Gurobi 5.0.1 (linux64) logging started Wed Jan 2 10:26:51 2013 Optimize a model with 10202 rows, 10201 columns and 47043 nonzeros Presolve removed 7136 rows and 3994 columns Presolve time: 0.11s Presolved: 3066 rows, 6207 columns, 23343 nonzeros Variable types: 100 continuous, 6107 integer (6107 binary) Root relaxation: objective 4.753075e+02, 515 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 475.30754 0 149 - 475.30754 - - 0s 0 0 518.69719 0 217 - 518.69719 - - 0s 0 0 521.25411 0 211 - 521.25411 - - 0s 0 0 522.49877 0 223 - 522.49877 - - 0s 0 0 523.09877 0 227 - 523.09877 - - 0s 0 0 523.43210 0 222 - 523.43210 - - 0s 0 0 523.43210 0 226 - 523.43210 - - 0s 0 0 523.76543 0 169 - 523.76543 - - 0s 0 0 523.76543 0 192 - 523.76543 - - 0s 0 0 523.76543 0 168 - 523.76543 - - 0s 0 0 523.76543 0 169 - 523.76543 - - 0s 0 0 523.83984 0 161 - 523.83984 - - 0s 0 0 523.83984 0 182 - 523.83984 - - 0s 0 0 523.83984 0 175 - 523.83984 - - 0s 0 0 523.83984 0 185 - 523.83984 - - 1s 0 0 523.83984 0 185 - 523.83984 - - 1s 0 2 523.88478 0 185 - 523.88478 - - 1s 603 516 534.53086 5 161 - 525.19753 - 24.6 8s 604 517 609.57543 33 170 - 525.19753 - 24.5 11s 611 522 597.54801 62 243 - 537.79125 - 24.3 15s 618 526 562.83984 23 238 - 540.20244 - 24.0 20s 624 530 541.27113 13 238 - 541.27113 - 23.8 25s 629 534 597.54801 62 240 - 541.97821 - 23.6 30s 634 537 542.86960 5 248 - 542.86960 - 23.4 35s 640 541 675.58948 133 256 - 545.73480 - 23.2 40s 645 544 580.57805 40 251 - 547.57353 - 23.0 45s 651 548 548.29186 13 254 - 548.29186 - 22.8 50s 658 553 549.66468 17 256 - 549.06315 - 22.5 55s 664 557 549.88904 5 263 - 549.88904 - 22.3 60s 670 561 642.99311 114 241 - 550.54120 - 22.1 65s 676 565 593.04210 72 265 - 550.85789 - 21.9 70s 683 570 645.71463 114 268 - 551.29494 - 21.7 75s 689 575 581.64978 37 185 - 551.30312 - 59.7 81s 691 576 601.80373 24 169 - 551.30312 - 59.5 87s 697 580 615.72641 91 232 - 551.54975 - 59.0 90s 708 588 581.64978 37 253 - 551.63526 - 58.1 95s 862 676 640.79746 97 144 - 551.79080 - 67.2 100s 1152 817 573.02062 42 210 - 552.00777 - 71.4 105s 1388 937 552.64684 30 225 - 552.12606 - 75.7 110s 1710 1092 581.23527 46 212 - 552.12606 - 74.9 115s 2012 1202 infeasible 64 - 552.20912 - 74.6 120s 2308 1348 634.30009 81 149 - 552.27173 - 74.2 125s 2695 1610 686.31867 67 188 - 552.34918 - 71.8 130s 2966 1819 601.80876 61 212 - 552.47066 - 72.5 135s 3230 2042 697.51737 82 177 - 552.48462 - 73.0 140s 3567 2305 589.98884 52 213 - 552.55053 - 72.5 145s 3910 2587 663.81090 120 105 - 552.60469 - 71.7 150s 4247 2855 635.36911 63 181 - 552.73213 - 71.0 155s 4592 3132 586.64709 48 204 - 552.76431 - 69.8 160s 4866 3341 768.20059 97 103 - 552.76736 - 70.2 165s 5300 3738 604.40769 62 204 - 552.79069 - 68.3 170s 5680 4032 650.63227 87 216 - 552.80240 - 67.5 175s 5894 4203 660.39628 58 189 - 552.82154 - 68.0 180s 6142 4389 615.28494 45 205 - 552.88894 - 68.4 185s 6416 4609 620.07762 53 178 - 552.99638 - 68.8 190s 6672 4804 infeasible 80 - 553.02863 - 69.1 195s 6933 5014 670.53243 67 169 - 553.05881 - 69.6 200s 7281 5324 630.21155 60 177 - 553.10675 - 69.1 205s 7547 5555 698.28658 93 75 - 553.15057 - 69.4 210s 7949 5879 660.13958 47 211 - 553.18059 - 68.1 215s 8182 6034 637.08816 66 209 - 553.20818 - 68.5 220s 8452 6223 754.47277 81 183 - 553.27319 - 68.5 225s 8751 6446 622.28527 61 206 - 553.33608 - 68.6 230s 8990 6587 infeasible 80 - 553.34189 - 69.1 235s 9312 6839 726.40458 78 207 - 553.43423 - 69.1 240s 9655 7094 611.66850 51 166 - 553.49897 - 68.7 245s 9966 7276 infeasible 110 - 553.52836 - 68.8 250s 10240 7468 869.67168 145 134 - 553.53414 - 68.7 255s 10554 7684 638.49138 53 171 - 553.57587 - 68.6 260s 10818 7873 628.24891 47 218 - 553.61254 - 68.9 265s 11102 8076 597.14750 43 193 - 553.66938 - 68.9 270s 11387 8283 689.44343 66 174 - 553.73130 - 69.0 275s 11648 8482 666.81722 57 197 - 553.79694 - 69.1 280s 11904 8654 infeasible 61 - 553.81178 - 69.4 285s 12175 8817 573.59312 43 208 - 553.88128 - 69.6 290s 12414 8978 668.00037 53 186 - 553.95675 - 69.8 295s 12721 9209 721.43148 120 110 - 553.98303 - 69.7 300s 13045 9454 590.53691 42 233 - 554.08598 - 69.5 305s 13274 9630 631.05500 59 228 - 554.09732 - 70.0 310s 13552 9865 722.90667 116 129 - 554.16210 - 70.2 315s 13812 10074 604.02790 45 199 - 554.18591 - 70.3 320s 13997 10211 633.03751 48 193 - 554.20728 - 70.8 325s 14326 10505 759.63780 146 121 - 554.22561 - 70.7 330s 14703 10799 650.55560 54 165 - 554.23894 - 70.3 335s 14955 10961 668.82147 44 194 - 554.28912 - 70.6 340s 15137 11085 645.69069 51 207 - 554.30091 - 71.1 345s 15380 11246 705.61847 60 197 - 554.32915 - 71.4 350s 15660 11460 610.80332 44 200 - 554.33943 - 71.5 355s 15908 11637 580.98485 42 227 - 554.36268 - 71.7 360s 16269 11938 629.65498 47 194 - 554.38326 - 71.4 365s 16464 12085 628.43317 65 197 - 554.39096 - 71.8 370s 16663 12164 infeasible 51 - 554.41609 - 72.7 375s 16834 12295 606.17857 43 191 - 554.45314 - 73.0 380s 17065 12449 641.33076 47 203 - 554.48880 - 73.2 385s 17261 12606 634.59932 59 209 - 554.49564 - 73.7 390s 17475 12751 697.47410 70 141 - 554.51112 - 73.9 395s 17881 13047 588.75138 45 217 - 554.57595 - 73.4 400s 18176 13253 561.26160 36 215 - 554.61638 - 73.4 405s 18391 13395 598.99627 39 208 - 554.69960 - 73.7 410s 18670 13600 infeasible 78 - 554.70178 - 73.7 415s 18929 13806 637.79748 63 170 - 554.76097 - 73.9 420s 19125 13944 611.60367 61 189 - 554.84164 - 74.3 425s 19397 14143 660.67776 61 183 - 554.89865 - 74.4 430s 19699 14391 616.41254 55 161 - 554.90272 - 74.4 435s 19948 14577 589.78155 46 207 - 554.93857 - 74.5 440s 20192 14773 610.29881 45 187 - 554.97365 - 74.7 445s 20412 14973 759.96176 114 130 - 554.97700 - 74.8 450s 20804 15298 656.59953 124 71 - 554.98544 - 74.4 455s 21106 15516 611.52779 59 221 - 554.99986 - 74.4 460s 21287 15638 588.40540 47 206 - 555.03295 - 74.6 465s 21690 16007 681.49155 111 93 - 555.03750 - 74.2 470s 22036 16307 745.04486 96 131 - 555.04702 - 74.0 475s 22257 16437 infeasible 71 - 555.06261 - 74.2 480s 22438 16574 591.28302 48 216 - 555.12707 - 74.6 485s 22708 16782 588.58447 51 205 - 555.13216 - 74.6 490s 22933 16951 667.19562 66 180 - 555.16603 - 74.8 495s 23167 17111 743.46345 67 158 - 555.17444 - 75.0 500s 23374 17282 infeasible 90 - 555.18387 - 75.3 505s 23669 17531 624.80634 54 225 - 555.19911 - 75.3 510s 23882 17671 621.63284 46 197 - 555.22036 - 75.5 515s 24094 17836 657.40301 62 202 - 555.24759 - 75.7 520s 24467 18130 582.72404 42 214 - 555.27295 - 75.4 525s 24801 18386 673.79505 57 193 - 555.33262 - 75.2 530s 24979 18521 infeasible 115 - 555.33499 - 75.5 535s 25335 18824 693.32253 156 93 - 555.38584 - 75.2 540s 25624 18995 562.10318 37 225 - 555.42650 - 75.2 545s 25901 19195 601.58856 61 209 - 555.43477 - 75.2 550s 26140 19370 infeasible 54 - 555.44971 - 75.3 555s 26629 19801 654.86297 51 217 - 555.46867 - 74.7 560s 26919 20001 588.80290 44 196 - 555.51166 - 74.6 565s 27161 20182 623.52611 61 191 - 555.52637 - 74.7 570s 27501 20434 658.90286 56 187 - 555.54648 - 74.6 575s 27939 20813 628.42022 64 181 - 555.59061 - 74.1 580s 28325 21147 576.74470 41 213 - 555.60775 - 73.9 585s 28657 21427 607.87779 59 204 - 555.63631 - 73.8 590s 29149 21797 888.20488 251 71 - 555.63987 - 73.3 595s 29409 21954 559.60229 40 216 - 555.67193 - 73.3 600s 29643 22136 731.53341 84 154 - 555.68590 - 73.4 605s 29859 22281 664.45884 55 215 - 555.69960 - 73.6 610s 30093 22480 695.23859 112 108 - 555.70362 - 73.8 615s 30552 22878 616.34585 52 204 - 555.71286 - 73.4 620s 30735 23007 685.78616 82 169 - 555.73298 - 73.5 625s 30959 23176 681.51528 74 143 - 555.73923 - 73.6 630s 31222 23352 601.13275 43 179 - 555.75706 - 73.6 635s 31530 23549 587.43396 46 227 - 555.77690 - 73.6 640s 31766 23727 570.75779 29 248 - 555.81443 - 73.7 645s 32200 24111 708.17621 203 111 - 555.82676 - 73.3 650s 32695 24515 693.91595 80 175 - 555.83321 - 72.8 655s 32880 24641 614.72077 49 207 - 555.86066 - 73.1 660s 33152 24837 559.73896 41 203 - 555.87483 - 73.1 665s 33496 25095 738.04826 129 106 - 555.87996 - 73.0 670s 33860 25394 582.52911 39 187 - 555.88638 - 72.9 675s 34223 25694 729.43054 75 187 - 555.89643 - 72.8 680s 34398 25815 infeasible 30 - 555.91151 - 73.0 685s 34596 25972 647.95071 61 182 - 555.92872 - 73.1 690s 34870 26167 660.21286 73 189 - 555.94971 - 73.1 695s 35276 26462 637.09328 53 208 - 555.95980 - 72.9 700s 35484 26626 623.68187 53 179 - 555.97911 - 73.0 705s 35680 26730 600.44598 43 206 - 555.98943 - 73.2 710s 36027 27029 705.74457 83 170 - 555.99426 - 73.2 715s 36381 27287 infeasible 79 - 555.99963 - 73.0 720s 36627 27439 689.40365 65 196 - 556.01173 - 73.2 725s 36842 27561 571.46036 45 209 - 556.03362 - 73.3 730s 37066 27717 724.89890 84 168 - 556.04362 - 73.4 735s 37365 27962 673.74770 104 106 - 556.06249 - 73.3 740s 37637 28150 infeasible 63 - 556.06527 - 73.4 745s 37950 28389 611.75546 55 197 - 556.09588 - 73.4 750s 38195 28543 559.50273 35 212 - 556.13333 - 73.4 755s 38482 28771 764.06314 116 131 - 556.14415 - 73.4 760s 38809 29002 infeasible 63 - 556.15974 - 73.4 765s 39071 29177 infeasible 65 - 556.18572 - 73.4 770s 39370 29403 699.05146 80 175 - 556.20611 - 73.4 775s 39571 29543 713.79469 91 176 - 556.20869 - 73.6 780s 39792 29704 589.46571 39 223 - 556.22417 - 73.7 785s 40101 29983 659.61793 157 74 - 556.22624 - 73.5 790s 40480 30289 582.02059 54 214 - 556.24477 - 73.4 795s 40734 30473 650.95115 70 182 - 556.25405 - 73.5 800s 40804 30520 681.88001 62 194 - 556.25874 - 73.5 834s 40832 30534 580.66583 50 203 - 556.25977 - 73.5 835s 41101 30726 706.73158 78 204 - 556.26941 - 73.5 840s 41349 30928 infeasible 78 - 556.27582 - 73.5 845s 41624 31077 781.19730 84 174 - 556.28726 - 73.6 850s 41882 31257 661.45628 50 189 - 556.30126 - 73.7 855s 42166 31481 707.76678 100 118 - 556.32954 - 73.7 860s 42708 31938 693.68672 66 166 - 556.32982 - 73.3 865s 43010 32146 584.13063 47 184 - 556.34562 - 73.2 870s 43282 32363 719.13088 113 125 - 556.34968 - 73.3 875s 43558 32550 657.41433 69 178 - 556.36397 - 73.3 880s 43793 32664 565.92535 41 233 - 556.36743 - 73.4 885s 44175 33010 756.78353 177 82 - 556.37068 - 73.2 890s 44594 33370 717.93272 75 140 - 556.39453 - 73.0 895s 44984 33684 771.69874 106 116 - 556.39909 - 72.8 900s 45344 33895 587.39586 53 224 - 556.41358 - 72.7 905s 45577 34070 682.85817 66 194 - 556.41946 - 72.8 910s 45926 34323 infeasible 87 - 556.43612 - 72.7 915s 46246 34507 567.93073 42 229 - 556.45070 - 72.6 920s 46442 34651 670.92542 90 145 - 556.45094 - 72.7 925s 46791 34895 693.97593 99 102 - 556.46313 - 72.7 930s 47265 35302 894.66600 165 103 - 556.47315 - 72.4 935s 47550 35493 558.58985 41 190 - 556.49951 - 72.4 940s 47884 35723 561.91928 41 195 - 556.50402 - 72.4 945s 48151 35955 infeasible 110 - 556.50645 - 72.5 950s 48588 36324 854.82466 267 69 - 556.50681 - 72.3 955s 48939 36614 622.97171 56 198 - 556.51339 - 72.2 960s 49171 36808 infeasible 84 - 556.52030 - 72.3 965s 49606 37168 679.75444 83 157 - 556.52483 - 72.1 970s 49826 37313 infeasible 73 - 556.53201 - 72.2 975s 50054 37526 706.89763 110 110 - 556.54799 - 72.2 980s 50477 37854 564.49078 37 207 - 556.56617 - 72.1 985s 50827 38126 infeasible 63 - 556.57488 - 72.0 990s 51016 38242 619.99823 56 192 - 556.58043 - 72.1 995s 51234 38416 671.70540 88 159 - 556.58783 - 72.1 1000s 51534 38648 588.20934 53 237 - 556.58964 - 72.1 1005s 51849 38875 671.49054 71 160 - 556.59719 - 72.1 1010s 52104 39054 695.46955 75 195 - 556.60258 - 72.2 1015s 52408 39271 756.43297 71 163 - 556.60786 - 72.2 1020s 52659 39452 infeasible 83 - 556.61092 - 72.2 1025s 53027 39738 811.28406 158 94 - 556.61279 - 72.1 1030s 53320 39942 578.21400 54 194 - 556.61373 - 72.2 1035s 53622 40141 569.37741 41 220 - 556.61656 - 72.1 1040s 53916 40359 635.09580 67 178 - 556.63140 - 72.1 1045s 54185 40566 639.95925 73 186 - 556.63752 - 72.2 1050s 54517 40791 622.53874 64 189 - 556.66655 - 72.1 1055s 54844 41017 720.06819 66 165 - 556.68617 - 72.0 1060s 55170 41215 680.99047 68 173 - 556.69677 - 72.0 1065s 55521 41471 642.90550 62 186 - 556.70869 - 71.9 1070s 55967 41809 576.61077 48 196 - 556.72130 - 71.7 1075s 56536 42320 588.89546 47 197 - 556.72564 - 71.4 1080s 56841 42554 infeasible 80 - 556.73457 - 71.4 1085s 57196 42840 718.56295 95 137 - 556.74213 - 71.3 1090s 57632 43186 627.17374 64 163 - 556.75683 - 71.1 1095s 58067 43515 648.65780 61 171 - 556.76021 - 71.0 1100s 58408 43798 640.32386 69 211 - 556.77219 - 70.9 1105s 58667 44016 733.23565 120 138 - 556.77420 - 70.9 1110s 59023 44285 infeasible 80 - 556.77902 - 70.9 1115s 59357 44547 573.52232 45 215 - 556.79630 - 70.8 1120s 59752 44847 610.56225 50 213 - 556.80138 - 70.7 1125s 60079 45044 703.77149 67 191 - 556.80783 - 70.7 1130s 60380 45238 infeasible 79 - 556.81501 - 70.7 1135s 60633 45434 699.98729 64 187 - 556.82112 - 70.7 1140s 61100 45829 572.73931 43 208 - 556.83274 - 70.5 1145s 61289 45957 614.13525 56 185 - 556.83502 - 70.6 1150s 61579 46156 607.91374 51 201 - 556.83740 - 70.6 1155s 61943 46469 586.56934 63 198 - 556.84686 - 70.5 1160s 62357 46837 772.78776 123 145 - 556.86410 - 70.4 1165s 62707 47121 700.29271 119 130 - 556.87537 - 70.3 1170s 63058 47382 763.34659 87 167 - 556.89463 - 70.3 1175s 63359 47632 678.74169 128 116 - 556.91155 - 70.3 1180s 63749 47911 567.72648 38 198 - 556.91759 - 70.2 1185s 63996 48115 648.50112 83 113 - 556.92214 - 70.3 1190s 64367 48391 572.73649 47 190 - 556.92746 - 70.2 1195s 64756 48741 677.24536 74 181 - 556.93226 - 70.1 1200s 65054 48929 644.94105 66 208 - 556.93530 - 70.1 1205s 65346 49175 643.59374 92 178 - 556.93885 - 70.2 1210s 65882 49660 614.63617 73 178 - 556.94509 - 69.9 1215s 66239 49916 668.73550 65 181 - 556.95049 - 69.9 1220s 66521 50138 576.88839 54 209 - 556.96350 - 69.9 1225s 66930 50445 558.08147 31 222 - 556.96430 - 69.9 1230s 67209 50632 579.96109 51 203 - 556.97278 - 69.9 1235s 67612 50977 706.94421 110 154 - 556.97726 - 69.8 1240s 68071 51310 601.52630 51 193 - 556.98880 - 69.7 1245s 68360 51496 557.91948 36 206 - 556.99460 - 69.7 1250s 68697 51738 564.18558 40 213 - 557.00268 - 69.7 1255s 69046 51989 657.24833 66 187 - 557.00921 - 69.7 1260s 69448 52330 716.25486 141 101 - 557.01748 - 69.6 1265s 70034 52860 681.73912 162 98 - 557.01891 - 69.3 1270s 70524 53252 563.57628 35 211 - 557.02704 - 69.2 1275s 70907 53548 626.95743 53 216 - 557.04134 - 69.1 1280s 71249 53814 753.83903 106 151 - 557.04419 - 69.1 1285s 71632 54057 642.62636 59 160 - 557.05450 - 69.0 1290s 71999 54342 infeasible 62 - 557.05799 - 69.0 1295s 72388 54639 637.17608 58 182 - 557.06242 - 68.9 1300s 72700 54865 603.41176 69 201 - 557.07716 - 68.9 1305s 73065 55177 704.37500 70 196 - 557.07822 - 68.9 1310s 73397 55405 752.91601 92 162 - 557.08763 - 68.9 1315s 73729 55660 658.79063 60 204 - 557.09254 - 68.9 1320s 73922 55766 560.77898 37 186 - 557.11701 - 69.1 1325s 74183 55953 579.50737 52 228 - 557.13309 - 69.1 1330s 74502 56188 679.51663 68 194 - 557.15059 - 69.1 1335s 74803 56387 584.51749 56 221 - 557.16082 - 69.2 1340s 75067 56563 infeasible 89 - 557.16578 - 69.2 1345s 75393 56800 579.66101 48 186 - 557.17208 - 69.2 1350s 75726 57040 594.92913 53 204 - 557.18192 - 69.3 1355s 76329 57609 566.63988 45 207 - 557.18295 - 69.0 1360s 76690 57904 763.57248 100 129 - 557.19237 - 69.0 1365s 76989 58122 580.46550 54 194 - 557.19735 - 69.0 1370s 77538 58560 660.90802 57 165 - 557.20021 - 68.8 1375s 77971 58940 755.27007 171 60 - 557.20068 - 68.7 1380s 78391 59233 575.77273 55 220 - 557.21079 - 68.6 1385s 78685 59429 599.58808 55 205 - 557.22566 - 68.7 1390s 79036 59617 678.74283 66 192 - 557.23972 - 68.6 1395s 79384 59874 570.07233 47 205 - 557.25009 - 68.6 1400s 79642 60067 686.08534 83 168 - 557.25444 - 68.7 1405s 79901 60244 587.65668 58 202 - 557.26307 - 68.7 1410s 80263 60536 565.77578 40 223 - 557.26881 - 68.7 1415s 80613 60795 559.62658 37 209 - 557.28706 - 68.7 1420s 80925 61009 697.26019 64 186 - 557.28966 - 68.7 1425s 81315 61293 infeasible 90 - 557.29161 - 68.7 1430s 81608 61521 677.69914 80 174 - 557.30336 - 68.7 1435s 81884 61716 647.11959 60 174 - 557.30672 - 68.7 1440s 82180 61912 infeasible 73 - 557.31192 - 68.7 1445s 82554 62242 632.61239 80 84 - 557.31412 - 68.7 1450s 83110 62729 844.58622 297 77 - 557.32082 - 68.4 1455s 83606 63120 infeasible 172 - 557.32441 - 68.3 1460s 84017 63428 732.68053 127 89 - 557.32683 - 68.2 1465s 84327 63613 595.10443 61 197 - 557.33882 - 68.2 1470s 84657 63813 637.98154 59 192 - 557.35528 - 68.2 1475s 85122 64195 755.09739 190 76 - 557.35752 - 68.0 1480s 85528 64472 700.96685 86 171 - 557.36533 - 68.0 1485s 85860 64718 648.93398 64 164 - 557.37445 - 68.0 1490s 86096 64873 799.34211 117 134 - 557.37909 - 68.0 1495s 86512 65145 722.13213 91 143 - 557.38499 - 67.9 1500s 86891 65392 725.53344 83 176 - 557.40049 - 67.9 1505s 87243 65654 698.12929 110 106 - 557.40494 - 67.9 1510s 87639 65975 601.31321 48 187 - 557.41315 - 67.8 1515s 88096 66341 infeasible 64 - 557.41900 - 67.8 1520s 88601 66739 719.08701 102 115 - 557.42544 - 67.6 1525s 89107 67139 791.33349 114 147 - 557.43969 - 67.5 1530s 89492 67391 780.19748 96 167 - 557.45481 - 67.4 1535s 89877 67643 infeasible 98 - 557.45943 - 67.4 1540s 90246 67930 562.59720 37 202 - 557.47617 - 67.4 1545s 90509 68118 infeasible 72 - 557.48335 - 67.5 1550s 90883 68415 566.41531 45 201 - 557.50223 - 67.4 1555s 91174 68617 598.00598 51 189 - 557.50856 - 67.5 1560s 91570 68920 716.34921 95 132 - 557.52345 - 67.4 1565s 91907 69154 647.91294 49 175 - 557.54394 - 67.4 1570s 92369 69506 716.94390 113 121 - 557.54902 - 67.3 1575s 92721 69786 674.60031 94 164 - 557.55501 - 67.3 1580s 93148 70032 654.12091 62 212 - 557.56965 - 67.2 1585s 93525 70288 665.16067 77 197 - 557.57816 - 67.2 1590s 93856 70537 693.26890 65 180 - 557.60200 - 67.2 1595s 94223 70805 685.67088 77 190 - 557.61974 - 67.2 1600s 94552 71024 727.59129 73 156 - 557.64105 - 67.2 1605s 94946 71327 563.56902 38 202 - 557.65223 - 67.1 1610s 95324 71630 733.95951 129 108 - 557.66163 - 67.1 1615s 95776 72001 758.05465 134 108 - 557.67114 - 67.0 1620s 96112 72219 659.35495 64 176 - 557.67935 - 67.0 1625s 96467 72452 624.45350 67 209 - 557.68698 - 67.0 1630s 97093 73003 572.73791 45 218 - 557.68831 - 66.8 1635s 97464 73284 657.00929 76 204 - 557.69622 - 66.8 1640s 97909 73613 667.08722 51 206 - 557.70314 - 66.7 1645s 98189 73820 569.84903 37 230 - 557.71493 - 66.7 1650s 98590 74147 638.04779 65 199 - 557.72150 - 66.7 1655s 99034 74427 667.85541 79 182 - 557.73300 - 66.6 1660s 99354 74620 692.15116 75 174 - 557.74470 - 66.7 1665s 99624 74797 592.23223 57 204 - 557.75150 - 66.7 1670s 99944 74998 557.99458 44 195 - 557.76327 - 66.7 1675s 100533 75454 575.00931 54 215 - 557.76896 - 66.5 1680s 100874 75712 634.21229 50 167 - 557.78172 - 66.5 1685s 101312 76025 739.91510 84 167 - 557.78596 - 66.5 1690s 101834 76462 692.60337 71 186 - 557.79224 - 66.3 1695s 102186 76712 586.19270 40 216 - 557.79717 - 66.3 1700s 102593 77003 560.95073 34 206 - 557.80452 - 66.3 1705s 103014 77306 854.19978 169 73 - 557.80513 - 66.2 1710s 103463 77619 587.44579 66 218 - 557.81833 - 66.1 1715s 103883 77927 674.85956 122 102 - 557.82153 - 66.1 1720s 104340 78283 705.07771 70 200 - 557.84076 - 66.0 1725s 104843 78700 657.67472 72 195 - 557.85010 - 65.9 1730s 105251 78954 632.40967 52 218 - 557.85766 - 65.9 1735s 105576 79162 676.36012 78 202 - 557.86331 - 65.9 1740s 105889 79390 613.60057 64 189 - 557.86695 - 65.9 1745s 106271 79688 577.64465 42 172 - 557.88007 - 65.9 1750s 106765 80106 651.30200 61 216 - 557.88499 - 65.8 1755s 107096 80304 560.12145 35 231 - 557.89699 - 65.8 1760s 107637 80766 662.71012 69 195 - 557.90563 - 65.6 1765s 107945 80992 655.75683 73 200 - 557.91358 - 65.7 1770s 108236 81172 682.74767 73 167 - 557.91885 - 65.7 1775s 108626 81432 644.00221 65 201 - 557.92223 - 65.7 1780s 109038 81742 709.34143 82 166 - 557.94221 - 65.6 1785s 109393 81998 567.41033 47 180 - 557.95376 - 65.7 1790s 109713 82205 587.93932 46 182 - 557.96437 - 65.7 1795s 110070 82454 infeasible 86 - 557.97191 - 65.7 1800s 110399 82688 690.01829 88 111 - 557.98257 - 65.7 1805s 110865 83038 756.15125 106 140 - 557.98712 - 65.6 1810s 111186 83327 727.56254 162 74 - 557.99098 - 65.6 1815s 111702 83778 703.78173 139 110 - 557.99519 - 65.5 1820s 112209 84178 709.60161 111 109 - 558.00547 - 65.4 1825s 112425 84338 666.53075 61 190 - 558.01019 - 65.4 1830s 112822 84682 688.28689 129 57 - 558.01859 - 65.4 1835s 113359 85087 651.66249 67 188 - 558.02607 - 65.3 1840s 113712 85338 571.57259 54 230 - 558.03342 - 65.3 1845s 114128 85689 infeasible 123 - 558.03647 - 65.2 1850s 114494 85949 610.52061 58 212 - 558.04506 - 65.2 1855s 114913 86291 579.24099 56 193 - 558.04815 - 65.2 1860s 115333 86584 605.67730 56 207 - 558.06478 - 65.2 1865s 115641 86777 570.38243 44 198 - 558.07628 - 65.2 1870s 115981 87026 infeasible 101 - 558.08006 - 65.2 1875s 116376 87355 703.40912 124 97 - 558.08668 - 65.2 1880s 116795 87702 696.84939 108 126 - 558.09247 - 65.1 1885s 117129 87910 infeasible 62 - 558.09749 - 65.1 1890s 117508 88159 644.67473 56 205 - 558.10563 - 65.1 1895s 117937 88430 630.30240 46 213 - 558.11796 - 65.1 1900s 118317 88705 658.74067 68 195 - 558.12733 - 65.1 1905s 118635 88940 609.41368 58 207 - 558.13053 - 65.1 1910s 118993 89200 732.86066 108 160 - 558.13096 - 65.1 1915s 119361 89435 713.75986 78 168 - 558.13303 - 65.1 1920s 119656 89635 infeasible 44 - 558.15005 - 65.1 1925s 120004 89880 infeasible 97 - 558.15395 - 65.1 1930s 120288 90043 630.02712 49 205 - 558.15968 - 65.1 1935s 120621 90273 654.26293 72 199 - 558.16733 - 65.1 1940s 121017 90495 633.78662 73 196 - 558.17419 - 65.1 1945s 121584 90976 583.63192 50 194 - 558.18337 - 65.0 1950s 122025 91281 infeasible 68 - 558.19458 - 64.9 1955s 122399 91547 698.50692 77 213 - 558.20001 - 64.9 1960s 122765 91826 816.61289 142 103 - 558.20464 - 64.9 1965s 123359 92364 609.87770 42 211 - 558.20869 - 64.7 1970s 123703 92632 618.62124 57 221 - 558.21462 - 64.7 1975s 124021 92852 700.31379 72 227 - 558.22284 - 64.7 1980s 124412 93137 611.73264 55 210 - 558.22939 - 64.7 1985s 124751 93370 628.83565 57 168 - 558.23691 - 64.7 1990s 125084 93612 652.23530 64 182 - 558.23894 - 64.7 1995s 125612 94078 infeasible 77 - 558.24078 - 64.7 2000s 125815 94228 736.75857 90 177 - 558.24206 - 64.7 2005s 126378 94720 583.45449 46 208 - 558.24353 - 64.6 2010s 126709 94969 608.39757 59 198 - 558.24673 - 64.6 2015s 127062 95215 689.54707 75 193 - 558.25198 - 64.6 2020s 127486 95491 infeasible 57 - 558.25722 - 64.6 2025s 127961 95903 793.05227 183 83 - 558.26061 - 64.5 2030s 128420 96162 690.53526 81 151 - 558.26443 - 64.5 2035s 128959 96623 559.76658 34 218 - 558.27500 - 64.4 2040s 129347 96901 582.97086 51 218 - 558.28144 - 64.4 2045s 129836 97329 673.80263 118 114 - 558.28550 - 64.3 2050s 130349 97734 647.56360 76 176 - 558.28627 - 64.2 2055s 130701 97955 645.27701 70 183 - 558.28835 - 64.3 2060s 131133 98287 588.80075 49 197 - 558.28987 - 64.2 2065s 131533 98624 707.94624 148 111 - 558.29893 - 64.2 2070s 132017 98916 619.17147 44 242 - 558.30155 - 64.2 2075s 132387 99203 693.08421 77 180 - 558.30555 - 64.2 2080s 132646 99378 infeasible 40 - 558.31318 - 64.2 2085s 132898 99575 693.12682 61 198 - 558.31590 - 64.2 2090s 133375 99953 572.90637 32 195 - 558.31963 - 64.2 2095s 133686 100179 665.12083 81 185 - 558.32526 - 64.2 2100s 134147 100519 575.71153 53 206 - 558.33145 - 64.1 2105s 134474 100773 infeasible 93 - 558.33479 - 64.1 2110s 134922 101101 695.39903 139 146 - 558.34617 - 64.1 2115s 135525 101595 690.68935 44 206 - 558.35169 - 64.0 2120s 135885 101840 602.67923 47 205 - 558.35332 - 64.0 2125s 136325 102128 infeasible 82 - 558.35870 - 63.9 2130s 136708 102383 665.78778 65 157 - 558.36868 - 63.9 2135s 137297 102911 infeasible 276 - 558.36954 - 63.8 2140s 137673 103171 598.74370 58 185 - 558.38377 - 63.8 2145s 138119 103470 592.85142 59 195 - 558.39149 - 63.8 2150s 138660 103937 684.10433 65 117 - 558.39674 - 63.7 2155s 139062 104257 616.81743 51 211 - 558.40091 - 63.7 2160s 139707 104836 705.26392 109 108 - 558.40431 - 63.5 2165s 140316 105354 680.30570 83 157 - 558.40731 - 63.4 2170s 140789 105716 697.53630 115 142 - 558.41581 - 63.4 2175s 141233 105998 597.93497 62 210 - 558.42974 - 63.3 2180s 141655 106313 578.15964 43 144 - 558.43857 - 63.3 2185s 142116 106659 680.74648 78 195 - 558.44520 - 63.3 2190s 142488 106949 698.42337 109 132 - 558.45200 - 63.3 2195s 142907 107284 infeasible 80 - 558.45742 - 63.2 2200s 143214 107483 786.25083 110 178 - 558.46194 - 63.2 2205s 143647 107815 629.96692 60 214 - 558.47060 - 63.2 2210s 144132 108190 683.22899 98 106 - 558.47828 - 63.1 2215s 144617 108560 660.04482 51 205 - 558.48598 - 63.1 2220s 145110 108967 660.81993 45 224 - 558.49516 - 63.0 2225s 145425 109218 685.87580 87 186 - 558.49730 - 63.0 2230s 145754 109478 602.61478 39 199 - 558.50671 - 63.0 2235s 146074 109724 624.19091 66 198 - 558.51418 - 63.1 2240s 146470 110005 597.70219 39 231 - 558.51793 - 63.0 2245s 146789 110223 infeasible 90 - 558.52491 - 63.1 2250s 147122 110408 588.45652 52 207 - 558.52652 - 63.1 2255s 147506 110686 810.91797 100 197 - 558.53468 - 63.1 2260s 147926 111035 696.50306 156 99 - 558.54249 - 63.0 2265s 148448 111436 611.07815 64 219 - 558.54570 - 63.0 2270s 148784 111658 569.84545 46 204 - 558.55042 - 63.0 2275s 149230 112002 infeasible 67 - 558.56034 - 62.9 2280s 149588 112226 561.49731 42 207 - 558.56355 - 62.9 2285s 150130 112646 734.17426 91 164 - 558.57500 - 62.9 2290s 150463 112884 681.76924 58 194 - 558.57891 - 62.9 2295s 150783 113130 infeasible 36 - 558.58719 - 62.9 2300s 151281 113476 infeasible 68 - 558.59578 - 62.8 2305s 151616 113697 560.54625 36 210 - 558.60012 - 62.8 2310s 152066 114018 658.34814 78 185 - 558.60283 - 62.8 2315s 152426 114301 800.25625 103 184 - 558.60832 - 62.8 2320s 152836 114637 677.91516 86 153 - 558.61188 - 62.8 2325s 153237 114963 631.14272 60 203 - 558.61571 - 62.7 2330s 153708 115334 630.86429 57 174 - 558.62234 - 62.7 2335s 154044 115565 infeasible 128 - 558.62938 - 62.7 2340s 154325 115732 641.18701 65 170 - 558.64001 - 62.7 2345s 154779 116119 621.43561 70 173 - 558.64038 - 62.7 2350s 155116 116360 576.32890 44 220 - 558.64733 - 62.7 2355s 155491 116666 684.13810 116 125 - 558.65219 - 62.7 2360s 155899 116985 610.89549 50 197 - 558.65868 - 62.6 2365s 156226 117214 639.22267 45 189 - 558.66326 - 62.6 2370s 156642 117469 608.96040 41 204 - 558.67393 - 62.6 2375s 157136 117858 infeasible 83 - 558.67530 - 62.6 2380s 157466 118113 735.39772 99 165 - 558.68162 - 62.6 2385s 157779 118336 683.42132 102 104 - 558.68465 - 62.6 2390s 158368 118831 560.26439 40 194 - 558.68651 - 62.5 2395s 158642 119032 618.50116 63 196 - 558.69073 - 62.6 2400s 159062 119328 585.63050 37 204 - 558.70144 - 62.5 2405s 159352 119532 578.64624 40 219 - 558.70572 - 62.6 2410s 159774 119897 678.01296 67 183 - 558.70973 - 62.5 2415s 160217 120269 703.16864 70 174 - 558.71635 - 62.5 2420s 160658 120598 690.49392 76 167 - 558.71991 - 62.5 2425s 161119 120918 589.21345 42 192 - 558.73121 - 62.5 2430s 161602 121365 815.29283 249 77 - 558.73560 - 62.4 2435s 162065 121651 701.90292 89 153 - 558.73982 - 62.4 2440s 162480 121936 infeasible 100 - 558.74344 - 62.4 2445s 162842 122174 594.79730 57 188 - 558.74981 - 62.4 2450s 163274 122478 668.97138 69 171 - 558.75898 - 62.3 2455s 163756 122807 595.56610 50 207 - 558.76108 - 62.3 2460s 164072 123006 602.61421 51 204 - 558.76463 - 62.3 2465s 164497 123308 622.85685 39 198 - 558.77501 - 62.3 2470s 164873 123544 674.37240 54 190 - 558.78208 - 62.3 2475s 165346 123917 563.17128 41 208 - 558.78758 - 62.2 2480s 165780 124214 640.13402 77 197 - 558.79210 - 62.2 2485s 166232 124587 719.47063 186 103 - 558.79354 - 62.2 2490s 166813 125053 661.32438 131 89 - 558.79531 - 62.1 2495s 167369 125518 infeasible 71 - 558.79843 - 62.0 2500s 167720 125784 633.26418 68 202 - 558.80301 - 62.0 2505s 168224 126207 635.65510 49 197 - 558.80630 - 62.0 2510s 168687 126561 656.67289 68 186 - 558.80903 - 61.9 2515s 169037 126792 637.95300 70 171 - 558.81322 - 62.0 2520s 169395 127050 583.68376 50 215 - 558.81948 - 62.0 2525s 169877 127474 593.08986 45 204 - 558.82056 - 61.9 2530s 170087 127648 infeasible 83 - 558.82113 - 62.0 2535s 170487 127911 590.38105 59 221 - 558.82846 - 62.0 2540s 170886 128195 615.50920 46 205 - 558.83521 - 61.9 2545s 171414 128679 757.30265 176 91 - 558.83860 - 61.9 2550s 171658 128849 713.48025 79 190 - 558.83879 - 61.9 2555s 172060 129159 566.62214 48 201 - 558.84465 - 61.9 2560s 172499 129478 575.31665 50 175 - 558.84961 - 61.9 2565s 172979 129837 785.06591 113 157 - 558.85584 - 61.9 2570s 173435 130127 558.88333 46 216 - 558.86507 - 61.8 2575s 173834 130461 621.57403 63 173 - 558.86583 - 61.8 2580s 174108 130646 674.75917 63 181 - 558.86773 - 61.8 2585s 174373 130805 623.04043 57 202 - 558.87646 - 61.9 2590s 174845 131173 683.74160 72 173 - 558.88361 - 61.8 2595s 175138 131347 695.00262 113 103 - 558.88447 - 61.8 2600s 175762 131852 692.04084 69 167 - 558.89127 - 61.7 2605s 176219 132171 597.16774 60 177 - 558.89866 - 61.7 2610s 176700 132574 631.83916 59 199 - 558.89940 - 61.7 2615s 177194 132931 infeasible 73 - 558.90524 - 61.6 2620s 177535 133124 654.98708 74 186 - 558.90998 - 61.6 2625s 177893 133392 794.29277 143 110 - 558.91298 - 61.7 2630s 178284 133680 633.90063 58 181 - 558.92158 - 61.7 2635s 178708 134010 593.23287 49 177 - 558.93276 - 61.6 2640s 179124 134300 705.08062 64 178 - 558.93818 - 61.6 2645s 179534 134547 589.25041 46 219 - 558.94706 - 61.6 2650s 179832 134769 694.27337 67 144 - 558.95410 - 61.6 2655s 180346 135123 683.30654 101 156 - 558.96073 - 61.6 2660s 180808 135500 640.60750 48 202 - 558.96344 - 61.6 2665s 181320 135932 568.90973 55 202 - 558.96647 - 61.5 2670s 181814 136334 647.16343 119 113 - 558.97573 - 61.5 2675s 182409 136821 672.22670 94 188 - 558.97890 - 61.4 2680s 182807 137106 636.29057 79 188 - 558.98461 - 61.4 2685s 183327 137552 infeasible 258 - 558.98589 - 61.3 2690s 183707 137844 698.39887 127 128 - 558.98888 - 61.3 2695s 184186 138223 659.76448 66 174 - 558.99583 - 61.3 2700s 184709 138592 645.63535 68 167 - 558.99929 - 61.2 2705s 185223 138946 637.19315 78 175 - 559.00419 - 61.2 2710s 185736 139331 709.91824 56 190 - 559.00627 - 61.2 2715s 186131 139657 734.69478 146 112 - 559.01273 - 61.1 2720s 186546 139924 infeasible 92 - 559.01567 - 61.1 2725s 186872 140192 681.39044 114 160 - 559.01650 - 61.1 2730s 187425 140667 585.35260 46 203 - 559.01884 - 61.1 2735s 187767 140883 571.62098 48 209 - 559.02464 - 61.1 2740s 188103 141191 734.32965 191 118 - 559.02684 - 61.1 2745s 188528 141514 678.04328 56 203 - 559.03087 - 61.1 2750s 188823 141720 670.55718 68 200 - 559.03353 - 61.1 2755s 189155 141962 679.38141 75 180 - 559.03653 - 61.1 2760s 189618 142318 820.49823 163 118 - 559.04034 - 61.1 2765s 189993 142537 656.31992 69 202 - 559.04681 - 61.1 2770s 190378 142823 739.95870 102 190 - 559.05496 - 61.1 2775s 190869 143113 651.58655 55 185 - 559.05980 - 61.0 2780s 191228 143366 695.44639 71 194 - 559.06568 - 61.0 2785s 191583 143634 620.18589 63 199 - 559.06985 - 61.0 2790s 191968 143856 715.76783 67 189 - 559.07626 - 61.0 2795s 192356 144135 590.22164 54 206 - 559.07929 - 61.0 2800s 192800 144459 582.07237 44 197 - 559.08677 - 61.0 2805s 193065 144664 753.63499 97 172 - 559.08871 - 61.0 2810s 193395 144863 infeasible 79 - 559.09247 - 61.0 2815s 193908 145315 598.28350 58 138 - 559.10108 - 61.0 2820s 194298 145533 597.10471 54 188 - 559.10254 - 61.0 2825s 194665 145806 741.58793 102 144 - 559.10755 - 61.0 2830s 195118 146090 infeasible 125 - 559.11658 - 61.0 2835s 195611 146482 621.08790 61 210 - 559.12337 - 60.9 2840s 196093 146790 582.13586 45 193 - 559.13225 - 60.9 2845s 196468 147047 563.13272 45 218 - 559.13725 - 60.9 2850s 196842 147325 596.75203 35 187 - 559.14255 - 60.9 2855s 197357 147754 infeasible 74 - 559.14608 - 60.8 2860s 197943 148234 649.65949 83 173 - 559.14892 - 60.8 2865s 198516 148664 571.86994 50 207 - 559.15161 - 60.7 2870s 198947 149005 671.45002 81 176 - 559.15840 - 60.7 2875s 199217 149192 665.96118 78 206 - 559.16164 - 60.7 2880s 199470 149382 576.95881 45 220 - 559.16495 - 60.7 2885s 200018 149855 736.23304 204 92 - 559.16909 - 60.7 2890s 200519 150262 629.65222 76 177 - 559.17152 - 60.6 2895s 201139 150791 622.79441 69 174 - 559.17707 - 60.6 2900s 201431 150992 625.10214 61 209 - 559.18358 - 60.6 2905s 201826 151184 592.77850 48 207 - 559.18515 - 60.6 2910s 202299 151611 784.42766 247 88 - 559.18693 - 60.6 2915s 202696 151904 642.02402 61 212 - 559.19083 - 60.6 2920s 203243 152277 593.25286 58 203 - 559.20566 - 60.5 2925s 203612 152540 infeasible 90 - 559.21284 - 60.5 2930s 204025 152857 598.91852 54 198 - 559.21829 - 60.5 2935s 204162 152938 infeasible 81 - 559.21881 - 60.6 2940s 204572 153269 598.79329 67 188 - 559.22206 - 60.5 2945s 204940 153528 infeasible 74 - 559.22622 - 60.5 2950s 205326 153787 649.51337 65 184 - 559.23052 - 60.5 2955s 205836 154176 739.87182 100 141 - 559.23832 - 60.5 2960s 206316 154482 594.22264 61 218 - 559.24266 - 60.5 2965s 206718 154778 600.06240 62 207 - 559.24748 - 60.5 2970s 207263 155262 663.01616 60 219 - 559.24955 - 60.4 2975s 207793 155750 748.12492 211 109 - 559.25034 - 60.4 2980s 208217 156047 573.19207 43 203 - 559.25630 - 60.3 2985s 208747 156430 623.31713 37 189 - 559.26111 - 60.3 2990s 209205 156771 650.69058 95 163 - 559.26981 - 60.3 2995s 209602 157078 580.04563 40 218 - 559.27597 - 60.3 3000s 209948 157348 600.96114 48 199 - 559.28387 - 60.3 3005s 210365 157615 678.22001 92 126 - 559.29131 - 60.3 3010s 210984 158134 632.23728 59 207 - 559.29527 - 60.2 3015s 211376 158402 609.15408 37 201 - 559.29765 - 60.2 3020s 211839 158828 685.10024 142 102 - 559.29868 - 60.2 3025s 212418 159268 771.57834 117 151 - 559.29868 - 60.1 3030s 212825 159522 infeasible 96 - 559.30000 - 60.1 3035s 213260 159814 602.55562 61 202 - 559.30562 - 60.1 3040s 213583 160041 676.25474 74 202 - 559.30711 - 60.1 3045s 213899 160281 687.32704 85 161 - 559.31363 - 60.1 3050s 214127 160383 597.06411 61 203 - 559.31621 - 60.2 3055s 214416 160585 608.12242 67 187 - 559.31941 - 60.2 3060s 214936 160979 559.52619 45 197 - 559.32679 - 60.1 3065s 215258 161206 646.17731 86 175 - 559.33127 - 60.1 3070s 215745 161582 infeasible 90 - 559.33734 - 60.1 3075s 216020 161782 infeasible 89 - 559.34413 - 60.1 3080s 216349 161994 575.43296 42 204 - 559.35081 - 60.2 3085s 216861 162401 infeasible 74 - 559.35263 - 60.1 3090s 217257 162693 559.57926 35 227 - 559.36261 - 60.1 3095s 217628 162944 744.63395 81 141 - 559.36662 - 60.1 3100s 218074 163271 695.45752 119 158 - 559.37096 - 60.1 3105s 218570 163642 617.05543 50 208 - 559.37836 - 60.1 3110s 219093 164009 668.88759 72 200 - 559.38361 - 60.0 3115s 219466 164291 671.34007 133 108 - 559.38832 - 60.0 3120s 219802 164490 702.24209 68 163 - 559.39048 - 60.0 3125s 220285 164845 605.31961 45 210 - 559.39447 - 60.0 3130s 220545 165035 689.49613 91 117 - 559.39648 - 60.0 3135s 221166 165524 infeasible 65 - 559.39759 - 60.0 3140s 221577 165815 669.88800 86 165 - 559.40753 - 60.0 3145s 221960 166091 infeasible 91 - 559.41323 - 60.0 3150s 222215 166220 631.13688 56 196 - 559.41428 - 60.0 3155s 222611 166534 680.85520 144 109 - 559.41567 - 60.0 3160s 223176 166903 585.62885 49 204 - 559.41852 - 59.9 3165s 223502 167128 636.30144 64 204 - 559.42147 - 60.0 3170s 223894 167362 561.54466 42 218 - 559.42646 - 60.0 3175s 224357 167662 628.76144 98 151 - 559.43347 - 59.9 3180s 224864 168066 634.74573 73 162 - 559.43479 - 59.9 3185s 225345 168429 715.05122 107 165 - 559.43643 - 59.8 3190s 225862 168834 661.33316 81 168 - 559.44197 - 59.8 3195s 226407 169309 570.78832 46 205 - 559.44368 - 59.8 3200s 226812 169645 infeasible 88 - 559.44437 - 59.7 3205s 227272 169976 563.72355 52 215 - 559.44723 - 59.7 3210s 227619 170195 580.27780 41 210 - 559.45343 - 59.7 3215s 228162 170640 562.61057 40 211 - 559.45701 - 59.7 3220s 228452 170852 603.70412 67 171 - 559.46103 - 59.7 3225s 229025 171304 728.90404 168 102 - 559.46627 - 59.6 3230s 229571 171785 703.44486 192 70 - 559.46663 - 59.6 3235s 230049 172122 589.57591 46 208 - 559.47228 - 59.6 3240s 230526 172444 727.88544 90 156 - 559.47944 - 59.5 3245s 230964 172712 infeasible 62 - 559.48268 - 59.5 3250s 231417 173054 566.03719 44 226 - 559.48687 - 59.5 3255s 231908 173443 705.42695 184 100 - 559.48811 - 59.5 3260s 232417 173803 634.25858 66 199 - 559.49305 - 59.5 3265s 232697 173987 646.27178 73 161 - 559.49618 - 59.5 3270s 233115 174284 infeasible 74 - 559.50433 - 59.5 3275s 233512 174570 760.01438 67 211 - 559.50613 - 59.5 3280s 233837 174787 744.26493 106 166 - 559.51217 - 59.5 3285s 234265 175084 709.09221 70 173 - 559.51563 - 59.5 3290s 234801 175464 721.44540 153 99 - 559.51890 - 59.4 3295s 235199 175755 infeasible 96 - 559.52331 - 59.4 3300s 235601 176015 612.04398 60 176 - 559.52685 - 59.4 3305s 236079 176348 infeasible 88 - 559.53190 - 59.4 3310s 236477 176646 841.47210 150 119 - 559.54028 - 59.4 3315s 236848 176898 563.64491 41 191 - 559.54451 - 59.4 3320s 237455 177463 714.08059 171 95 - 559.54741 - 59.3 3325s 237986 177850 562.93728 38 234 - 559.55093 - 59.3 3330s 238358 178104 infeasible 67 - 559.55314 - 59.3 3335s 238678 178346 654.18090 102 191 - 559.55534 - 59.3 3340s 239093 178602 729.53957 110 136 - 559.55788 - 59.3 3345s 239573 178992 611.80488 55 209 - 559.56020 - 59.3 3350s 239912 179252 671.65649 53 197 - 559.56450 - 59.3 3355s 240334 179555 641.82083 47 226 - 559.56765 - 59.3 3360s 240852 179965 627.85631 59 180 - 559.57007 - 59.2 3365s 241270 180259 628.95568 50 184 - 559.57153 - 59.2 3370s 241656 180579 608.55228 50 222 - 559.57224 - 59.2 3375s 241976 180796 608.65226 61 173 - 559.57571 - 59.3 3380s 242266 180993 689.58090 71 183 - 559.58051 - 59.3 3385s 242694 181273 621.65184 87 167 - 559.58285 - 59.3 3390s 243230 181735 infeasible 97 - 559.58530 - 59.2 3395s 243738 182113 570.02213 60 218 - 559.58901 - 59.2 3400s 244082 182384 786.20165 113 165 - 559.59099 - 59.2 3405s 244429 182591 586.10944 55 191 - 559.59565 - 59.2 3410s 244882 182920 586.41664 55 190 - 559.60197 - 59.2 3415s 245228 183183 686.36379 101 178 - 559.60550 - 59.2 3420s 245615 183441 679.06300 70 183 - 559.61106 - 59.2 3425s 245992 183721 infeasible 68 - 559.61455 - 59.2 3430s 246409 184002 727.69856 117 118 - 559.61727 - 59.2 3435s 247005 184468 774.82225 224 74 - 559.61894 - 59.1 3440s 247481 184819 642.79678 51 220 - 559.61998 - 59.1 3445s 247835 185079 678.45102 98 159 - 559.62714 - 59.1 3450s 248367 185420 589.67472 64 205 - 559.62917 - 59.1 3455s 248861 185860 600.87120 71 176 - 559.63075 - 59.1 3460s 249250 186136 703.83596 87 164 - 559.63237 - 59.1 3465s 249647 186420 infeasible 72 - 559.63466 - 59.1 3470s 250055 186740 718.00295 160 66 - 559.63502 - 59.1 3475s 250590 187227 845.30106 220 105 - 559.63576 - 59.0 3480s 250968 187516 568.27831 58 212 - 559.63923 - 59.0 3485s 251442 187937 763.62520 190 114 - 559.64010 - 59.0 3490s 251991 188397 596.45636 67 197 - 559.64091 - 59.0 3495s 252456 188708 568.97456 51 196 - 559.64343 - 59.0 3500s 252992 189129 749.76524 171 99 - 559.64515 - 58.9 3505s 253511 189533 infeasible 118 - 559.64646 - 58.9 3510s 253961 189838 660.70679 96 167 - 559.65026 - 58.9 3515s 254481 190195 665.04830 136 102 - 559.65408 - 58.9 3520s 254902 190514 687.66868 88 191 - 559.65962 - 58.9 3525s 255233 190785 767.49999 171 113 - 559.66283 - 58.9 3530s 255767 191155 infeasible 93 - 559.66319 - 58.8 3535s 256154 191444 685.53864 96 195 - 559.66586 - 58.8 3540s 256596 191828 684.36741 70 202 - 559.66891 - 58.8 3545s 257017 192110 632.17704 77 159 - 559.67213 - 58.8 3550s 257415 192416 infeasible 69 - 559.67438 - 58.8 3555s 257970 192859 581.59971 47 202 - 559.67699 - 58.8 3560s 258512 193316 788.83523 228 109 - 559.67838 - 58.7 3565s 258926 193589 675.10303 53 184 - 559.68139 - 58.7 3570s 259304 193866 635.32500 56 185 - 559.68722 - 58.7 3575s 259774 194200 724.84058 102 133 - 559.69005 - 58.7 3580s 260147 194484 657.08835 88 194 - 559.69363 - 58.7 3585s 260355 194610 606.69986 70 194 - 559.69653 - 58.8 3590s 260776 194910 infeasible 102 - 559.69825 - 58.8 3595s Cutting planes: Learned: 7 Gomory: 24 Cover: 230 Implied bound: 296 Clique: 25 MIR: 445 GUB cover: 9 Zero half: 154 Explored 261223 nodes (15350401 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.600000000000e+02, gap -