Gurobi 5.0.1 (linux64) logging started Wed Dec 19 15:41:20 2012 Optimize a model with 3402 rows, 3280 columns and 14398 nonzeros Presolve removed 355 rows and 80 columns Presolve time: 0.11s Presolved: 3047 rows, 3200 columns, 13844 nonzeros Variable types: 1560 continuous, 1640 integer (1640 binary) Root relaxation: objective 2.807237e+02, 3729 iterations, 0.18 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 280.72365 0 73 - 280.72365 - - 0s 0 0 310.69318 0 89 - 310.69318 - - 0s 0 0 316.97331 0 99 - 316.97331 - - 0s 0 0 321.30101 0 90 - 321.30101 - - 0s 0 0 324.24566 0 93 - 324.24566 - - 0s 0 0 324.65049 0 92 - 324.65049 - - 0s 0 0 324.65049 0 92 - 324.65049 - - 0s 0 0 326.83582 0 92 - 326.83582 - - 0s 0 0 326.87905 0 100 - 326.87905 - - 0s 0 0 326.88685 0 102 - 326.88685 - - 0s 0 0 326.88685 0 100 - 326.88685 - - 1s 0 2 326.89551 0 99 - 326.89551 - - 2s 136 103 338.59554 10 88 - 327.58462 - 114 5s 513 364 infeasible 4 - 330.98772 - 110 10s 614 456 347.78007 49 104 - 331.54321 - 112 15s 647 474 355.09005 25 74 - 332.35973 - 130 20s 822 509 420.62120 56 43 - 333.88108 - 145 25s 1035 580 409.90871 79 85 - 334.91883 - 148 30s 1214 628 372.09461 31 81 - 335.88846 - 164 35s 1390 701 388.62729 33 55 - 336.44205 - 172 40s 1655 779 360.71078 38 90 - 339.22943 - 166 45s 1801 830 infeasible 38 - 339.67645 - 175 50s 2013 901 infeasible 19 - 340.44178 - 175 55s 2246 1045 infeasible 40 - 341.40603 - 176 60s 2419 1145 infeasible 28 - 342.13406 - 182 65s 2641 1274 369.21470 33 87 - 342.58088 - 184 70s 2850 1414 374.74127 35 81 - 343.08386 - 184 75s 3102 1587 367.33715 24 74 - 343.73656 - 183 80s 3339 1763 infeasible 30 - 343.83625 - 183 85s 3525 1843 438.13000 33 72 - 344.26747 - 186 90s 3663 1903 367.61685 30 100 - 344.57907 - 191 95s 3868 2018 369.48534 24 65 - 345.18466 - 193 100s 4123 2192 infeasible 35 - 345.48711 - 192 105s 4347 2296 389.83469 28 77 - 345.94374 - 193 110s 4611 2446 418.12282 50 70 - 346.29207 - 192 115s 4883 2619 369.73833 20 68 - 346.50559 - 191 120s 4996 2657 infeasible 17 - 346.60068 - 196 125s 5248 2789 infeasible 33 - 346.97359 - 195 130s 5411 2862 410.35763 33 72 - 347.15302 - 197 135s 5660 3004 377.06738 29 79 - 347.75237 - 196 140s 5839 3122 408.20410 52 52 - 348.05418 - 197 145s 6070 3232 349.86582 24 77 - 348.55524 - 198 150s 6305 3352 infeasible 37 - 348.91197 - 199 155s 6536 3483 380.87797 28 69 - 349.17324 - 199 160s 6798 3604 410.27710 25 70 - 349.44861 - 199 165s 7078 3743 394.23816 33 63 - 349.80335 - 198 170s 7335 3891 infeasible 67 - 350.23006 - 198 175s 7600 4020 infeasible 32 - 350.83519 - 198 180s 7793 4122 371.19321 19 95 - 351.17202 - 197 185s 8014 4237 infeasible 27 - 351.43979 - 197 190s 8222 4347 383.58481 34 50 - 351.90884 - 198 195s 8445 4478 492.88331 74 52 - 352.04165 - 198 200s 8673 4615 395.75077 32 47 - 352.24835 - 198 205s 8971 4786 infeasible 27 - 352.54505 - 196 210s 9195 4887 367.61863 22 97 - 352.91269 - 197 215s 9420 5042 424.39526 28 83 - 353.09870 - 197 220s 9628 5159 infeasible 35 - 353.22582 - 197 225s 9901 5341 404.39307 32 61 - 353.33619 - 196 230s 10161 5498 infeasible 87 - 353.67965 - 195 235s 10521 5762 426.41270 39 78 - 354.05810 - 192 240s 10722 5864 infeasible 47 - 354.16932 - 193 245s 10996 6015 385.43376 33 75 - 354.40771 - 193 250s 11271 6169 432.66329 31 72 - 354.53333 - 192 255s 11426 6204 422.44440 25 80 - 354.92815 - 194 260s 11623 6309 399.66931 43 79 - 355.10898 - 194 265s 11824 6435 399.87260 36 63 - 355.18846 - 195 270s 12029 6518 411.72110 34 87 - 355.26688 - 196 275s 12299 6688 447.65955 43 56 - 355.54838 - 195 280s 12534 6812 infeasible 29 - 355.85421 - 195 285s 12808 6983 infeasible 59 - 356.07104 - 194 290s 13050 7129 456.33550 43 84 - 356.49466 - 194 295s 13256 7212 421.09090 37 81 - 356.74988 - 195 300s 13524 7341 412.07516 35 70 - 357.01938 - 194 305s 13716 7437 infeasible 56 - 357.27103 - 194 310s 13958 7583 432.00954 56 58 - 357.52606 - 194 315s 14293 7748 infeasible 22 - 358.03641 - 193 320s 14535 7876 470.74391 34 74 - 358.29740 - 193 325s 14826 7994 365.54192 35 54 - 358.90286 - 192 330s 15136 8172 infeasible 56 - 359.14550 - 192 335s 15443 8333 infeasible 34 - 359.53317 - 191 340s 15714 8424 399.54341 28 82 - 360.05437 - 191 345s 15944 8514 409.92721 38 56 - 360.32671 - 191 350s 16246 8609 385.23451 27 61 - 360.72510 - 190 355s 16536 8749 458.67290 37 87 - 360.90771 - 189 360s 16805 8877 393.97433 23 49 - 361.43608 - 189 365s 17108 9008 infeasible 24 - 362.05376 - 189 370s 17351 9107 infeasible 23 - 362.47794 - 189 375s 17594 9182 392.02677 25 85 - 363.01015 - 188 380s 17833 9246 464.42190 32 96 - 363.34287 - 189 385s 18115 9402 425.97314 49 73 - 363.54874 - 188 390s 18371 9559 384.08421 25 66 - 363.63050 - 188 395s 18661 9729 404.10693 26 72 - 364.01755 - 187 400s 18990 9918 infeasible 23 - 364.25798 - 187 405s 19259 10046 infeasible 28 - 364.54050 - 187 410s 19467 10117 433.13834 32 83 - 364.69663 - 187 415s 19746 10288 476.78726 82 38 - 364.87731 - 186 420s 20049 10471 406.77032 36 60 - 364.99827 - 186 425s 20348 10603 422.14875 38 51 - 365.23279 - 185 430s 20605 10711 389.61320 34 82 - 365.66283 - 185 435s 20910 10914 447.74149 68 37 - 365.81064 - 185 440s 21217 11051 401.97821 35 89 - 366.19087 - 184 445s 21376 11095 386.75363 22 98 - 366.29893 - 185 450s 21655 11185 390.28187 17 83 - 366.53175 - 185 455s 21997 11370 514.64815 75 26 - 366.87454 - 184 460s 22305 11484 infeasible 69 - 367.25203 - 183 465s 22646 11688 494.91904 93 43 - 367.34385 - 183 470s 22997 11886 450.69811 67 51 - 367.56692 - 182 475s 23263 11997 infeasible 23 - 367.74536 - 182 480s 23622 12212 395.89105 26 55 - 367.95962 - 181 485s 23967 12407 infeasible 77 - 368.17482 - 180 490s 24307 12582 412.50257 30 45 - 368.38992 - 180 495s 24709 12848 411.31906 30 55 - 368.59408 - 179 500s 24985 12994 infeasible 32 - 368.74369 - 179 505s 25288 13115 378.90001 36 34 - 369.14295 - 179 510s 25595 13298 infeasible 26 - 369.39576 - 179 515s 25927 13456 infeasible 37 - 369.65985 - 178 520s 26215 13562 452.46283 32 104 - 370.11317 - 178 525s 26436 13595 378.49350 33 69 - 370.49911 - 179 530s 26769 13727 399.95679 49 96 - 370.94888 - 178 535s 27089 13850 401.88666 31 75 - 371.18367 - 178 540s 27332 13941 infeasible 35 - 371.31262 - 178 545s 27676 14114 439.70788 65 55 - 371.55262 - 178 550s 27966 14237 414.08902 28 45 - 371.78254 - 178 555s 28378 14431 434.77469 49 38 - 372.04306 - 177 560s 28883 14729 443.49690 36 83 - 372.26975 - 175 565s 29239 14956 381.94229 41 72 - 372.34397 - 175 570s 29483 15074 431.90117 24 81 - 372.53665 - 175 575s 29782 15227 392.54772 29 96 - 372.84294 - 175 580s 30092 15367 393.41156 32 77 - 373.06497 - 175 585s 30419 15525 infeasible 31 - 373.25157 - 174 590s 30672 15622 451.50894 49 70 - 373.42847 - 174 595s 30984 15800 389.69367 25 76 - 373.50631 - 174 600s 31270 15964 449.23010 51 73 - 373.58669 - 174 605s 31612 16122 388.69862 31 85 - 373.75099 - 174 610s 31886 16179 441.03477 38 79 - 373.95452 - 174 615s 32158 16287 468.11398 86 31 - 374.07298 - 174 620s 32500 16467 infeasible 33 - 374.26472 - 174 625s 32943 16696 454.22406 106 48 - 374.72413 - 173 630s 33326 16884 425.84383 38 43 - 374.96891 - 172 635s 33767 17083 infeasible 60 - 375.37753 - 171 640s 34176 17284 infeasible 33 - 375.55637 - 171 645s 34552 17455 infeasible 31 - 375.80790 - 170 650s 34795 17508 388.52617 25 85 - 376.02190 - 171 655s 35177 17702 376.72532 24 83 - 376.28384 - 170 660s 35590 17950 infeasible 42 - 376.42489 - 169 665s 35906 18126 431.62938 60 38 - 376.71156 - 169 670s 36280 18285 infeasible 54 - 376.99629 - 169 675s 36656 18490 infeasible 28 - 377.12257 - 169 680s 36977 18640 415.75068 35 68 - 377.27099 - 168 685s 37399 18827 infeasible 45 - 377.47931 - 168 690s 37723 19013 402.74738 47 71 - 377.65578 - 168 695s 38030 19087 467.85580 57 36 - 377.99974 - 168 700s 38269 19163 infeasible 29 - 378.18168 - 168 705s 38518 19247 416.40994 35 59 - 378.37599 - 168 710s 38840 19338 456.35854 87 49 - 378.53940 - 168 715s 39216 19523 402.82808 26 51 - 378.77846 - 167 720s 39592 19735 415.69612 47 81 - 378.92331 - 167 725s 39880 19820 infeasible 39 - 379.13927 - 167 730s 40256 20049 infeasible 106 - 379.27563 - 166 735s 40572 20187 406.54507 46 86 - 379.49154 - 166 740s 40804 20365 435.74166 45 47 - 379.54658 - 166 762s 40989 20449 450.30004 65 34 - 379.65175 - 166 765s 41484 20723 404.20067 45 71 - 379.89139 - 165 770s 41901 21001 infeasible 91 - 379.93489 - 165 775s 42285 21152 441.43883 51 80 - 380.28757 - 164 780s 42693 21362 infeasible 29 - 380.43211 - 164 785s 43041 21560 476.40617 73 43 - 380.51386 - 164 790s 43478 21801 409.41302 32 63 - 380.80462 - 163 795s 44007 22186 infeasible 29 - 380.91210 - 163 800s 44454 22454 387.89788 28 66 - 381.13391 - 162 805s 44887 22643 infeasible 42 - 381.48321 - 162 810s 45278 22820 412.46213 43 85 - 381.62782 - 161 815s 45653 23054 425.54950 34 61 - 381.78143 - 161 820s 46028 23240 426.96820 25 93 - 381.96898 - 161 825s 46410 23382 infeasible 34 - 382.33301 - 161 830s 46733 23448 432.17016 30 87 - 382.57256 - 161 835s 47137 23694 427.23383 99 35 - 382.67618 - 160 840s 47368 23766 427.71877 31 88 - 382.81693 - 160 845s 47646 23911 394.65590 34 69 - 382.91987 - 160 850s 47889 24040 394.98881 31 65 - 383.02033 - 160 855s 48183 24223 432.81888 33 65 - 383.12746 - 159 860s 48501 24372 466.32873 49 48 - 383.32578 - 159 865s 48910 24578 397.33432 41 74 - 383.52227 - 159 870s 49357 24863 416.03353 60 44 - 383.58601 - 159 875s 49796 25104 410.84161 45 86 - 383.74362 - 158 880s 50228 25361 414.15733 49 64 - 383.88958 - 158 885s 50610 25560 401.50045 48 78 - 384.07698 - 158 890s 51048 25843 infeasible 24 - 384.12811 - 157 895s 51429 26067 446.77405 35 55 - 384.24699 - 157 900s 51863 26328 414.11469 62 36 - 384.41849 - 157 905s 52265 26554 398.61423 33 52 - 384.52033 - 156 910s 52665 26759 397.11428 21 71 - 384.73268 - 156 915s 53194 27118 434.82442 33 96 - 384.84205 - 156 920s 53536 27306 infeasible 37 - 384.95510 - 156 925s 53966 27548 400.43846 30 59 - 385.08450 - 155 930s 54394 27850 464.48840 56 33 - 385.20173 - 155 935s 54856 28134 infeasible 32 - 385.37972 - 155 940s 55230 28358 392.59528 28 73 - 385.49796 - 154 945s 55647 28627 infeasible 25 - 385.56856 - 154 950s 55966 28800 393.90091 30 65 - 385.67041 - 154 955s 56401 29057 414.67665 48 77 - 385.79840 - 154 960s 56819 29345 414.69983 43 82 - 385.87935 - 154 965s 57254 29644 414.83799 47 57 - 385.93106 - 153 970s 57643 29879 431.67216 47 46 - 386.02052 - 153 975s 58219 30249 418.21084 40 64 - 386.12515 - 152 980s 58681 30509 424.38756 38 70 - 386.30167 - 152 985s 59141 30824 452.60226 60 48 - 386.40347 - 152 990s 59681 31173 infeasible 95 - 386.61886 - 151 995s 60085 31402 infeasible 51 - 386.71245 - 151 1000s 60586 31689 411.26664 54 49 - 386.87438 - 151 1005s 61046 31997 infeasible 56 - 386.92369 - 150 1010s 61416 32205 399.97762 29 67 - 387.05104 - 150 1015s 61730 32327 455.45517 53 59 - 387.20141 - 150 1020s 62153 32575 470.78217 47 45 - 387.30178 - 150 1025s 62541 32792 420.54022 44 62 - 387.39445 - 150 1030s 62883 32911 425.77833 28 44 - 387.52147 - 150 1035s 63337 33210 infeasible 106 - 387.60618 - 150 1040s 63609 33275 408.14527 28 67 - 387.73707 - 150 1045s 64126 33617 411.33838 46 51 - 387.82170 - 149 1050s 64593 33887 infeasible 53 - 387.89545 - 149 1055s 65143 34234 428.39734 42 67 - 387.99626 - 149 1060s 65659 34568 410.13868 37 42 - 388.08982 - 148 1065s 66259 34952 429.44160 94 40 - 388.19107 - 148 1070s 66838 35379 404.27915 35 49 - 388.23205 - 147 1075s 67286 35650 393.66377 28 62 - 388.33365 - 147 1080s 67808 36018 421.02104 36 51 - 388.40094 - 147 1085s 68299 36320 392.79340 25 69 - 388.52206 - 146 1090s 68702 36611 410.67624 54 52 - 388.54557 - 146 1095s 69211 36966 399.81195 31 52 - 388.62278 - 146 1100s 69686 37207 infeasible 25 - 388.77695 - 146 1105s 70036 37391 464.65347 59 42 - 388.88105 - 146 1110s 70425 37584 395.67013 27 74 - 388.95205 - 146 1115s 71006 38014 515.29350 112 31 - 389.00231 - 145 1120s 71567 38399 472.94848 83 28 - 389.09744 - 145 1125s 72064 38745 405.96754 32 72 - 389.19003 - 144 1130s 72398 38890 435.53583 32 66 - 389.30032 - 144 1135s 72883 39163 434.31654 45 54 - 389.38673 - 144 1140s 73371 39473 409.22857 29 53 - 389.44771 - 144 1145s 73890 39870 452.40322 79 50 - 389.48075 - 144 1150s 74343 40129 418.23127 27 61 - 389.54156 - 143 1155s 74819 40442 408.07470 35 63 - 389.57773 - 143 1160s 75290 40706 458.05950 99 38 - 389.64301 - 143 1165s 75793 41032 infeasible 31 - 389.71292 - 143 1170s 76349 41400 infeasible 39 - 389.75893 - 142 1175s 76850 41767 415.39971 39 59 - 389.82409 - 142 1180s 77426 42156 454.34793 58 52 - 389.91660 - 142 1185s 77950 42510 463.61840 40 67 - 389.98149 - 141 1190s 78469 42845 393.47960 44 74 - 390.05682 - 141 1195s 78978 43157 infeasible 73 - 390.13223 - 141 1200s 79622 43585 398.50309 31 60 - 390.19763 - 140 1205s 80171 43994 infeasible 75 - 390.23748 - 140 1210s 80663 44291 infeasible 43 - 390.32278 - 140 1215s 81153 44609 424.36920 43 51 - 390.41727 - 140 1220s 81666 44959 435.91948 42 69 - 390.47928 - 139 1225s 82119 45206 428.41458 46 60 - 390.53271 - 139 1230s 82644 45533 405.00197 34 57 - 390.57278 - 139 1235s 83106 45841 395.28397 32 70 - 390.65528 - 139 1240s 83619 46188 419.46365 29 54 - 390.71765 - 139 1245s 84219 46611 431.95648 41 40 - 390.77863 - 138 1250s 84745 46966 410.77170 45 69 - 390.85125 - 138 1255s 85177 47266 399.86547 44 72 - 390.90500 - 138 1260s 85811 47702 412.43282 33 59 - 390.95359 - 138 1265s 86271 47966 410.29425 35 59 - 391.00590 - 137 1270s 86739 48241 422.93700 27 84 - 391.10104 - 137 1275s 87184 48540 infeasible 33 - 391.16571 - 137 1280s 87634 48804 426.87725 32 76 - 391.25171 - 137 1285s 88195 49162 404.08088 42 59 - 391.33366 - 137 1290s 88787 49616 433.01140 53 48 - 391.37250 - 136 1295s 89193 49888 427.23531 61 52 - 391.43606 - 136 1300s 89725 50244 437.90937 60 44 - 391.45787 - 136 1305s 90304 50648 infeasible 115 - 391.47535 - 136 1310s 90782 50922 infeasible 33 - 391.52818 - 136 1315s 91352 51335 441.60982 88 28 - 391.56291 - 135 1320s 91935 51735 408.59294 49 45 - 391.60105 - 135 1325s 92479 52131 426.85085 39 48 - 391.63545 - 135 1330s 92956 52428 451.00514 39 92 - 391.68773 - 135 1335s 93502 52765 451.83072 53 34 - 391.74278 - 135 1340s 93920 53015 419.77870 39 65 - 391.78804 - 135 1345s 94564 53464 409.94352 47 50 - 391.80918 - 134 1350s 94996 53697 420.31096 35 56 - 391.87120 - 134 1355s 95529 54060 infeasible 97 - 391.93000 - 134 1360s 96111 54490 412.59384 37 100 - 391.95331 - 134 1365s 96768 54959 420.89412 25 81 - 391.99335 - 133 1370s 97404 55384 402.35637 42 68 - 392.04137 - 133 1375s 97911 55695 495.44842 125 45 - 392.10943 - 133 1380s 98607 56159 403.44045 29 55 - 392.14928 - 132 1385s 99133 56514 infeasible 67 - 392.19479 - 132 1390s 99744 56906 infeasible 45 - 392.22884 - 132 1395s 100338 57303 infeasible 70 - 392.29975 - 132 1400s 100901 57669 468.36380 78 58 - 392.39496 - 131 1405s 101457 58023 infeasible 61 - 392.44066 - 131 1410s 101974 58363 408.19153 30 58 - 392.48685 - 131 1415s 102440 58668 infeasible 49 - 392.57076 - 131 1420s 103028 59097 412.90502 39 92 - 392.61174 - 131 1425s 103412 59317 399.98122 30 69 - 392.66928 - 131 1430s 103920 59630 infeasible 31 - 392.73029 - 131 1435s 104457 60007 421.71018 49 51 - 392.77001 - 130 1440s 104990 60363 399.30456 43 52 - 392.82699 - 130 1445s 105496 60691 infeasible 89 - 392.87734 - 130 1450s 105957 61006 459.48349 79 55 - 392.91402 - 130 1455s 106368 61234 408.68026 37 72 - 392.96134 - 130 1460s 106862 61590 447.02229 85 27 - 393.01300 - 130 1465s 107300 61823 456.65593 54 76 - 393.05347 - 130 1470s 107766 62107 428.86534 59 51 - 393.11147 - 130 1475s 108317 62482 400.83883 31 51 - 393.16785 - 130 1480s 108961 62899 446.50948 83 64 - 393.19862 - 129 1485s 109534 63291 404.03426 34 76 - 393.24072 - 129 1490s 110080 63623 411.74125 52 57 - 393.27943 - 129 1495s 110570 63932 411.61801 44 55 - 393.30714 - 129 1500s 111164 64351 411.62726 40 56 - 393.34301 - 129 1505s 111645 64654 infeasible 41 - 393.39239 - 128 1510s 112138 64917 438.74649 38 44 - 393.47149 - 128 1515s 112701 65315 infeasible 37 - 393.47997 - 128 1520s 113300 65751 402.54045 32 54 - 393.49565 - 128 1525s 113822 66070 infeasible 34 - 393.55449 - 128 1530s 114363 66435 403.67166 43 60 - 393.57839 - 128 1535s 114897 66851 423.18878 59 45 - 393.60402 - 128 1540s 115626 67381 474.15447 53 48 - 393.64377 - 127 1545s *115934 65109 96 491.0000000 393.65771 19.8% 127 1547s H116074 65076 490.0000000 393.69551 19.7% 127 1549s 116128 65113 416.72262 51 59 490.00000 393.69551 19.7% 127 1550s 116201 65142 398.15724 38 100 490.00000 393.69952 19.7% 127 1703s 116210 65150 393.69952 21 88 490.00000 393.69952 19.7% 127 1705s 116244 65161 393.69952 29 85 490.00000 393.69952 19.7% 127 1710s H116305 61912 477.0000000 393.69952 17.5% 127 1712s 116466 61958 421.71694 75 36 477.00000 393.69952 17.5% 127 1715s 116778 62050 infeasible 34 477.00000 393.69952 17.5% 127 1720s 117094 62119 393.69952 38 74 477.00000 393.69952 17.5% 127 1725s H117104 59020 476.0000000 393.69952 17.3% 127 1725s 117446 59098 cutoff 36 476.00000 393.69952 17.3% 127 1730s 118007 59265 cutoff 35 476.00000 393.69952 17.3% 127 1735s 118576 59418 cutoff 40 476.00000 393.69952 17.3% 127 1740s 119164 59552 410.10629 68 66 476.00000 393.69952 17.3% 127 1745s H119362 56645 473.0000000 393.69952 16.8% 127 1746s 119636 56644 393.69952 42 52 473.00000 393.69952 16.8% 127 1750s 120223 56755 393.69952 33 68 473.00000 393.69952 16.8% 127 1755s 120885 56940 404.96894 36 68 473.00000 393.69952 16.8% 127 1760s 121600 57129 445.89727 59 59 473.00000 393.69952 16.8% 126 1765s 122261 57298 465.90857 63 55 473.00000 393.69952 16.8% 126 1770s 122955 57428 infeasible 47 473.00000 393.69952 16.8% 126 1775s 123841 57723 cutoff 93 473.00000 393.69952 16.8% 126 1780s 124741 57962 infeasible 41 473.00000 393.69952 16.8% 125 1785s 125348 57980 cutoff 38 473.00000 393.69952 16.8% 125 1790s 126173 58143 414.53924 41 59 473.00000 393.69952 16.8% 125 1795s 126991 58339 400.86984 30 79 473.00000 393.69952 16.8% 125 1800s 127810 58523 infeasible 40 473.00000 393.69952 16.8% 125 1805s H128049 55777 472.0000000 393.69952 16.6% 125 1806s H128097 52848 465.0000000 393.69952 15.3% 125 1806s 128783 53108 430.87222 121 48 465.00000 393.69952 15.3% 124 1810s 129893 53494 457.90131 52 60 465.00000 393.69952 15.3% 124 1815s 130868 53783 414.15931 56 63 465.00000 393.69952 15.3% 124 1820s 131973 54144 419.97582 38 60 465.00000 393.69952 15.3% 123 1825s 132989 54488 393.69952 45 72 465.00000 393.69952 15.3% 123 1830s 134026 54854 458.36051 41 61 465.00000 393.69952 15.3% 122 1835s 135022 55131 403.74840 56 53 465.00000 393.69952 15.3% 122 1840s H135521 47989 435.0000000 393.69952 9.49% 122 1842s 136100 48115 410.69649 40 83 435.00000 393.69952 9.49% 122 1845s 137144 48326 403.03522 55 45 435.00000 393.69952 9.49% 121 1850s 138312 48640 400.45866 35 55 435.00000 393.69952 9.49% 121 1855s 139633 48979 397.27288 49 56 435.00000 393.69952 9.49% 120 1860s H140016 45202 429.0000000 393.69952 8.23% 120 1861s 140943 45421 395.21019 40 54 429.00000 393.69952 8.23% 120 1865s 141913 45558 403.32792 44 55 429.00000 393.69952 8.23% 119 1870s 142903 45652 425.50627 36 53 429.00000 393.69952 8.23% 119 1875s 144352 45958 423.93401 64 34 429.00000 393.69952 8.23% 119 1880s 145516 46091 403.18003 60 48 429.00000 393.69952 8.23% 118 1885s 147155 46651 407.23447 48 58 429.00000 393.85742 8.19% 117 1890s 148727 47166 402.36946 43 65 429.00000 394.14495 8.12% 117 1895s 150227 47563 416.42228 40 51 429.00000 394.49644 8.04% 116 1900s 151733 47913 417.36524 45 39 429.00000 394.81204 7.97% 116 1905s 152556 48032 421.37831 64 52 429.00000 395.17316 7.89% 115 1910s 154159 48366 418.98040 40 54 429.00000 395.58989 7.79% 115 1915s 155771 48757 403.47211 57 57 429.00000 395.81104 7.74% 114 1920s 157311 49099 397.63240 40 50 429.00000 396.07563 7.67% 114 1925s 158732 49426 403.06056 56 67 429.00000 396.38610 7.60% 113 1930s 160118 49695 407.33742 42 57 429.00000 396.68598 7.53% 113 1935s 161496 49886 423.26933 60 43 429.00000 397.06673 7.44% 112 1940s 162918 50048 408.54553 37 42 429.00000 397.43301 7.36% 112 1945s 164075 50158 409.17897 49 55 429.00000 397.70685 7.29% 111 1950s 165644 50572 403.52375 50 55 429.00000 397.84431 7.26% 111 1955s 167124 50862 425.46978 40 55 429.00000 398.19399 7.18% 110 1960s 168815 51314 414.31637 63 48 429.00000 398.40633 7.13% 110 1965s 170240 51468 417.11951 51 54 429.00000 398.67995 7.07% 109 1970s 171662 51645 419.87230 66 44 429.00000 398.93068 7.01% 109 1975s 173320 52015 410.89412 32 52 429.00000 399.17959 6.95% 108 1980s 174949 52383 409.30081 53 43 429.00000 399.39110 6.90% 108 1985s 176444 52727 420.83591 63 50 429.00000 399.62259 6.85% 107 1990s 178117 53184 418.24895 42 66 429.00000 399.76912 6.81% 107 1995s 179664 53368 415.83952 47 53 429.00000 400.00326 6.76% 107 2000s 181441 53918 427.09178 111 37 429.00000 400.10740 6.73% 106 2005s 182875 54081 cutoff 53 429.00000 400.28547 6.69% 106 2010s 184388 54379 427.06342 46 46 429.00000 400.49136 6.65% 105 2015s 186002 54714 427.31580 76 21 429.00000 400.64996 6.61% 105 2020s 187574 54920 412.32295 47 56 429.00000 400.85896 6.56% 104 2025s 189339 55326 407.14248 54 49 429.00000 401.01775 6.52% 104 2030s 191116 55780 421.34801 76 49 429.00000 401.13635 6.50% 103 2035s 193049 56315 426.60573 52 47 429.00000 401.27564 6.46% 103 2040s 194712 56638 cutoff 66 429.00000 401.47926 6.42% 102 2045s 196480 57055 427.45212 84 42 429.00000 401.62428 6.38% 102 2050s 198313 57479 408.75906 70 43 429.00000 401.78041 6.34% 101 2055s 200083 57832 412.17247 46 64 429.00000 401.92824 6.31% 101 2060s 201931 58198 414.19712 44 56 429.00000 402.13715 6.26% 100 2065s 203548 58489 420.28553 88 41 429.00000 402.28075 6.23% 100 2070s 205406 58927 426.21283 96 50 429.00000 402.42160 6.20% 100 2075s 207391 59448 408.08497 64 56 429.00000 402.50889 6.18% 99.0 2080s 209067 59715 403.50043 56 57 429.00000 402.64465 6.14% 98.6 2085s 210866 60086 416.55029 80 47 429.00000 402.76861 6.11% 98.2 2090s 212511 60304 cutoff 83 429.00000 402.90532 6.08% 97.8 2095s 214298 60609 415.67625 54 54 429.00000 403.02086 6.06% 97.4 2100s 216158 61056 408.43830 69 41 429.00000 403.15247 6.03% 96.9 2105s 218104 61567 408.76058 59 65 429.00000 403.24846 6.00% 96.5 2110s 220071 61997 417.40491 56 49 429.00000 403.32862 5.98% 96.0 2115s 221834 62279 427.62685 51 52 429.00000 403.40534 5.97% 95.6 2120s 223429 62399 420.15195 56 51 429.00000 403.56305 5.93% 95.3 2125s 225355 62798 420.14195 58 38 429.00000 403.66238 5.91% 94.9 2130s 227272 63287 423.00759 78 41 429.00000 403.77917 5.88% 94.5 2135s 229225 63693 cutoff 47 429.00000 403.87432 5.86% 94.1 2140s 231016 63970 425.58569 50 58 429.00000 404.01809 5.82% 93.7 2145s 232799 64392 414.50686 53 60 429.00000 404.08277 5.81% 93.3 2150s 234809 64862 420.79128 54 52 429.00000 404.18880 5.78% 92.9 2155s 236659 65235 417.11533 52 43 429.00000 404.30924 5.76% 92.5 2160s 238668 65666 408.24978 49 56 429.00000 404.40576 5.73% 92.1 2165s 240635 66083 414.84530 48 47 429.00000 404.51532 5.71% 91.7 2170s 242769 66697 417.66636 70 46 429.00000 404.59185 5.69% 91.3 2175s 244814 67178 421.20851 58 52 429.00000 404.68664 5.67% 90.9 2180s 246671 67549 412.80104 57 58 429.00000 404.80381 5.64% 90.5 2185s 248573 67735 426.01967 55 53 429.00000 404.88525 5.62% 90.2 2190s 250484 68012 417.64670 52 38 429.00000 404.97688 5.60% 89.9 2195s 252353 68329 414.04468 81 45 429.00000 405.05542 5.58% 89.5 2200s 254264 69207 424.47437 76 47 429.00000 405.14243 5.56% 89.2 2205s 256300 70242 409.56953 59 44 429.00000 405.20274 5.55% 88.9 2210s 258348 71403 423.11570 54 59 429.00000 405.26326 5.53% 88.5 2215s 260330 72296 infeasible 69 429.00000 405.34276 5.51% 88.2 2220s 262514 73684 409.80398 65 46 429.00000 405.40904 5.50% 87.8 2225s 264668 74796 410.14052 67 37 429.00000 405.47009 5.48% 87.4 2230s 266747 75841 418.54797 61 59 429.00000 405.54724 5.47% 87.0 2235s 268702 76790 cutoff 73 429.00000 405.65332 5.44% 86.7 2240s 270808 77903 419.01888 39 59 429.00000 405.72986 5.42% 86.4 2245s 273046 79154 419.31020 88 51 429.00000 405.78959 5.41% 86.0 2250s 275005 79945 420.84667 63 48 429.00000 405.88135 5.39% 85.7 2255s 276766 80721 420.99597 80 44 429.00000 405.94264 5.37% 85.5 2260s 278886 81859 420.28077 58 54 429.00000 406.01368 5.36% 85.1 2265s 280760 82809 421.24404 52 49 429.00000 406.07832 5.34% 84.9 2270s 282792 83834 412.81741 64 52 429.00000 406.14248 5.33% 84.6 2275s 284857 84879 425.56079 51 44 429.00000 406.20830 5.31% 84.3 2280s 286682 85755 416.52538 77 31 429.00000 406.27775 5.30% 84.1 2285s 289168 87201 421.51390 69 53 429.00000 406.35565 5.28% 83.6 2290s 291351 88346 413.15587 50 56 429.00000 406.40943 5.27% 83.3 2295s 293251 89373 411.86414 69 57 429.00000 406.46264 5.25% 83.1 2300s 295328 90311 411.62082 59 49 429.00000 406.51284 5.24% 82.8 2305s 297295 91339 424.81040 97 44 429.00000 406.57689 5.23% 82.6 2310s 299156 92152 cutoff 43 429.00000 406.63239 5.21% 82.4 2315s 301150 93075 cutoff 44 429.00000 406.70588 5.20% 82.1 2320s 303127 93871 414.85526 39 50 429.00000 406.78410 5.18% 81.9 2325s 305005 94683 424.55711 63 50 429.00000 406.84960 5.16% 81.7 2330s 307018 95522 420.93588 72 51 429.00000 406.92765 5.15% 81.4 2335s 309109 96449 410.64345 50 48 429.00000 407.00681 5.13% 81.2 2340s 311123 97276 409.78402 58 61 429.00000 407.06908 5.11% 80.9 2345s 313116 98132 cutoff 67 429.00000 407.14191 5.10% 80.7 2350s 315322 99089 416.49566 61 44 429.00000 407.19992 5.08% 80.5 2355s 317535 100209 419.61817 54 52 429.00000 407.26086 5.07% 80.2 2360s 319507 101074 420.04248 87 49 429.00000 407.31982 5.05% 80.0 2365s 321725 102126 cutoff 49 429.00000 407.37799 5.04% 79.7 2370s 323776 103008 420.97993 66 41 429.00000 407.44348 5.02% 79.5 2375s 325866 103990 415.60804 65 53 429.00000 407.49011 5.01% 79.2 2380s 328182 105154 425.42047 66 37 429.00000 407.53895 5.00% 78.9 2385s 330339 106234 420.75438 55 45 429.00000 407.58359 4.99% 78.7 2390s 332684 107288 410.91547 63 47 429.00000 407.65531 4.98% 78.4 2395s 334714 108192 410.89557 40 66 429.00000 407.69840 4.97% 78.2 2400s 336778 109099 414.54061 58 53 429.00000 407.76298 4.95% 78.0 2405s 338641 109967 425.57813 64 59 429.00000 407.83657 4.93% 77.8 2410s 340532 110600 418.82188 53 40 429.00000 407.90284 4.92% 77.7 2415s 342463 111354 416.03189 63 50 429.00000 407.98063 4.90% 77.5 2420s 344701 112447 417.24893 67 60 429.00000 408.05427 4.88% 77.2 2425s 347075 113693 415.33574 68 47 429.00000 408.10500 4.87% 77.0 2430s 349024 114451 cutoff 62 429.00000 408.16180 4.86% 76.8 2435s 351273 115505 419.75919 51 60 429.00000 408.22476 4.84% 76.6 2440s 353465 116440 418.13465 38 74 429.00000 408.27026 4.83% 76.3 2445s 355579 117428 419.14312 54 46 429.00000 408.31727 4.82% 76.2 2450s 357450 118066 421.25076 54 48 429.00000 408.37040 4.81% 76.0 2455s 359782 119049 419.78280 77 41 429.00000 408.42717 4.80% 75.8 2460s 361837 119935 415.93521 48 45 429.00000 408.46985 4.79% 75.6 2465s 363888 120872 412.50255 50 40 429.00000 408.51858 4.77% 75.4 2470s 366117 121702 423.52776 91 38 429.00000 408.59356 4.76% 75.2 2475s 368451 122660 411.07360 49 44 429.00000 408.65391 4.74% 75.0 2480s 370646 123645 410.39950 62 55 429.00000 408.70626 4.73% 74.8 2485s 372612 124362 411.25962 61 45 429.00000 408.76610 4.72% 74.6 2490s 374934 125378 410.88327 52 52 429.00000 408.81769 4.70% 74.4 2495s 377261 126427 423.74971 70 42 429.00000 408.87132 4.69% 74.2 2500s 379304 127061 424.23941 80 35 429.00000 408.91144 4.68% 74.1 2505s 381417 127915 cutoff 68 429.00000 408.95562 4.67% 73.9 2510s 383621 128885 420.08385 41 28 429.00000 408.99832 4.66% 73.7 2515s 385840 129657 412.54851 61 50 429.00000 409.05257 4.65% 73.5 2520s 387869 130313 423.03611 60 46 429.00000 409.11723 4.63% 73.4 2525s 390093 131111 427.68790 73 39 429.00000 409.17033 4.62% 73.2 2530s 392486 131882 427.82706 79 40 429.00000 409.22115 4.61% 73.0 2535s 394651 132518 415.68698 62 35 429.00000 409.26746 4.60% 72.9 2540s 396773 133379 414.24831 54 50 429.00000 409.31056 4.59% 72.7 2545s 399181 134500 419.82687 84 44 429.00000 409.34961 4.58% 72.5 2550s 401176 135207 cutoff 71 429.00000 409.40004 4.57% 72.4 2555s 403571 136188 cutoff 59 429.00000 409.43710 4.56% 72.2 2560s 405874 137163 cutoff 56 429.00000 409.46794 4.55% 72.0 2565s 407951 137880 422.02271 61 46 429.00000 409.51116 4.54% 71.9 2570s 409931 138444 414.60412 51 45 429.00000 409.55656 4.53% 71.7 2575s 412028 139163 419.05023 66 30 429.00000 409.60226 4.52% 71.6 2580s 414293 139948 417.58952 61 40 429.00000 409.65246 4.51% 71.4 2585s 416509 140840 423.62054 66 53 429.00000 409.69662 4.50% 71.3 2590s 418678 141472 426.36446 70 55 429.00000 409.75390 4.49% 71.1 2595s 420905 142247 419.78217 73 36 429.00000 409.81250 4.47% 71.0 2600s 423031 143034 cutoff 68 429.00000 409.85556 4.46% 70.8 2605s 425150 143631 cutoff 44 429.00000 409.89920 4.45% 70.7 2610s 427493 144503 417.43855 60 48 429.00000 409.93902 4.44% 70.6 2615s 429643 145110 423.71613 76 22 429.00000 409.99996 4.43% 70.4 2620s 431906 145936 cutoff 65 429.00000 410.05107 4.42% 70.3 2625s 434103 146596 cutoff 63 429.00000 410.10570 4.40% 70.1 2630s 436369 147267 cutoff 74 429.00000 410.15023 4.39% 70.0 2635s 438745 147875 cutoff 62 429.00000 410.19994 4.38% 69.8 2640s 440839 148451 412.54125 57 44 429.00000 410.24593 4.37% 69.7 2645s 443130 149135 419.29260 51 51 429.00000 410.29036 4.36% 69.6 2650s 445388 149748 cutoff 83 429.00000 410.33530 4.35% 69.4 2655s 447635 150356 419.46965 58 49 429.00000 410.37301 4.34% 69.3 2660s 449866 151055 cutoff 72 429.00000 410.41071 4.33% 69.2 2665s 452212 151973 415.03648 70 37 429.00000 410.44967 4.32% 69.0 2670s 454619 152823 420.96154 80 55 429.00000 410.49252 4.31% 68.9 2675s 456679 153367 cutoff 52 429.00000 410.53813 4.30% 68.8 2680s 459001 153989 416.00098 53 62 429.00000 410.57998 4.29% 68.6 2685s 461263 154750 423.27922 62 19 429.00000 410.61741 4.28% 68.5 2690s 463806 155714 cutoff 64 429.00000 410.65623 4.28% 68.3 2695s 465995 156313 cutoff 69 429.00000 410.70972 4.26% 68.2 2700s 468175 156989 415.20405 56 50 429.00000 410.74828 4.25% 68.1 2705s 470488 157753 416.42799 55 53 429.00000 410.78696 4.25% 68.0 2710s 472763 158578 418.80873 73 56 429.00000 410.81759 4.24% 67.8 2715s 474855 159059 cutoff 74 429.00000 410.85960 4.23% 67.7 2720s 477105 159672 427.48548 52 45 429.00000 410.89693 4.22% 67.6 2725s 479310 160366 cutoff 63 429.00000 410.93155 4.21% 67.5 2730s 481640 161173 425.86966 53 48 429.00000 410.96612 4.20% 67.3 2735s 483847 161634 422.41911 55 59 429.00000 411.00912 4.19% 67.2 2740s 485962 162266 cutoff 58 429.00000 411.04613 4.19% 67.1 2745s 488409 162925 422.28223 59 25 429.00000 411.08098 4.18% 67.0 2750s 490883 163550 cutoff 59 429.00000 411.12353 4.17% 66.9 2755s 493197 164266 cutoff 54 429.00000 411.16130 4.16% 66.8 2760s 495456 164923 419.00336 62 52 429.00000 411.19599 4.15% 66.7 2765s 497828 165616 422.81966 54 48 429.00000 411.23597 4.14% 66.5 2770s 499929 166186 cutoff 62 429.00000 411.26704 4.13% 66.4 2775s 502163 166556 426.05188 61 60 429.00000 411.30708 4.12% 66.3 2780s 504436 167092 cutoff 82 429.00000 411.34380 4.12% 66.2 2785s 506497 167510 cutoff 65 429.00000 411.37736 4.11% 66.1 2790s 508676 167880 426.09590 70 40 429.00000 411.42628 4.10% 66.0 2795s 510789 168382 417.67327 48 44 429.00000 411.47020 4.09% 66.0 2800s 513096 168769 423.43317 62 42 429.00000 411.51287 4.08% 65.8 2805s 515251 169233 415.28921 71 49 429.00000 411.55303 4.07% 65.8 2810s 517478 169696 415.26496 79 36 429.00000 411.59173 4.06% 65.7 2815s 519680 170035 cutoff 79 429.00000 411.63533 4.05% 65.6 2820s 521871 170543 423.93521 44 56 429.00000 411.67179 4.04% 65.5 2825s 524005 170921 cutoff 64 429.00000 411.71542 4.03% 65.4 2830s 526296 171407 422.47347 93 42 429.00000 411.74792 4.02% 65.3 2835s 528573 171757 418.36282 63 43 429.00000 411.78656 4.01% 65.2 2840s 530964 172313 427.23048 78 34 429.00000 411.82978 4.00% 65.1 2845s 533284 173049 424.86460 51 34 429.00000 411.85613 4.00% 65.0 2850s 535500 173627 424.54192 76 46 429.00000 411.88522 3.99% 64.9 2855s 537645 174061 cutoff 52 429.00000 411.92495 3.98% 64.8 2860s 539830 174478 cutoff 73 429.00000 411.95667 3.97% 64.7 2865s 542327 175100 424.49717 64 34 429.00000 411.99561 3.96% 64.6 2870s 544687 175720 419.96653 52 34 429.00000 412.03677 3.95% 64.5 2875s 546983 176323 422.44590 46 53 429.00000 412.07498 3.95% 64.4 2880s 549237 176803 cutoff 65 429.00000 412.10910 3.94% 64.3 2885s 551736 177399 426.50198 72 47 429.00000 412.14153 3.93% 64.2 2890s 553966 177758 419.98629 55 50 429.00000 412.17914 3.92% 64.1 2895s 556422 178307 416.35948 50 39 429.00000 412.21773 3.91% 64.0 2900s 558693 178764 425.91974 47 49 429.00000 412.25170 3.90% 63.9 2905s 560829 179044 cutoff 77 429.00000 412.28716 3.90% 63.8 2910s 562984 179408 419.99881 72 49 429.00000 412.32695 3.89% 63.7 2915s 565168 179857 419.32909 46 50 429.00000 412.36023 3.88% 63.7 2920s 567363 180449 425.98897 62 53 429.00000 412.39345 3.87% 63.6 2925s 569622 180884 cutoff 59 429.00000 412.42946 3.86% 63.5 2930s 572159 181422 421.12875 65 40 429.00000 412.47234 3.85% 63.4 2935s 574428 181774 cutoff 82 429.00000 412.51173 3.84% 63.3 2940s 576704 181994 423.77717 71 53 429.00000 412.55170 3.83% 63.2 2945s 579106 182421 417.89418 72 40 429.00000 412.58605 3.83% 63.1 2950s 581478 182819 423.34073 86 37 429.00000 412.62192 3.82% 63.0 2955s 583632 183122 419.95397 67 40 429.00000 412.65753 3.81% 63.0 2960s 585993 183513 cutoff 54 429.00000 412.69559 3.80% 62.9 2965s 588668 184263 423.09321 71 27 429.00000 412.72675 3.79% 62.8 2970s 590920 184594 422.16643 65 46 429.00000 412.76965 3.78% 62.7 2975s 593277 185245 426.28175 71 42 429.00000 412.79962 3.78% 62.6 2980s 595935 185741 cutoff 49 429.00000 412.84165 3.77% 62.5 2985s 598424 186383 425.54306 67 49 429.00000 412.87315 3.76% 62.4 2990s 600423 186667 426.20708 64 51 429.00000 412.90488 3.75% 62.3 2995s 602791 187045 423.30304 59 59 429.00000 412.94095 3.74% 62.2 3000s 605213 187383 422.70580 60 45 429.00000 412.97475 3.74% 62.1 3005s 607549 187884 cutoff 53 429.00000 413.00532 3.73% 62.1 3010s 609824 188342 421.16481 52 50 429.00000 413.03606 3.72% 62.0 3015s 612286 188927 417.53000 70 48 429.00000 413.06718 3.71% 61.9 3020s 614692 189290 426.81534 73 25 429.00000 413.10515 3.71% 61.8 3025s 617276 189908 422.07377 44 43 429.00000 413.13565 3.70% 61.7 3030s 619529 190247 426.33240 77 41 429.00000 413.16721 3.69% 61.6 3035s 621679 190558 422.62642 60 45 429.00000 413.19635 3.68% 61.5 3040s 623868 190909 419.19139 62 62 429.00000 413.23296 3.68% 61.5 3045s 626369 191443 420.67206 95 44 429.00000 413.26472 3.67% 61.4 3050s 628695 191783 cutoff 49 429.00000 413.30060 3.66% 61.3 3055s 631069 192063 cutoff 64 429.00000 413.34125 3.65% 61.2 3060s 633354 192508 425.83819 53 40 429.00000 413.37777 3.64% 61.2 3065s 635602 192940 421.12527 66 50 429.00000 413.40917 3.63% 61.1 3070s 638021 193332 cutoff 67 429.00000 413.44224 3.63% 61.0 3075s 640454 193739 422.35239 65 55 429.00000 413.47625 3.62% 60.9 3080s 642788 194145 cutoff 71 429.00000 413.50574 3.61% 60.9 3085s 645356 194767 422.41991 45 59 429.00000 413.53298 3.61% 60.8 3090s 647717 195075 425.48444 53 53 429.00000 413.56441 3.60% 60.7 3095s 650366 195691 420.39224 49 56 429.00000 413.59654 3.59% 60.6 3100s 652672 195972 cutoff 80 429.00000 413.62962 3.58% 60.5 3105s 655174 196458 cutoff 86 429.00000 413.66189 3.58% 60.4 3110s 657692 196658 423.20665 56 55 429.00000 413.70227 3.57% 60.4 3115s 660006 197015 426.32352 61 50 429.00000 413.73260 3.56% 60.3 3120s 662352 197335 419.23025 60 48 429.00000 413.76700 3.55% 60.2 3125s 664604 197554 423.43262 62 58 429.00000 413.79351 3.54% 60.2 3130s 666963 197761 427.61625 83 48 429.00000 413.83009 3.54% 60.1 3135s 669365 198026 cutoff 69 429.00000 413.86729 3.53% 60.0 3140s 671820 198398 cutoff 66 429.00000 413.89807 3.52% 59.9 3145s 674507 198972 cutoff 77 429.00000 413.93043 3.51% 59.9 3150s 676754 199321 cutoff 62 429.00000 413.95719 3.51% 59.8 3155s 679321 199599 infeasible 46 429.00000 413.99042 3.50% 59.7 3160s 681732 199877 425.60923 64 42 429.00000 414.02850 3.49% 59.6 3165s 684338 200269 421.92896 40 51 429.00000 414.05996 3.48% 59.6 3170s 686653 200486 420.82486 56 52 429.00000 414.09447 3.47% 59.5 3175s 689115 200626 420.67242 56 50 429.00000 414.12717 3.47% 59.4 3180s 691372 200849 416.86816 53 58 429.00000 414.15560 3.46% 59.4 3185s 693952 201319 421.63889 63 45 429.00000 414.18643 3.45% 59.3 3190s 696343 201676 cutoff 74 429.00000 414.21259 3.45% 59.2 3195s 698731 201891 cutoff 70 429.00000 414.24596 3.44% 59.2 3200s 701104 202125 422.65962 71 53 429.00000 414.27718 3.43% 59.1 3205s 703429 202345 cutoff 64 429.00000 414.30914 3.42% 59.0 3210s 705930 202697 419.81114 51 49 429.00000 414.34788 3.42% 59.0 3215s 708233 202915 420.55829 40 53 429.00000 414.37933 3.41% 58.9 3220s 710606 203099 418.87595 40 57 429.00000 414.41462 3.40% 58.9 3225s 712987 203272 415.16636 63 42 429.00000 414.45005 3.39% 58.8 3230s 715336 203526 416.06704 55 42 429.00000 414.47771 3.39% 58.7 3235s 717800 203967 422.04263 64 61 429.00000 414.50686 3.38% 58.7 3240s 720096 204201 cutoff 55 429.00000 414.53721 3.37% 58.6 3245s 722613 204509 421.53135 64 53 429.00000 414.56511 3.36% 58.5 3250s 724987 204724 cutoff 61 429.00000 414.59679 3.36% 58.5 3255s 727263 204920 cutoff 65 429.00000 414.62715 3.35% 58.4 3260s 729804 205304 424.49269 70 54 429.00000 414.65717 3.34% 58.4 3265s 732076 205450 cutoff 68 429.00000 414.68739 3.34% 58.3 3270s 734518 205747 422.36639 54 45 429.00000 414.72286 3.33% 58.2 3275s 736852 206011 420.30752 64 60 429.00000 414.74918 3.32% 58.2 3280s 739483 206255 cutoff 51 429.00000 414.78186 3.31% 58.1 3285s 741982 206417 cutoff 62 429.00000 414.81383 3.31% 58.0 3290s 744403 206757 417.02570 45 49 429.00000 414.84484 3.30% 58.0 3295s 746911 206916 425.33561 90 49 429.00000 414.88398 3.29% 57.9 3300s 749448 207300 cutoff 80 429.00000 414.91368 3.28% 57.8 3305s 751880 207386 426.42493 56 30 429.00000 414.94661 3.28% 57.8 3310s 754474 207693 425.00660 77 39 429.00000 414.97725 3.27% 57.7 3315s 756771 207889 cutoff 53 429.00000 415.00462 3.26% 57.7 3320s 759211 208072 420.69920 77 50 429.00000 415.03937 3.25% 57.6 3325s 761406 208256 426.11410 55 57 429.00000 415.06948 3.25% 57.5 3330s 763894 208649 420.49710 57 45 429.00000 415.09741 3.24% 57.5 3335s 766367 208908 cutoff 64 429.00000 415.12613 3.23% 57.4 3340s 768870 209075 422.29339 39 47 429.00000 415.15696 3.23% 57.4 3345s 771239 209379 cutoff 73 429.00000 415.18115 3.22% 57.3 3350s 773862 209698 418.88213 62 53 429.00000 415.21323 3.21% 57.2 3355s 776314 209779 cutoff 93 429.00000 415.24646 3.21% 57.2 3360s 778954 210028 419.54184 62 45 429.00000 415.27518 3.20% 57.1 3365s 781561 210187 419.33094 78 47 429.00000 415.30500 3.19% 57.0 3370s 784063 210273 418.29792 69 43 429.00000 415.33770 3.18% 57.0 3375s 786561 210430 425.45182 52 40 429.00000 415.37023 3.18% 56.9 3380s 789091 210674 421.00980 38 58 429.00000 415.39982 3.17% 56.9 3385s 791619 210907 423.96574 58 45 429.00000 415.42918 3.16% 56.8 3390s 794131 211102 423.54234 61 41 429.00000 415.46018 3.16% 56.7 3395s 796583 211044 420.54373 66 47 429.00000 415.49196 3.15% 56.7 3400s 799125 211174 415.89671 56 46 429.00000 415.52370 3.14% 56.6 3405s 801600 211169 422.39805 69 45 429.00000 415.55818 3.13% 56.6 3410s 804357 211226 423.70881 56 42 429.00000 415.59648 3.12% 56.5 3415s 806849 211323 cutoff 58 429.00000 415.62704 3.12% 56.4 3420s 809332 211374 cutoff 58 429.00000 415.66114 3.11% 56.4 3425s 811780 211515 421.70046 61 37 429.00000 415.69383 3.10% 56.3 3430s 814506 211764 423.77288 61 58 429.00000 415.72272 3.09% 56.3 3435s 817183 211976 422.06468 55 55 429.00000 415.75168 3.09% 56.2 3440s 819776 212058 417.96606 54 52 429.00000 415.77612 3.08% 56.1 3445s 822330 212218 425.63251 69 51 429.00000 415.80800 3.08% 56.1 3450s 824774 212267 426.51798 68 27 429.00000 415.83816 3.07% 56.0 3455s 827228 212256 cutoff 74 429.00000 415.87088 3.06% 56.0 3460s 830029 212634 423.88569 82 34 429.00000 415.89853 3.05% 55.9 3465s 832613 212831 424.22967 57 52 429.00000 415.92591 3.05% 55.8 3470s 835077 212879 infeasible 58 429.00000 415.95464 3.04% 55.8 3475s 837733 213022 cutoff 60 429.00000 415.98165 3.03% 55.7 3480s 840151 213033 420.75165 59 59 429.00000 416.01003 3.03% 55.7 3485s 842410 212956 421.85163 63 41 429.00000 416.04619 3.02% 55.6 3490s 844981 213068 425.12146 70 45 429.00000 416.07864 3.01% 55.6 3495s 847452 213190 423.68842 100 49 429.00000 416.10607 3.01% 55.5 3500s 850093 213352 424.21459 75 31 429.00000 416.13753 3.00% 55.5 3505s 852932 213422 418.05984 74 57 429.00000 416.17114 2.99% 55.4 3510s 855511 213515 infeasible 61 429.00000 416.19944 2.98% 55.3 3515s 858077 213631 427.01516 57 45 429.00000 416.22503 2.98% 55.3 3520s 860550 213699 421.60671 50 46 429.00000 416.25244 2.97% 55.2 3525s 862936 213791 419.96985 57 38 429.00000 416.27881 2.97% 55.2 3530s 865323 213884 425.14899 68 43 429.00000 416.30704 2.96% 55.1 3535s 867734 214062 424.54709 84 39 429.00000 416.33300 2.95% 55.1 3540s 870140 214134 426.86434 62 41 429.00000 416.36079 2.95% 55.0 3545s 872654 214131 424.55392 59 47 429.00000 416.38919 2.94% 55.0 3550s 875337 214168 423.05475 57 52 429.00000 416.42043 2.93% 54.9 3555s 877752 214115 425.36901 107 43 429.00000 416.45270 2.92% 54.9 3560s 880220 214255 423.59268 55 51 429.00000 416.47806 2.92% 54.8 3565s 882810 214334 421.26410 69 56 429.00000 416.50467 2.91% 54.8 3570s 885323 214364 426.51796 73 60 429.00000 416.53295 2.91% 54.7 3575s 887795 214260 424.17008 68 48 429.00000 416.56114 2.90% 54.7 3580s 890288 214148 cutoff 77 429.00000 416.59242 2.89% 54.6 3585s 892562 213981 cutoff 72 429.00000 416.62050 2.89% 54.6 3590s 895049 213989 cutoff 53 429.00000 416.64962 2.88% 54.6 3595s Cutting planes: Gomory: 6 Cover: 1 Implied bound: 3 Clique: 1 Flow cover: 23 Zero half: 2 Explored 897513 nodes (48933100 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.290000000000e+02, best bound 4.170000000000e+02, gap 2.7972%