272419 405.85822 55 46 410.00000 399.29703 2.61% 46.4 2930s 1027143 272359 403.26795 68 36 410.00000 399.31971 2.60% 46.4 2935s 1030190 272406 402.14911 62 42 410.00000 399.33991 2.60% 46.4 2940s 1033400 272647 403.12005 50 46 410.00000 399.35960 2.60% 46.3 2945s 1036763 272699 404.58849 51 33 410.00000 399.38246 2.59% 46.3 2950s 1040148 272720 401.89672 41 39 410.00000 399.40587 2.58% 46.2 2955s 1043420 272809 401.58010 53 42 410.00000 399.42701 2.58% 46.2 2960s 1046746 272756 400.15599 70 17 410.00000 399.45106 2.57% 46.2 2965s 1050194 272799 402.81823 52 42 410.00000 399.47608 2.57% 46.1 2970s 1053417 272897 402.48759 60 29 410.00000 399.49531 2.56% 46.1 2975s 1056681 272721 407.14750 61 47 410.00000 399.51948 2.56% 46.0 2980s 1060082 272714 cutoff 51 410.00000 399.54285 2.55% 46.0 2985s 1063168 272526 406.68220 60 38 410.00000 399.56762 2.54% 46.0 2990s 1066280 272398 404.39642 61 50 410.00000 399.58911 2.54% 45.9 2995s 1069555 272263 cutoff 63 410.00000 399.61115 2.53% 45.9 3000s 1072933 272249 407.80674 56 34 410.00000 399.63364 2.53% 45.9 3005s 1076134 272295 cutoff 76 410.00000 399.65394 2.52% 45.8 3010s 1079383 272233 403.13635 58 45 410.00000 399.67623 2.52% 45.8 3015s 1082526 272126 404.12117 79 32 410.00000 399.69788 2.51% 45.8 3020s 1085837 271946 cutoff 78 410.00000 399.72302 2.51% 45.7 3025s 1088958 271915 400.66476 55 46 410.00000 399.74428 2.50% 45.7 3030s 1092571 271834 infeasible 56 410.00000 399.76764 2.50% 45.6 3035s 1095809 271700 401.86364 55 14 410.00000 399.79235 2.49% 45.6 3040s 1099007 271486 cutoff 66 410.00000 399.81349 2.48% 45.6 3045s 1102426 271447 404.96049 65 27 410.00000 399.83422 2.48% 45.5 3050s 1105335 271232 408.61049 69 40 410.00000 399.85571 2.47% 45.5 3055s 1108693 271042 407.80942 62 43 410.00000 399.88069 2.47% 45.5 3060s 1111855 270811 cutoff 68 410.00000 399.90346 2.46% 45.5 3065s 1114882 270725 401.58519 79 35 410.00000 399.92407 2.46% 45.4 3070s 1117960 270405 405.90631 59 34 410.00000 399.94851 2.45% 45.4 3075s 1121107 270328 403.34900 60 48 410.00000 399.97046 2.45% 45.4 3080s 1124380 270093 cutoff 60 410.00000 399.99390 2.44% 45.3 3085s 1127453 269814 cutoff 67 410.00000 400.01835 2.43% 45.3 3090s 1130552 269530 403.14894 43 42 410.00000 400.04190 2.43% 45.3 3095s 1133818 269264 401.18275 61 39 410.00000 400.06699 2.42% 45.2 3100s 1136718 268969 408.56135 56 44 410.00000 400.08943 2.42% 45.2 3105s 1139857 268694 404.98792 67 45 410.00000 400.11232 2.41% 45.2 3110s 1143259 268681 408.67301 52 54 410.00000 400.13390 2.41% 45.2 3115s 1146642 268529 402.27511 65 38 410.00000 400.15542 2.40% 45.1 3120s 1149804 268349 406.11056 57 41 410.00000 400.17691 2.40% 45.1 3125s 1153394 268193 403.60343 76 28 410.00000 400.20032 2.39% 45.1 3130s 1156693 267877 407.06814 72 39 410.00000 400.22628 2.38% 45.0 3135s 1159946 267599 406.54945 77 34 410.00000 400.24852 2.38% 45.0 3140s 1163385 267403 cutoff 53 410.00000 400.27596 2.37% 45.0 3145s 1166684 267215 cutoff 45 410.00000 400.29741 2.37% 44.9 3150s 1169920 267012 cutoff 62 410.00000 400.31765 2.36% 44.9 3155s 1172910 266654 cutoff 50 410.00000 400.33988 2.36% 44.9 3160s 1176336 266483 cutoff 54 410.00000 400.36048 2.35% 44.8 3165s 1179489 266238 407.55873 53 21 410.00000 400.38113 2.35% 44.8 3170s 1182915 265866 402.52776 80 33 410.00000 400.40426 2.34% 44.8 3175s 1186371 265676 cutoff 70 410.00000 400.42674 2.33% 44.7 3180s 1189679 265363 404.48264 55 43 410.00000 400.44947 2.33% 44.7 3185s 1192792 265049 cutoff 67 410.00000 400.47069 2.32% 44.7 3190s 1196218 264675 405.29034 53 47 410.00000 400.49534 2.32% 44.6 3195s 1199417 264211 408.12546 81 28 410.00000 400.51980 2.31% 44.6 3200s 1202546 263916 cutoff 62 410.00000 400.54189 2.31% 44.6 3205s 1205827 263451 cutoff 63 410.00000 400.56775 2.30% 44.6 3210s 1209033 262964 infeasible 54 410.00000 400.59077 2.29% 44.5 3215s 1212427 262616 408.65166 64 28 410.00000 400.61314 2.29% 44.5 3220s 1215611 262211 404.22707 60 43 410.00000 400.63429 2.28% 44.5 3225s 1218959 261765 infeasible 57 410.00000 400.65833 2.28% 44.4 3230s 1222351 261312 infeasible 74 410.00000 400.67987 2.27% 44.4 3235s 1225389 260944 cutoff 57 410.00000 400.70116 2.27% 44.4 3240s 1228784 260573 cutoff 55 410.00000 400.72382 2.26% 44.4 3245s 1231980 260087 407.96500 52 38 410.00000 400.74627 2.26% 44.3 3250s 1235200 259826 403.47880 57 49 410.00000 400.76683 2.25% 44.3 3255s 1238108 259275 407.17738 76 26 410.00000 400.78776 2.25% 44.3 3260s 1241268 258924 406.44535 72 27 410.00000 400.80863 2.24% 44.3 3265s 1244596 258513 407.04153 84 36 410.00000 400.83228 2.24% 44.2 3270s 1247733 258096 cutoff 73 410.00000 400.85549 2.23% 44.2 3275s 1251233 257707 408.46368 41 54 410.00000 400.87844 2.22% 44.2 3280s 1254358 257142 cutoff 55 410.00000 400.89914 2.22% 44.2 3285s 1257556 256652 cutoff 59 410.00000 400.92176 2.21% 44.1 3290s 1260819 256331 cutoff 55 410.00000 400.94113 2.21% 44.1 3295s 1264234 255867 404.29088 56 31 410.00000 400.96453 2.20% 44.1 3300s 1267511 255272 infeasible 81 410.00000 400.98934 2.20% 44.0 3305s 1270841 254695 403.00386 66 32 410.00000 401.01303 2.19% 44.0 3310s 1273628 254105 406.06423 72 51 410.00000 401.03242 2.19% 44.0 3315s 1276807 253608 407.57476 57 47 410.00000 401.05533 2.18% 44.0 3320s 1280009 253010 406.84222 49 48 410.00000 401.07831 2.18% 44.0 3325s 1283219 252424 408.51071 52 48 410.00000 401.10023 2.17% 43.9 3330s 1286645 251844 403.77137 75 32 410.00000 401.12477 2.16% 43.9 3335s 1289857 251264 cutoff 73 410.00000 401.14786 2.16% 43.9 3340s 1292816 250755 402.88960 46 47 410.00000 401.16913 2.15% 43.9 3345s 1295737 250031 408.64237 51 54 410.00000 401.19192 2.15% 43.8 3350s 1299043 249467 cutoff 94 410.00000 401.21565 2.14% 43.8 3355s 1302262 248975 401.23703 66 30 410.00000 401.23703 2.14% 43.8 3360s 1305632 248263 404.69735 65 21 410.00000 401.26140 2.13% 43.8 3365s 1308931 247822 cutoff 44 410.00000 401.28115 2.13% 43.7 3370s 1311979 247315 402.14792 73 28 410.00000 401.30114 2.12% 43.7 3375s 1315302 246592 cutoff 72 410.00000 401.32676 2.12% 43.7 3380s 1318378 245896 cutoff 49 410.00000 401.34980 2.11% 43.7 3385s 1321588 245235 404.32650 51 48 410.00000 401.37294 2.10% 43.6 3390s 1325001 244618 408.72042 51 33 410.00000 401.39904 2.10% 43.6 3395s 1328251 243920 407.01056 79 17 410.00000 401.42186 2.09% 43.6 3400s 1331494 243314 cutoff 67 410.00000 401.44414 2.09% 43.6 3405s 1334610 242496 408.28436 70 16 410.00000 401.46836 2.08% 43.5 3410s 1337900 241775 402.36347 66 25 410.00000 401.49366 2.07% 43.5 3415s 1340862 241029 407.40828 74 22 410.00000 401.51416 2.07% 43.5 3420s 1344059 240167 407.06976 72 31 410.00000 401.53980 2.06% 43.5 3425s 1347271 239258 cutoff 62 410.00000 401.56600 2.06% 43.4 3430s 1350590 238537 cutoff 59 410.00000 401.58850 2.05% 43.4 3435s 1353461 237725 cutoff 64 410.00000 401.61168 2.05% 43.4 3440s 1356688 236948 404.18334 73 20 410.00000 401.63689 2.04% 43.4 3445s 1359884 236111 cutoff 62 410.00000 401.66136 2.03% 43.3 3450s 1363190 235271 cutoff 78 410.00000 401.68885 2.03% 43.3 3455s 1366250 234458 404.43897 50 43 410.00000 401.71209 2.02% 43.3 3460s 1369417 233651 cutoff 59 410.00000 401.73572 2.02% 43.3 3465s 1372650 232706 cutoff 61 410.00000 401.76207 2.01% 43.2 3470s 1375732 231852 405.84271 68 38 410.00000 401.78625 2.00% 43.2 3475s 1378913 230906 cutoff 69 410.00000 401.81217 2.00% 43.2 3480s 1382254 230186 405.07642 60 43 410.00000 401.83551 1.99% 43.2 3485s 1385525 229375 cutoff 61 410.00000 401.86072 1.99% 43.1 3490s 1388770 228529 cutoff 59 410.00000 401.88470 1.98% 43.1 3495s 1391937 227710 infeasible 55 410.00000 401.90968 1.97% 43.1 3500s 1395200 226844 406.37654 72 29 410.00000 401.93486 1.97% 43.1 3505s 1398444 226131 cutoff 92 410.00000 401.95734 1.96% 43.0 3510s 1401566 225177 404.01849 79 34 410.00000 401.98312 1.96% 43.0 3515s 1404704 224277 404.46500 57 33 410.00000 402.00855 1.95% 43.0 3520s 1407837 223383 404.12132 57 24 410.00000 402.03343 1.94% 43.0 3525s 1410906 222369 407.19758 56 41 410.00000 402.06062 1.94% 43.0 3530s 1414250 221275 405.73761 60 28 410.00000 402.08707 1.93% 42.9 3535s 1417420 220264 406.66003 54 57 410.00000 402.11252 1.92% 42.9 3540s 1420569 219258 cutoff 79 410.00000 402.13872 1.92% 42.9 3545s 1423699 218233 403.66360 84 30 410.00000 402.16480 1.91% 42.9 3550s 1426938 217121 cutoff 67 410.00000 402.19192 1.90% 42.9 3555s 1430046 215991 407.35862 46 43 410.00000 402.21993 1.90% 42.8 3560s 1433357 214788 infeasible 49 410.00000 402.24924 1.89% 42.8 3565s 1436318 213898 cutoff 61 410.00000 402.27269 1.88% 42.8 3570s 1439590 212749 cutoff 65 410.00000 402.29986 1.88% 42.8 3575s 1442773 211935 407.23296 62 31 410.00000 402.32279 1.87% 42.8 3580s 1446083 210875 407.23296 57 30 410.00000 402.35008 1.87% 42.7 3585s 1449303 209863 infeasible 43 410.00000 402.37503 1.86% 42.7 3590s 1452509 208821 404.31041 58 48 410.00000 402.39959 1.85% 42.7 3595s Cutting planes: Gomory: 14 Cover: 2 Implied bound: 1 Flow cover: 24 Zero half: 1 Explored 1455806 nodes (62124721 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.100000000000e+02, best bound 4.030000000000e+02, gap 1.7073%