Gurobi 5.0.1 (linux64) logging started Thu Dec 27 21:11:46 2012 Optimize a model with 3842 rows, 3721 columns and 23614 nonzeros Presolve removed 900 rows and 1122 columns Presolve time: 0.08s Presolved: 2942 rows, 2599 columns, 22870 nonzeros Variable types: 60 continuous, 2539 integer (2539 binary) Root relaxation: objective 3.499974e+02, 401 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 349.99742 0 125 - 349.99742 - - 0s 0 0 362.36254 0 128 - 362.36254 - - 0s 0 0 364.30580 0 118 - 364.30580 - - 0s 0 0 365.43524 0 118 - 365.43524 - - 0s 0 0 365.96901 0 123 - 365.96901 - - 0s 0 0 365.97084 0 121 - 365.97084 - - 0s 0 0 365.97084 0 121 - 365.97084 - - 0s 0 0 365.97084 0 104 - 365.97084 - - 0s 0 2 365.97084 0 104 - 365.97084 - - 1s 604 528 437.95888 33 90 - 366.73141 - 31.4 5s 615 535 428.10676 63 149 - 379.65534 - 30.8 10s 626 543 421.75966 20 164 - 380.23946 - 30.3 15s 638 551 397.40970 24 167 - 380.80209 - 29.7 20s 649 558 418.27320 26 166 - 380.91689 - 29.2 25s 662 568 405.78409 40 171 - 381.11298 - 39.1 30s 869 697 401.69853 71 105 - 381.41453 - 44.8 35s 1642 1049 440.41837 71 105 - 383.19623 - 39.4 40s 2407 1397 418.26354 55 100 - 383.82085 - 38.8 45s 3124 1963 434.20593 48 106 - 384.45087 - 38.9 50s 3786 2461 452.57203 78 104 - 384.69987 - 39.5 55s 4502 3054 413.85601 38 115 - 385.20161 - 39.6 60s 5278 3624 406.34588 44 94 - 385.45448 - 38.9 65s 6063 4268 507.01903 79 78 - 385.78991 - 38.5 70s 6870 4942 492.26745 126 62 - 385.88875 - 37.8 75s 7666 5578 399.28993 47 84 - 386.03350 - 37.6 80s 8351 6114 437.95302 47 94 - 386.14801 - 37.9 85s 9051 6656 infeasible 80 - 386.28739 - 38.0 90s 9684 7161 403.71822 51 91 - 386.44747 - 38.3 95s 10370 7671 441.98244 57 82 - 386.63084 - 38.1 100s 11099 8265 infeasible 79 - 386.86166 - 38.0 105s 11779 8791 460.59578 70 84 - 386.94222 - 38.2 110s 12501 9339 448.28807 78 100 - 387.08174 - 38.4 115s 13274 9947 infeasible 69 - 387.30099 - 38.2 120s 13968 10514 512.80440 68 90 - 387.36766 - 38.3 125s 14694 11075 390.09011 32 105 - 387.49970 - 38.3 130s 15499 11736 infeasible 67 - 387.58861 - 38.0 135s 16306 12406 409.62534 53 86 - 387.68061 - 37.8 140s 17050 12973 401.20096 47 112 - 387.82385 - 37.8 145s 17798 13563 416.46334 51 113 - 387.89841 - 37.8 150s 18552 14135 420.19005 30 121 - 387.94157 - 37.8 155s 19312 14745 487.48732 95 66 - 387.99866 - 37.7 160s 20092 15355 431.89420 46 98 - 388.07973 - 37.6 165s 20776 15897 413.77931 52 113 - 388.20428 - 37.4 170s 21580 16523 448.74895 80 88 - 388.29946 - 37.4 175s 22372 17102 395.90239 49 85 - 388.38372 - 37.3 180s 23170 17752 445.96036 88 78 - 388.45936 - 37.2 185s 23928 18322 397.16667 44 60 - 388.52636 - 37.2 190s 24735 18952 410.56151 52 87 - 388.54805 - 37.1 195s 25640 19692 431.24614 50 121 - 388.64581 - 36.8 200s 26384 20214 395.59111 50 115 - 388.71703 - 36.9 205s 27161 20796 391.25422 32 141 - 388.79368 - 36.9 210s 27958 21347 432.28834 61 72 - 388.87154 - 36.7 215s 28797 21983 419.15395 60 73 - 388.94311 - 36.6 220s 29654 22655 405.16150 49 91 - 388.99128 - 36.4 225s 30436 23272 infeasible 75 - 389.02774 - 36.3 230s 31083 23742 405.22207 53 79 - 389.10060 - 36.3 235s 31917 24357 510.04529 79 85 - 389.14268 - 36.2 240s 32820 25058 475.64593 80 76 - 389.20517 - 36.0 245s 33741 25692 423.98468 57 109 - 389.27032 - 35.8 250s 34615 26355 482.68343 64 85 - 389.30606 - 35.7 255s 35422 26959 403.31088 48 81 - 389.35760 - 35.6 260s 36311 27593 infeasible 81 - 389.41048 - 35.4 265s 37124 28230 438.73746 70 85 - 389.46526 - 35.4 270s 37930 28795 456.46719 78 67 - 389.49564 - 35.3 275s 38769 29432 397.81947 45 120 - 389.52115 - 35.2 280s 39564 30019 411.94577 57 77 - 389.55652 - 35.2 285s 40392 30684 435.00488 74 58 - 389.59609 - 35.2 290s 40804 31004 400.59666 53 88 - 389.62288 - 35.2 309s 40819 31019 410.54931 66 69 - 389.62288 - 35.1 310s 41629 31644 413.11334 61 88 - 389.64957 - 35.1 315s 42318 32147 443.44541 74 95 - 389.72255 - 35.1 320s 43091 32706 416.89251 65 59 - 389.76690 - 35.2 325s 44061 33474 487.36000 84 86 - 389.80554 - 35.0 330s 45048 34185 452.73326 51 109 - 389.86209 - 35.0 335s 46068 34953 infeasible 72 - 389.90736 - 34.8 340s 46970 35610 408.51236 48 58 - 389.92813 - 34.8 345s 47977 36442 423.11190 65 111 - 389.96264 - 34.8 350s 48995 37145 456.97836 78 83 - 390.01871 - 34.7 355s 50058 37944 399.72977 48 109 - 390.05004 - 34.6 360s 50791 38534 412.37190 52 104 - 390.07025 - 34.7 365s 51500 39067 414.65945 57 82 - 390.10645 - 34.6 370s 52346 39674 437.57220 60 102 - 390.13890 - 34.7 375s 53334 40441 451.50060 101 86 - 390.16198 - 34.6 380s 54324 41162 395.46655 48 70 - 390.21169 - 34.5 385s 55219 41853 428.79228 52 78 - 390.26825 - 34.5 390s 56245 42650 411.68499 54 104 - 390.28872 - 34.4 395s 57288 43405 462.29637 58 103 - 390.31577 - 34.3 400s 58217 44104 395.62405 42 110 - 390.34410 - 34.3 405s 59056 44745 405.97545 46 87 - 390.36333 - 34.3 410s 60093 45524 411.44086 44 75 - 390.39551 - 34.3 415s 61190 46385 474.38167 88 74 - 390.43405 - 34.2 420s 62170 47135 439.89054 63 97 - 390.46645 - 34.0 425s 63113 47859 407.49893 48 83 - 390.49729 - 34.0 430s 64130 48632 498.70455 84 80 - 390.50962 - 34.0 435s 65088 49360 399.96208 44 105 - 390.52268 - 33.9 440s 65971 50032 infeasible 102 - 390.54099 - 33.9 445s 66958 50742 448.00305 67 111 - 390.55797 - 33.9 450s 67887 51396 533.54631 131 75 - 390.57517 - 33.9 455s 68847 52068 432.65974 66 108 - 390.60271 - 33.8 460s 69793 52799 infeasible 76 - 390.62773 - 33.8 465s 70713 53497 449.17505 57 83 - 390.64522 - 33.8 470s 71576 54170 468.38830 84 89 - 390.67110 - 33.7 475s 72470 54766 393.83775 44 99 - 390.67591 - 33.8 480s 73311 55424 511.67018 74 90 - 390.68735 - 33.8 485s 74206 56124 482.64582 61 107 - 390.69592 - 33.8 490s 75107 56818 infeasible 70 - 390.71476 - 33.8 495s 76191 57665 406.87245 42 68 - 390.74906 - 33.7 500s 77190 58438 494.44116 78 111 - 390.77333 - 33.7 505s 78108 59097 416.95721 56 91 - 390.79579 - 33.7 510s 79249 60025 396.54244 49 88 - 390.81518 - 33.6 515s 80325 60870 infeasible 105 - 390.83908 - 33.5 520s 81329 61636 401.00000 49 68 - 390.86275 - 33.5 525s 82143 62270 443.93787 68 104 - 390.87049 - 33.4 530s 82901 62820 409.37332 53 61 - 390.88172 - 33.5 535s 83941 63581 432.52557 70 97 - 390.88994 - 33.4 540s 84901 64224 466.62852 77 99 - 390.90375 - 33.4 545s 85784 64887 428.62411 67 93 - 390.91901 - 33.4 550s 86791 65628 407.72404 52 97 - 390.93348 - 33.4 555s 87819 66445 448.50421 73 87 - 390.94716 - 33.3 560s 88919 67281 430.48817 75 81 - 390.96462 - 33.3 565s 89932 68107 423.06754 66 102 - 390.97854 - 33.2 570s 90927 68933 442.52723 76 91 - 390.98571 - 33.2 575s 91809 69620 400.68838 49 112 - 391.00368 - 33.2 580s 92817 70314 infeasible 68 - 391.01680 - 33.1 585s 93768 71020 412.23008 54 118 - 391.03096 - 33.1 590s 94801 71838 422.94358 60 109 - 391.04341 - 33.1 595s 95885 72585 397.64707 36 96 - 391.06003 - 33.0 600s 96793 73299 422.97183 65 109 - 391.06668 - 33.1 605s 97895 74173 407.40268 53 84 - 391.08366 - 33.0 610s 98968 75020 413.45803 58 115 - 391.09872 - 32.9 615s 99928 75773 415.70416 58 101 - 391.10968 - 32.9 620s 101011 76631 435.47006 67 100 - 391.12987 - 32.9 625s 102014 77391 461.59187 69 92 - 391.13786 - 32.8 630s 103092 78196 424.28193 56 105 - 391.15367 - 32.7 635s 104203 79106 476.81138 88 89 - 391.16479 - 32.7 640s 105452 80093 431.36420 73 78 - 391.17587 - 32.6 645s 106515 80938 474.91478 96 95 - 391.18347 - 32.5 650s 107676 81787 425.75382 74 93 - 391.19166 - 32.5 655s 108716 82569 493.43175 92 114 - 391.20074 - 32.5 660s 109664 83235 400.66229 52 104 - 391.21553 - 32.4 665s 110619 84074 440.10213 89 105 - 391.21977 - 32.4 670s 111607 84776 infeasible 74 - 391.23486 - 32.4 675s 112408 85373 infeasible 85 - 391.24303 - 32.4 680s 113450 86166 420.62426 60 87 - 391.25272 - 32.4 685s 114596 87079 423.33328 61 101 - 391.26634 - 32.3 690s 115638 87879 408.02509 57 79 - 391.27346 - 32.3 695s 116777 88801 462.58769 87 93 - 391.28439 - 32.3 700s 117875 89615 413.09300 51 99 - 391.30106 - 32.2 705s 118912 90393 426.71613 65 99 - 391.30769 - 32.2 710s 119931 91118 407.45402 53 77 - 391.31819 - 32.2 715s 121069 91967 433.20513 59 76 - 391.33079 - 32.2 720s 122024 92650 414.77428 54 108 - 391.34322 - 32.2 725s 122832 93181 425.03843 70 100 - 391.35471 - 32.2 730s 123900 94000 424.70553 54 85 - 391.36323 - 32.1 735s 125043 94912 409.10980 58 102 - 391.37539 - 32.1 740s 126226 95879 444.76658 79 98 - 391.39008 - 32.0 745s 127283 96647 546.40312 109 68 - 391.41085 - 32.0 750s 128431 97511 522.77995 95 89 - 391.42171 - 31.9 755s 129680 98438 426.74622 59 102 - 391.43172 - 31.9 760s 130791 99271 660.35329 94 69 - 391.43639 - 31.8 765s 131976 100197 402.81618 55 78 - 391.45057 - 31.8 770s 132986 101057 403.57635 53 108 - 391.46341 - 31.7 775s 134072 101896 infeasible 78 - 391.47093 - 31.7 780s 135133 102688 infeasible 73 - 391.47947 - 31.7 785s 136247 103560 475.91825 97 91 - 391.49108 - 31.6 790s 137160 104192 413.68784 54 75 - 391.49798 - 31.6 795s 138286 105056 617.18734 127 30 - 391.50460 - 31.6 800s 139329 105837 infeasible 100 - 391.51057 - 31.6 805s 140513 106773 586.13830 112 60 - 391.52294 - 31.5 810s 141670 107655 447.15831 82 88 - 391.54247 - 31.5 815s 142835 108554 399.24179 50 71 - 391.55342 - 31.4 820s 143812 109279 446.32658 66 68 - 391.56280 - 31.4 825s 144846 110062 475.91420 80 104 - 391.58771 - 31.4 830s 145915 110860 450.80534 76 74 - 391.60348 - 31.4 835s 147017 111713 479.07186 84 99 - 391.61522 - 31.4 840s 148025 112473 397.74553 45 133 - 391.62378 - 31.3 845s 149227 113451 417.72000 58 77 - 391.63275 - 31.3 850s 150338 114247 517.29192 96 59 - 391.63940 - 31.3 855s 151506 115170 infeasible 81 - 391.65401 - 31.2 860s 152630 116027 471.36039 119 91 - 391.67214 - 31.2 865s 153621 116751 392.27223 40 71 - 391.67937 - 31.2 870s 154742 117637 433.66325 62 91 - 391.69763 - 31.2 875s 155733 118356 418.74192 66 57 - 391.70491 - 31.2 880s 156981 119338 518.37127 111 55 - 391.72016 - 31.1 885s 158207 120252 404.31719 48 110 - 391.73073 - 31.1 890s 159371 121126 434.96848 82 79 - 391.73903 - 31.0 895s 160512 121980 550.63976 119 86 - 391.74499 - 31.0 900s 161703 122876 432.43767 79 89 - 391.76232 - 31.0 905s 162730 123638 400.81522 49 72 - 391.77374 - 31.0 910s 163802 124509 498.69225 96 68 - 391.78516 - 30.9 915s 164848 125303 409.09600 65 85 - 391.79766 - 30.9 920s 165907 126116 443.79038 83 91 - 391.80331 - 30.9 925s 166837 126750 infeasible 71 - 391.81400 - 30.9 930s 167919 127554 infeasible 69 - 391.82354 - 30.9 935s 169080 128444 405.50227 53 95 - 391.83356 - 30.9 940s 170146 129277 437.18594 70 106 - 391.83962 - 30.9 945s 171459 130321 392.75017 43 123 - 391.84578 - 30.8 950s 172668 131266 435.80549 73 79 - 391.85287 - 30.8 955s 173714 132123 419.81414 66 84 - 391.86109 - 30.7 960s 174718 132813 402.21219 61 83 - 391.87129 - 30.8 965s 175944 133807 433.06281 69 76 - 391.87757 - 30.7 970s 177257 134820 460.60021 89 70 - 391.88361 - 30.7 975s 178463 135727 394.33534 38 86 - 391.88917 - 30.6 980s 179450 136428 456.51942 77 76 - 391.89406 - 30.6 985s 180577 137302 396.76125 53 63 - 391.90388 - 30.6 990s 181603 138110 450.92141 78 93 - 391.90683 - 30.6 995s 182859 139123 infeasible 78 - 391.91291 - 30.5 1000s 183774 139813 581.93969 132 69 - 391.91711 - 30.5 1005s 184777 140558 434.21443 81 66 - 391.92540 - 30.5 1010s 185943 141436 408.97909 55 72 - 391.93305 - 30.5 1015s 187149 142382 408.77322 54 85 - 391.94292 - 30.5 1020s 188145 143174 421.96947 72 53 - 391.94658 - 30.5 1025s 189194 143966 460.49355 85 69 - 391.95455 - 30.5 1030s 190492 144984 431.89176 74 96 - 391.96151 - 30.4 1035s 191671 145915 480.53206 87 77 - 391.96669 - 30.4 1040s 192677 146618 492.86048 99 79 - 391.97079 - 30.4 1045s 193907 147581 infeasible 107 - 391.97999 - 30.4 1050s 194814 148296 458.09814 77 78 - 391.98359 - 30.4 1055s 195965 149150 402.96646 48 114 - 391.98925 - 30.3 1060s 197004 149944 420.57665 62 47 - 391.99441 - 30.3 1065s 198174 150885 469.41289 95 78 - 392.00311 - 30.3 1070s 199315 151742 517.12368 79 87 - 392.00659 - 30.3 1075s 200379 152558 439.64427 63 93 - 392.01323 - 30.3 1080s 201493 153382 409.86652 49 96 - 392.01779 - 30.3 1085s 202681 154327 416.01071 53 105 - 392.02919 - 30.2 1090s 203861 155217 445.94811 77 82 - 392.03704 - 30.2 1095s 204864 156023 505.57861 99 103 - 392.04153 - 30.2 1100s 206018 156869 475.89575 98 73 - 392.04736 - 30.2 1105s 207126 157685 510.18502 104 87 - 392.05447 - 30.2 1110s 208313 158630 459.42584 82 82 - 392.05950 - 30.2 1115s 209431 159446 infeasible 98 - 392.06341 - 30.1 1120s 210539 160265 556.25962 127 80 - 392.07131 - 30.1 1125s 211720 161175 407.19350 54 115 - 392.07713 - 30.1 1130s 212849 162018 440.24196 69 81 - 392.08024 - 30.1 1135s 214100 163021 413.48431 53 129 - 392.08648 - 30.1 1140s 215007 163754 infeasible 86 - 392.09432 - 30.0 1145s 216170 164632 infeasible 77 - 392.10744 - 30.0 1150s 217418 165597 395.60078 48 93 - 392.11265 - 30.0 1155s 218638 166534 401.57422 47 101 - 392.11749 - 30.0 1160s 219681 167349 infeasible 94 - 392.12220 - 30.0 1165s 220862 168303 404.45405 37 111 - 392.12989 - 30.0 1170s 221971 169210 443.81372 78 72 - 392.13481 - 29.9 1175s 223211 170117 459.46776 73 90 - 392.14171 - 29.9 1180s 224407 171023 433.65357 70 89 - 392.14966 - 29.9 1185s 225386 171817 508.89430 85 83 - 392.15559 - 29.9 1190s 226611 172716 469.89117 88 96 - 392.16559 - 29.8 1195s 227779 173597 infeasible 92 - 392.17243 - 29.8 1200s 228972 174549 infeasible 86 - 392.17969 - 29.8 1205s 230165 175515 infeasible 84 - 392.18710 - 29.8 1210s 231522 176568 503.38739 124 80 - 392.19208 - 29.7 1215s 232921 177705 435.61163 67 113 - 392.20338 - 29.7 1220s 234167 178701 491.32483 105 46 - 392.20790 - 29.7 1225s 235112 179498 infeasible 90 - 392.21252 - 29.7 1230s 236292 180424 413.75100 53 114 - 392.21884 - 29.6 1235s 237368 181261 529.41812 116 63 - 392.22485 - 29.6 1240s 238553 182193 493.47629 107 83 - 392.23052 - 29.6 1245s 239703 183089 412.06410 57 113 - 392.23779 - 29.6 1250s 240871 183942 infeasible 106 - 392.24650 - 29.6 1255s 242003 184826 462.02484 68 70 - 392.25447 - 29.6 1260s 243167 185732 439.52213 85 100 - 392.25809 - 29.5 1265s 244375 186640 394.40097 45 92 - 392.26434 - 29.5 1270s 245359 187461 461.18113 86 101 - 392.26916 - 29.5 1275s 246428 188272 467.48257 98 44 - 392.27607 - 29.5 1280s 247606 189247 445.10547 71 108 - 392.27897 - 29.5 1285s 248793 190133 infeasible 81 - 392.28472 - 29.5 1290s 249914 191003 444.24916 84 72 - 392.28945 - 29.5 1295s 251148 191985 512.30959 135 43 - 392.29333 - 29.4 1300s 252425 192987 495.97333 110 49 - 392.29665 - 29.4 1305s 253464 193770 416.23591 63 83 - 392.29919 - 29.4 1310s 254467 194514 444.07686 69 90 - 392.30401 - 29.4 1315s 255544 195374 415.00165 55 74 - 392.31099 - 29.4 1320s 256687 196271 424.50175 74 93 - 392.31640 - 29.4 1325s 257885 197147 483.14773 91 62 - 392.32442 - 29.4 1330s 258955 197975 infeasible 106 - 392.32849 - 29.4 1335s 260010 198791 503.25226 88 59 - 392.33145 - 29.4 1340s 261214 199752 464.34021 91 84 - 392.33894 - 29.3 1345s 262319 200620 510.06762 112 102 - 392.34194 - 29.3 1350s 263407 201417 428.71775 73 70 - 392.34921 - 29.3 1355s 264454 202186 402.36977 44 107 - 392.35197 - 29.3 1360s 265404 202927 433.21308 72 47 - 392.35716 - 29.3 1365s 266621 203849 414.26269 56 45 - 392.36272 - 29.3 1370s 267743 204758 488.74550 113 59 - 392.36814 - 29.3 1375s 269050 205733 infeasible 103 - 392.37381 - 29.3 1380s 270224 206631 430.55914 55 106 - 392.38015 - 29.3 1385s 271356 207516 513.26769 76 48 - 392.38555 - 29.2 1390s 272590 208469 411.89690 58 77 - 392.38876 - 29.2 1395s 273705 209292 458.72601 89 94 - 392.39439 - 29.2 1400s 274751 210100 460.18105 83 98 - 392.39649 - 29.2 1405s 275691 210859 540.15601 86 92 - 392.39983 - 29.2 1410s 276957 211853 419.06715 66 64 - 392.40343 - 29.2 1415s 278092 212710 398.29831 39 87 - 392.40680 - 29.2 1420s 279293 213682 393.25226 32 110 - 392.41256 - 29.2 1425s 280465 214596 437.50943 74 91 - 392.41582 - 29.2 1430s 281652 215545 510.08563 98 91 - 392.41908 - 29.2 1435s 282799 216430 542.33060 109 71 - 392.42494 - 29.1 1440s 283961 217326 infeasible 106 - 392.42903 - 29.1 1445s 285142 218220 393.04228 40 102 - 392.43443 - 29.1 1450s 286146 218939 infeasible 96 - 392.43987 - 29.1 1455s 287406 219920 542.71151 101 89 - 392.44339 - 29.1 1460s 288551 220813 552.64316 98 77 - 392.44615 - 29.1 1465s 289807 221763 442.89966 66 96 - 392.45131 - 29.0 1470s 291058 222750 540.23265 96 85 - 392.45545 - 29.0 1475s 292261 223713 566.71705 131 39 - 392.45919 - 29.0 1480s 293298 224495 infeasible 87 - 392.46144 - 29.0 1485s 294392 225327 412.52690 58 101 - 392.46327 - 29.0 1490s 295489 226108 531.49418 79 74 - 392.46886 - 29.0 1495s 296465 226878 431.20637 82 84 - 392.47191 - 29.0 1500s 297690 227799 438.84066 79 83 - 392.47658 - 29.0 1505s 298811 228667 427.24505 78 108 - 392.48016 - 29.0 1510s 299970 229568 428.39993 66 72 - 392.48403 - 29.0 1515s 301204 230542 471.78015 82 57 - 392.48938 - 29.0 1520s 302261 231284 406.30507 46 90 - 392.49303 - 29.0 1525s 303541 232296 511.62167 99 66 - 392.49629 - 28.9 1530s 304612 233166 infeasible 119 - 392.50000 - 28.9 1535s 305812 234089 400.59664 40 82 - 392.50134 - 28.9 1540s 306786 234816 517.61643 84 71 - 392.50485 - 28.9 1545s 308068 235866 508.69080 116 65 - 392.50666 - 28.9 1550s 309294 236804 454.63262 97 49 - 392.51191 - 28.9 1555s 310505 237733 556.92577 116 61 - 392.51498 - 28.9 1560s 311761 238707 488.01027 87 75 - 392.51685 - 28.8 1565s 312861 239518 402.59158 44 127 - 392.52425 - 28.8 1570s 314047 240484 527.72440 88 83 - 392.52834 - 28.8 1575s 315194 241401 429.68032 63 62 - 392.53011 - 28.8 1580s 316404 242363 605.93752 127 90 - 392.53325 - 28.8 1585s 317430 243181 429.74573 63 87 - 392.53420 - 28.8 1590s 318608 244123 425.32545 81 85 - 392.53606 - 28.8 1595s 319871 245145 422.93583 64 78 - 392.53862 - 28.8 1600s 321074 246087 447.11488 83 108 - 392.54346 - 28.8 1605s 322396 247105 566.74556 130 70 - 392.54751 - 28.7 1610s 323628 248056 461.30009 78 60 - 392.54955 - 28.7 1615s 324907 249064 infeasible 144 - 392.55272 - 28.7 1620s 326282 250188 464.76570 81 67 - 392.55715 - 28.7 1625s 327370 251025 615.85860 134 54 - 392.56171 - 28.7 1630s 328666 252065 533.20363 116 90 - 392.56584 - 28.7 1635s 329836 253007 433.29855 74 98 - 392.56964 - 28.6 1640s 331085 253972 600.87050 153 70 - 392.57403 - 28.6 1645s 332303 254891 469.11157 98 69 - 392.57639 - 28.6 1650s 333487 255790 463.21637 99 73 - 392.58048 - 28.6 1655s 334654 256654 infeasible 109 - 392.58197 - 28.6 1660s 335844 257574 483.49872 121 79 - 392.58581 - 28.6 1665s 336900 258399 466.32468 97 77 - 392.58784 - 28.6 1670s 338177 259431 531.49540 113 60 - 392.59077 - 28.6 1675s 339316 260298 440.10619 92 97 - 392.59333 - 28.5 1680s 340550 261319 483.56785 85 99 - 392.59509 - 28.5 1685s 341747 262238 491.19054 107 70 - 392.59763 - 28.5 1690s 342990 263193 420.62255 77 101 - 392.60186 - 28.5 1695s 344310 264296 488.27928 127 67 - 392.60438 - 28.5 1700s 345567 265242 398.86020 42 85 - 392.60748 - 28.5 1705s 346956 266344 406.48560 57 89 - 392.61179 - 28.4 1710s 348035 267204 infeasible 122 - 392.61382 - 28.4 1715s 349235 268123 396.98630 55 82 - 392.62019 - 28.4 1720s 350381 268980 infeasible 99 - 392.62318 - 28.4 1725s 351582 269895 infeasible 152 - 392.62670 - 28.4 1730s 352888 270968 449.30860 75 77 - 392.62904 - 28.4 1735s 354078 271882 infeasible 117 - 392.63102 - 28.4 1740s 355244 272835 infeasible 70 - 392.63664 - 28.4 1745s 356519 273821 439.55696 62 96 - 392.64024 - 28.3 1750s 357599 274755 474.13369 86 70 - 392.64476 - 28.3 1755s 358699 275568 478.13566 84 66 - 392.64706 - 28.3 1760s 359960 276621 infeasible 118 - 392.64932 - 28.3 1765s 361167 277575 628.92636 157 51 - 392.65318 - 28.3 1770s 362468 278672 615.91604 145 61 - 392.65731 - 28.3 1775s 363756 279713 infeasible 95 - 392.65930 - 28.3 1780s 365124 280826 527.03966 126 85 - 392.66384 - 28.2 1785s 366499 281929 435.81255 92 98 - 392.66626 - 28.2 1790s 367616 282819 420.00790 67 65 - 392.66949 - 28.2 1795s 368838 283813 infeasible 133 - 392.67089 - 28.2 1800s 370126 284823 infeasible 140 - 392.67274 - 28.2 1805s 371330 285731 405.46105 60 74 - 392.67401 - 28.2 1810s 372562 286733 506.92323 83 65 - 392.67628 - 28.2 1815s 373831 287738 421.39268 61 94 - 392.67859 - 28.1 1820s 374999 288717 393.18056 37 78 - 392.68120 - 28.1 1825s 376455 289891 415.62488 77 97 - 392.68378 - 28.1 1830s 377704 290793 448.10213 89 118 - 392.68729 - 28.1 1835s 378756 291668 infeasible 131 - 392.68862 - 28.1 1840s 379982 292574 475.64410 114 83 - 392.69349 - 28.1 1845s 381412 293730 458.20947 75 86 - 392.69913 - 28.0 1850s 382721 294778 490.39849 96 87 - 392.70239 - 28.0 1855s 384044 295790 416.09726 56 92 - 392.70480 - 28.0 1860s 385393 296879 414.54240 60 72 - 392.70782 - 28.0 1865s 386675 297838 infeasible 124 - 392.70939 - 28.0 1870s 387905 298804 502.07559 107 73 - 392.71249 - 28.0 1875s 389093 299712 infeasible 131 - 392.71469 - 28.0 1880s 390503 300828 395.21826 43 90 - 392.71909 - 27.9 1885s 391798 301895 408.66836 57 75 - 392.72222 - 27.9 1890s 393232 303058 533.78869 113 92 - 392.72406 - 27.9 1895s 394584 304155 infeasible 105 - 392.72549 - 27.9 1900s 395833 305101 427.57573 65 64 - 392.72864 - 27.9 1905s 397134 306147 441.91742 86 63 - 392.73251 - 27.9 1910s 398233 306964 410.97145 59 90 - 392.73353 - 27.9 1915s 399535 308017 542.44063 119 68 - 392.73533 - 27.8 1920s 400782 308964 393.43808 42 81 - 392.73753 - 27.8 1925s 401978 309958 477.07285 96 91 - 392.74085 - 27.8 1930s 403423 311124 432.16106 75 93 - 392.74434 - 27.8 1935s 404647 312063 520.05171 101 73 - 392.74931 - 27.8 1940s 405956 313099 401.73038 55 100 - 392.75070 - 27.8 1945s 407294 314111 395.06265 47 100 - 392.75356 - 27.8 1950s 408414 314989 492.20828 109 85 - 392.75553 - 27.7 1955s 409641 315989 589.41284 135 61 - 392.75669 - 27.7 1960s 410974 317022 529.04332 119 61 - 392.76064 - 27.7 1965s 412269 318047 422.65976 59 86 - 392.76295 - 27.7 1970s 413592 319166 484.17912 98 72 - 392.76647 - 27.7 1975s 414979 320300 420.08393 61 113 - 392.76928 - 27.7 1980s 416292 321267 440.17999 76 50 - 392.77149 - 27.7 1985s 417502 322221 486.91326 96 96 - 392.77538 - 27.7 1990s 418508 323071 427.61553 69 89 - 392.77553 - 27.7 1995s 419816 324177 542.64760 140 95 - 392.77907 - 27.6 2000s 421185 325237 534.91246 121 94 - 392.78263 - 27.6 2005s 422339 326159 557.08093 140 76 - 392.78410 - 27.6 2010s 423768 327343 479.74164 99 100 - 392.78731 - 27.6 2015s 425135 328509 524.72563 107 61 - 392.79086 - 27.6 2020s 426219 329372 403.83778 53 91 - 392.79290 - 27.6 2025s 427560 330502 530.34337 128 76 - 392.79511 - 27.6 2030s 428709 331424 474.19675 89 84 - 392.79770 - 27.6 2035s 429888 332366 infeasible 128 - 392.79974 - 27.6 2040s 431264 333516 492.82736 118 37 - 392.80142 - 27.5 2045s 432523 334560 477.93946 110 96 - 392.80443 - 27.5 2050s 433787 335612 555.53878 133 73 - 392.80674 - 27.5 2055s 435093 336659 408.82173 63 77 - 392.81033 - 27.5 2060s 436500 337781 infeasible 70 - 392.81311 - 27.5 2065s 437664 338702 462.52428 98 79 - 392.81727 - 27.5 2070s 438910 339661 543.92982 142 78 - 392.81835 - 27.5 2075s 440058 340627 519.56296 105 67 - 392.82050 - 27.5 2080s 441132 341519 503.52903 125 103 - 392.82318 - 27.5 2085s 442480 342573 439.03091 79 89 - 392.82502 - 27.5 2090s 443708 343520 482.78087 110 104 - 392.82847 - 27.5 2095s 445159 344726 516.39260 115 56 - 392.83206 - 27.4 2100s 446563 345818 396.26855 39 78 - 392.83460 - 27.4 2105s 447856 346871 423.50212 61 59 - 392.83740 - 27.4 2110s 449093 347841 443.78310 75 83 - 392.83860 - 27.4 2115s 450205 348758 420.55173 62 73 - 392.84095 - 27.4 2120s 451617 349880 421.14793 62 97 - 392.84306 - 27.4 2125s 452747 350746 397.71775 47 98 - 392.84645 - 27.4 2130s 454209 351959 497.13123 111 94 - 392.84939 - 27.4 2135s 455560 353090 569.85201 127 59 - 392.85135 - 27.3 2140s 456947 354247 522.63707 133 85 - 392.85253 - 27.3 2145s 458434 355458 474.22307 107 88 - 392.85569 - 27.3 2150s 459622 356389 410.88662 56 90 - 392.85906 - 27.3 2155s 460907 357435 infeasible 112 - 392.86058 - 27.3 2160s 462200 358451 425.81667 72 50 - 392.86238 - 27.3 2165s 463582 359579 402.01939 61 88 - 392.86314 - 27.3 2170s 464950 360690 497.59130 107 64 - 392.86650 - 27.3 2175s 466300 361732 397.58201 46 92 - 392.86872 - 27.3 2180s 467650 362878 572.48399 119 67 - 392.87297 - 27.2 2185s 469044 363948 502.30882 106 93 - 392.87502 - 27.2 2190s 470266 364914 437.29652 72 95 - 392.88038 - 27.2 2195s 471489 365943 624.90027 162 74 - 392.88173 - 27.2 2200s 472734 366894 426.13398 63 94 - 392.88440 - 27.2 2205s 473952 367928 528.90812 125 67 - 392.88613 - 27.2 2210s 475245 369029 462.65418 103 81 - 392.88788 - 27.2 2215s 476650 370204 427.47119 70 112 - 392.88889 - 27.2 2220s 477954 371268 563.25538 121 72 - 392.89026 - 27.2 2225s 479242 372256 416.12074 68 103 - 392.89193 - 27.1 2230s 480427 373247 405.80238 62 96 - 392.89421 - 27.1 2235s 481619 374164 584.05929 145 82 - 392.89649 - 27.1 2240s 482881 375180 400.73319 56 75 - 392.89961 - 27.1 2245s 484227 376332 574.54095 139 72 - 392.90088 - 27.1 2250s 485539 377370 501.55689 93 91 - 392.90270 - 27.1 2255s 486866 378455 511.10074 122 67 - 392.90483 - 27.1 2260s 488214 379514 487.77215 104 77 - 392.90576 - 27.1 2265s 489493 380450 474.33694 90 97 - 392.91000 - 27.1 2270s 490771 381502 467.36089 98 89 - 392.91372 - 27.1 2275s 492043 382489 444.97601 90 81 - 392.91644 - 27.1 2280s 493432 383619 405.46537 47 83 - 392.91799 - 27.0 2285s 494685 384640 410.86734 65 79 - 392.91921 - 27.0 2290s 495978 385685 infeasible 140 - 392.92095 - 27.0 2295s 497331 386775 398.35584 46 88 - 392.92369 - 27.0 2300s 498661 387896 441.72680 82 80 - 392.92466 - 27.0 2305s 500011 388949 521.37620 100 56 - 392.92677 - 27.0 2310s 501079 389804 411.90592 57 88 - 392.92785 - 27.0 2315s 502339 390852 infeasible 130 - 392.93128 - 27.0 2320s 503594 391871 521.72868 90 90 - 392.93241 - 27.0 2325s 504920 392955 423.43290 59 108 - 392.93579 - 27.0 2330s 506299 394085 436.13811 89 97 - 392.93899 - 27.0 2335s 507610 395149 454.79484 93 79 - 392.94217 - 27.0 2340s 509056 396362 426.12867 68 106 - 392.94369 - 26.9 2345s 510406 397479 456.29179 93 80 - 392.94664 - 26.9 2350s 511521 398422 407.20894 46 83 - 392.94853 - 26.9 2355s 512916 399616 infeasible 104 - 392.95098 - 26.9 2360s 514197 400697 451.33313 82 46 - 392.95305 - 26.9 2365s 515612 401874 480.40065 104 57 - 392.95509 - 26.9 2370s 516989 403044 460.03186 86 64 - 392.95787 - 26.9 2375s 518239 404089 522.18292 121 86 - 392.96030 - 26.9 2380s 519549 405199 507.60383 132 73 - 392.96256 - 26.9 2385s 520684 406126 537.05614 116 83 - 392.96375 - 26.9 2390s 521908 407125 infeasible 145 - 392.96535 - 26.9 2395s 523218 408172 462.10577 120 87 - 392.96719 - 26.8 2400s 524440 409123 394.37577 40 103 - 392.96932 - 26.8 2405s 525458 409909 428.92784 66 81 - 392.97031 - 26.8 2410s 526793 411021 468.61398 106 42 - 392.97434 - 26.8 2415s 528216 412186 405.11787 57 83 - 392.97514 - 26.8 2420s 529503 413162 399.74944 42 82 - 392.97643 - 26.8 2425s 530745 414196 432.71500 73 99 - 392.97839 - 26.8 2430s 531819 415038 508.22082 126 89 - 392.98131 - 26.8 2435s 533231 416180 461.78705 77 67 - 392.98390 - 26.8 2440s 534607 417302 491.70487 107 93 - 392.98660 - 26.8 2445s 535992 418440 461.12287 95 76 - 392.98874 - 26.8 2450s 537278 419476 infeasible 133 - 392.99065 - 26.8 2455s 538534 420487 429.47816 77 85 - 392.99220 - 26.8 2460s 539950 421679 505.22414 126 83 - 392.99341 - 26.8 2465s 541078 422577 588.15777 145 62 - 392.99491 - 26.8 2470s 542364 423584 426.38815 69 85 - 392.99685 - 26.8 2475s 543551 424472 412.73787 49 70 - 392.99917 - 26.7 2480s 544692 425425 432.22222 70 87 - 393.00000 - 26.7 2485s 545784 426301 410.04110 58 93 - 393.00000 - 26.8 2490s 547035 427362 445.84226 69 87 - 393.00056 - 26.7 2495s 548258 428327 420.55361 59 112 - 393.00309 - 26.7 2500s 549607 429437 517.07334 93 83 - 393.00564 - 26.7 2505s 550836 430364 468.39685 100 103 - 393.00826 - 26.7 2510s 551995 431323 infeasible 141 - 393.00996 - 26.7 2515s 553364 432441 539.98476 124 74 - 393.01257 - 26.7 2520s 554683 433472 424.54212 57 98 - 393.01415 - 26.7 2525s 556007 434555 522.48174 137 61 - 393.01599 - 26.7 2530s 557457 435752 infeasible 89 - 393.01780 - 26.7 2535s 558894 436869 479.48879 88 70 - 393.01906 - 26.7 2540s 560172 437852 439.90864 62 63 - 393.02037 - 26.7 2545s 561500 438999 505.24975 134 61 - 393.02149 - 26.7 2550s 562595 439881 455.16076 82 89 - 393.02191 - 26.7 2555s 563805 440910 503.11741 106 79 - 393.02344 - 26.7 2560s 565026 441860 489.73212 86 94 - 393.02490 - 26.7 2565s 566367 442897 539.65403 119 85 - 393.02600 - 26.7 2570s 567549 443753 404.39651 52 88 - 393.02852 - 26.6 2575s 568958 444846 428.79475 75 96 - 393.03104 - 26.6 2580s 570287 445927 439.33576 80 105 - 393.03371 - 26.6 2585s 571631 447030 413.32973 60 97 - 393.03614 - 26.6 2590s 572769 447900 461.18308 106 69 - 393.03699 - 26.6 2595s 574085 449044 502.63371 117 76 - 393.03920 - 26.6 2600s 575492 450173 540.33775 133 89 - 393.04119 - 26.6 2605s 576685 451134 534.60204 135 96 - 393.04271 - 26.6 2610s 578017 452243 485.13913 106 93 - 393.04414 - 26.6 2615s 579164 453107 598.62080 164 42 - 393.04694 - 26.6 2620s 580450 454111 426.96785 79 102 - 393.04845 - 26.6 2625s 581744 455155 444.29999 79 104 - 393.05104 - 26.6 2630s 582797 456010 395.94534 44 89 - 393.05182 - 26.6 2635s 584185 457163 466.19876 83 80 - 393.05313 - 26.6 2640s 585550 458233 395.42500 45 82 - 393.05483 - 26.6 2645s 586904 459342 463.56043 85 83 - 393.05556 - 26.6 2650s 588297 460401 422.63932 63 112 - 393.05957 - 26.5 2655s 589634 461487 556.23933 111 83 - 393.06165 - 26.5 2660s 590940 462546 infeasible 150 - 393.06347 - 26.5 2665s 592124 463579 512.63285 129 76 - 393.06627 - 26.5 2670s 593311 464558 425.95529 70 63 - 393.06917 - 26.5 2675s 594648 465612 infeasible 175 - 393.07106 - 26.5 2680s 595939 466611 465.32670 87 97 - 393.07305 - 26.5 2685s 597215 467656 556.09007 112 77 - 393.07416 - 26.5 2690s 598566 468766 533.13386 125 46 - 393.07707 - 26.5 2695s 599839 469789 567.20963 127 63 - 393.07842 - 26.5 2700s 601115 470850 infeasible 117 - 393.07933 - 26.5 2705s 602374 471886 434.23655 68 79 - 393.08188 - 26.5 2710s 603742 473024 542.32091 124 68 - 393.08368 - 26.5 2715s 605128 474170 471.17999 101 64 - 393.08615 - 26.5 2720s 606484 475286 486.15069 112 94 - 393.08728 - 26.5 2725s 607794 476287 511.68182 120 54 - 393.08948 - 26.5 2730s 609340 477605 449.84490 89 96 - 393.09099 - 26.4 2735s 610633 478642 465.97580 81 94 - 393.09365 - 26.4 2740s 611852 479620 426.20738 64 92 - 393.09594 - 26.4 2745s 612894 480527 439.56293 75 94 - 393.09866 - 26.4 2750s 614156 481540 439.93420 86 82 - 393.10009 - 26.4 2755s 615378 482573 490.99665 99 85 - 393.10123 - 26.4 2760s 616581 483554 474.37959 109 74 - 393.10187 - 26.4 2765s 617869 484630 528.41503 111 60 - 393.10318 - 26.4 2770s 619089 485600 471.54732 64 77 - 393.10555 - 26.4 2775s 620223 486496 infeasible 141 - 393.10779 - 26.4 2780s 621593 487657 419.82887 60 73 - 393.10919 - 26.4 2785s 622706 488577 551.08594 152 71 - 393.11011 - 26.4 2790s 624003 489604 599.57247 155 68 - 393.11153 - 26.4 2795s 625384 490736 401.69677 53 65 - 393.11468 - 26.4 2800s 626688 491823 645.04356 180 41 - 393.11636 - 26.4 2805s 628007 492876 473.64183 83 99 - 393.11748 - 26.4 2810s 629311 493979 479.59941 119 70 - 393.11842 - 26.4 2815s 630507 494985 482.00110 107 86 - 393.11887 - 26.4 2820s 631889 496108 512.18490 117 82 - 393.12066 - 26.4 2825s 633038 497057 503.07282 101 73 - 393.12209 - 26.4 2830s 634351 498178 394.36688 44 84 - 393.12444 - 26.3 2835s 635817 499412 613.59320 111 65 - 393.12745 - 26.3 2840s 637193 500550 556.89987 119 74 - 393.13005 - 26.3 2845s 638593 501672 infeasible 140 - 393.13125 - 26.3 2850s 639814 502596 450.12849 73 87 - 393.13376 - 26.3 2855s 641162 503697 480.89936 110 97 - 393.13444 - 26.3 2860s 642336 504648 402.95205 39 90 - 393.13613 - 26.3 2865s 643497 505593 420.03191 59 96 - 393.13800 - 26.3 2870s 644761 506598 infeasible 73 - 393.14062 - 26.3 2875s 646162 507741 503.66340 117 72 - 393.14314 - 26.3 2880s 647501 508882 615.05223 193 53 - 393.14434 - 26.3 2885s 648827 509946 465.73312 92 86 - 393.14672 - 26.3 2890s 650151 511080 524.37202 127 81 - 393.14771 - 26.3 2895s 651530 512168 439.32315 85 63 - 393.15077 - 26.3 2900s 652958 513268 infeasible 146 - 393.15243 - 26.3 2905s 654040 514150 449.46012 90 75 - 393.15382 - 26.3 2910s 655445 515367 592.34475 145 39 - 393.15600 - 26.2 2915s 656767 516432 501.02870 119 82 - 393.15774 - 26.2 2920s 658124 517568 401.11763 45 94 - 393.15908 - 26.2 2925s 659445 518599 505.03067 121 59 - 393.16093 - 26.2 2930s 660872 519801 617.15905 175 67 - 393.16172 - 26.2 2935s 662310 520986 529.07607 142 52 - 393.16489 - 26.2 2940s 663510 521984 457.94389 86 90 - 393.16662 - 26.2 2945s 664873 523082 585.01898 149 59 - 393.16844 - 26.2 2950s 666196 524176 502.15426 104 78 - 393.17214 - 26.2 2955s 667609 525273 395.73575 43 95 - 393.17540 - 26.2 2960s 668945 526364 448.89204 85 64 - 393.17695 - 26.2 2965s 670381 527496 510.17888 113 68 - 393.17807 - 26.2 2970s 671740 528587 403.27628 39 115 - 393.17916 - 26.2 2975s 673137 529737 403.75470 51 120 - 393.18120 - 26.1 2980s 674321 530683 infeasible 143 - 393.18187 - 26.1 2985s 675686 531835 458.44655 76 88 - 393.18327 - 26.1 2990s 677044 532884 infeasible 136 - 393.18414 - 26.1 2995s 678555 534166 444.53153 73 82 - 393.18616 - 26.1 3000s 679853 535177 443.20244 100 93 - 393.18752 - 26.1 3005s 681156 536234 398.79690 54 77 - 393.18974 - 26.1 3010s 682600 537407 405.60275 42 77 - 393.19114 - 26.1 3015s 683988 538494 469.07410 105 87 - 393.19213 - 26.1 3020s 685132 539394 414.30755 61 69 - 393.19296 - 26.1 3025s 686649 540631 488.04294 85 81 - 393.19455 - 26.1 3030s 688054 541728 582.01482 151 66 - 393.19637 - 26.1 3035s 689489 542936 infeasible 128 - 393.19918 - 26.1 3040s 690970 544119 427.18749 74 82 - 393.20099 - 26.0 3045s 692417 545314 488.24315 109 75 - 393.20307 - 26.0 3050s 694018 546633 477.76440 115 73 - 393.20620 - 26.0 3055s 695208 547642 420.03677 75 71 - 393.20743 - 26.0 3060s 696687 548839 533.91670 117 64 - 393.20941 - 26.0 3065s 698100 550051 528.25142 138 55 - 393.21284 - 26.0 3070s 699601 551302 435.46811 91 85 - 393.21387 - 26.0 3075s 701121 552555 472.94556 130 74 - 393.21524 - 26.0 3080s 702645 553849 463.17395 102 70 - 393.21830 - 26.0 3085s 704066 555013 396.21150 36 88 - 393.22017 - 26.0 3090s 705160 555928 539.10106 138 59 - 393.22130 - 26.0 3095s 706592 557158 424.62258 74 81 - 393.22335 - 26.0 3100s 708003 558375 570.41968 146 65 - 393.22611 - 25.9 3105s 709402 559540 587.89765 144 75 - 393.22681 - 25.9 3110s 710861 560743 402.43993 46 99 - 393.22805 - 25.9 3115s 712370 561990 537.70149 111 70 - 393.22946 - 25.9 3120s 713741 563151 473.63710 99 83 - 393.23117 - 25.9 3125s 714805 564020 infeasible 161 - 393.23211 - 25.9 3130s 716248 565239 493.44705 120 88 - 393.23322 - 25.9 3135s 717687 566438 464.69558 83 75 - 393.23527 - 25.9 3140s 719114 567631 533.56129 149 59 - 393.23647 - 25.9 3145s 720649 568873 419.83674 57 68 - 393.23908 - 25.9 3150s 722187 570161 422.46202 59 84 - 393.24056 - 25.9 3155s 723686 571449 571.24887 148 64 - 393.24199 - 25.9 3160s 724819 572391 411.84059 51 68 - 393.24367 - 25.9 3165s 726289 573575 519.74050 111 70 - 393.24594 - 25.8 3170s 727715 574757 infeasible 160 - 393.24691 - 25.8 3175s 729212 576054 479.92257 109 64 - 393.24944 - 25.8 3180s 730659 577269 513.77049 128 82 - 393.25066 - 25.8 3185s 732093 578493 518.27107 96 95 - 393.25300 - 25.8 3190s 733576 579717 405.44143 55 83 - 393.25422 - 25.8 3195s 735006 580898 586.21726 150 68 - 393.25637 - 25.8 3200s 736171 581883 425.00794 69 109 - 393.25923 - 25.8 3205s 737684 583213 558.90593 126 59 - 393.26118 - 25.8 3210s 739072 584366 451.13378 82 92 - 393.26207 - 25.8 3215s 740489 585582 393.70655 35 97 - 393.26403 - 25.8 3220s 741809 586677 610.12846 125 69 - 393.26612 - 25.8 3225s 743206 587861 538.19984 161 72 - 393.26732 - 25.8 3230s 744590 588957 499.50797 99 69 - 393.26899 - 25.8 3235s 745711 589830 397.58323 46 83 - 393.27086 - 25.8 3240s 747184 591084 396.53191 53 95 - 393.27223 - 25.7 3245s 748669 592333 566.84206 149 50 - 393.27299 - 25.7 3250s 750050 593500 405.95586 58 87 - 393.27473 - 25.7 3255s 751374 594655 infeasible 146 - 393.27667 - 25.7 3260s 752913 595933 472.19154 98 91 - 393.27943 - 25.7 3265s 754343 597142 408.69044 51 70 - 393.28092 - 25.7 3270s 755589 598234 552.81522 108 68 - 393.28262 - 25.7 3275s 756897 599267 470.32124 95 63 - 393.28390 - 25.7 3280s 758442 600525 423.43566 74 82 - 393.28537 - 25.7 3285s 759967 601816 457.77857 87 75 - 393.28637 - 25.7 3290s 761450 603031 infeasible 184 - 393.28756 - 25.7 3295s 762846 604181 436.78486 73 68 - 393.28949 - 25.7 3300s 764307 605395 394.84671 44 84 - 393.29109 - 25.7 3305s 765609 606545 infeasible 139 - 393.29168 - 25.7 3310s 767002 607723 584.48333 155 77 - 393.29297 - 25.6 3315s 768491 608943 583.52149 132 86 - 393.29570 - 25.6 3320s 770119 610282 395.97368 46 84 - 393.29695 - 25.6 3325s 771531 611458 417.86301 63 81 - 393.29774 - 25.6 3330s 772906 612573 575.34085 105 71 - 393.30001 - 25.6 3335s 774316 613746 490.53472 104 87 - 393.30232 - 25.6 3340s 775790 614963 infeasible 192 - 393.30368 - 25.6 3345s 776939 615921 660.49963 174 53 - 393.30459 - 25.6 3350s 778358 617104 571.86394 118 100 - 393.30580 - 25.6 3355s 779797 618293 397.27989 44 86 - 393.30822 - 25.6 3360s 781344 619596 491.88767 132 75 - 393.30932 - 25.6 3365s 782634 620613 475.17713 76 91 - 393.31084 - 25.6 3370s 784016 621754 553.17155 159 60 - 393.31203 - 25.6 3375s 785519 622979 630.47824 149 85 - 393.31308 - 25.6 3380s 786767 624028 538.20456 132 80 - 393.31479 - 25.6 3385s 788153 625113 469.28058 84 92 - 393.31619 - 25.6 3390s 789617 626364 481.89719 89 89 - 393.31697 - 25.6 3395s 791013 627404 416.97828 57 74 - 393.31757 - 25.6 3400s 792371 628489 437.77698 74 76 - 393.32024 - 25.5 3405s 793712 629596 584.31290 121 47 - 393.32194 - 25.5 3410s 795057 630704 470.96964 95 69 - 393.32472 - 25.5 3415s 796301 631742 575.51658 112 92 - 393.32633 - 25.5 3420s 797600 632761 534.91898 114 51 - 393.32699 - 25.5 3425s 799141 634012 464.14302 87 53 - 393.32944 - 25.5 3430s 800528 635144 infeasible 158 - 393.33107 - 25.5 3435s 801972 636333 544.14891 163 53 - 393.33219 - 25.5 3440s 803426 637494 443.30756 76 100 - 393.33356 - 25.5 3445s 804778 638625 501.14521 83 71 - 393.33483 - 25.5 3450s 806364 639942 554.28132 143 45 - 393.33695 - 25.5 3455s 807565 640922 576.83595 146 57 - 393.33804 - 25.5 3460s 808938 642142 513.59086 105 78 - 393.33871 - 25.5 3465s 810382 643336 544.26661 132 72 - 393.33964 - 25.5 3470s 811783 644410 394.69545 47 104 - 393.34133 - 25.5 3475s 813097 645452 467.43038 78 75 - 393.34250 - 25.5 3480s 814435 646563 528.12005 133 61 - 393.34453 - 25.5 3485s 815868 647788 infeasible 147 - 393.34608 - 25.5 3490s 817139 648833 406.37667 41 87 - 393.34809 - 25.5 3495s 818340 649816 473.83765 75 69 - 393.34903 - 25.5 3500s 819662 650917 infeasible 147 - 393.35025 - 25.5 3505s 820882 651914 442.43169 65 83 - 393.35132 - 25.5 3510s 822350 653146 432.97372 73 81 - 393.35350 - 25.4 3515s 823765 654377 536.68343 117 70 - 393.35468 - 25.4 3520s 825196 655596 435.40055 98 68 - 393.35609 - 25.4 3525s 826513 656665 517.23207 129 73 - 393.35704 - 25.4 3530s 827598 657603 527.37850 154 82 - 393.35815 - 25.4 3535s 828907 658685 705.20751 164 51 - 393.35937 - 25.4 3540s 830314 659852 501.78959 105 67 - 393.36051 - 25.4 3545s 831698 660959 578.96234 134 76 - 393.36184 - 25.4 3550s 832956 661983 544.48174 114 86 - 393.36253 - 25.4 3555s 834460 663222 infeasible 151 - 393.36356 - 25.4 3560s 835887 664414 394.44123 43 91 - 393.36509 - 25.4 3565s 837134 665455 infeasible 115 - 393.36645 - 25.4 3570s 838581 666647 498.68296 100 74 - 393.36842 - 25.4 3575s 839958 667770 infeasible 149 - 393.36952 - 25.4 3580s 841369 668945 608.54990 184 65 - 393.37053 - 25.4 3585s 842687 670031 458.96647 85 108 - 393.37282 - 25.4 3590s 844202 671274 484.75376 72 85 - 393.37580 - 25.4 3595s Cutting planes: Learned: 15 Gomory: 21 Cover: 484 Implied bound: 34 Clique: 12 MIR: 168 GUB cover: 27 Zero half: 46 Explored 845409 nodes (21460731 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 3.940000000000e+02, gap -