Gurobi 5.0.1 (linux64) logging started Fri Dec 21 18:27:13 2012 Optimize a model with 6562 rows, 6561 columns and 29952 nonzeros Presolve removed 4866 rows and 2590 columns Presolve time: 0.08s Presolved: 1696 rows, 3971 columns, 16503 nonzeros Variable types: 80 continuous, 3891 integer (3891 binary) Root relaxation: objective 4.540339e+02, 432 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 454.03391 0 125 - 454.03391 - - 0s 0 0 483.32099 0 132 - 483.32099 - - 0s 0 0 484.66963 0 155 - 484.66963 - - 0s 0 0 485.43705 0 175 - 485.43705 - - 0s 0 0 485.87597 0 178 - 485.87597 - - 0s 0 0 486.41880 0 165 - 486.41880 - - 0s 0 0 486.92528 0 167 - 486.92528 - - 0s 0 0 486.92528 0 163 - 486.92528 - - 0s 0 0 486.92528 0 169 - 486.92528 - - 0s 0 0 487.05028 0 139 - 487.05028 - - 0s 0 0 487.05028 0 141 - 487.05028 - - 0s 0 0 487.05028 0 141 - 487.05028 - - 0s 0 2 488.05794 0 141 - 488.05794 - - 0s 610 489 581.38368 64 149 - 510.41086 - 16.9 5s 622 497 581.38368 64 152 - 514.53228 - 16.6 10s 638 509 515.83524 30 171 - 515.83524 - 25.0 15s 1172 790 522.46497 35 116 - 518.34952 - 34.2 20s 2217 1273 infeasible 60 - 519.36317 - 32.0 25s 3195 2094 infeasible 104 - 520.18865 - 31.3 30s 4221 2966 521.56900 34 140 - 520.68458 - 30.5 35s 5141 3724 577.72879 71 111 - 521.06302 - 30.9 40s 6233 4634 630.49634 83 71 - 521.26612 - 30.3 45s 7218 5446 576.16310 88 98 - 521.51161 - 30.1 50s 8301 6313 572.83618 70 89 - 521.73956 - 29.6 55s 9334 7190 613.81795 81 67 - 521.95451 - 29.2 60s 10267 7946 626.53508 91 91 - 522.00436 - 29.1 65s 11312 8842 665.36919 115 82 - 522.06230 - 28.8 70s 12369 9717 697.78589 107 67 - 522.25600 - 28.6 75s 13444 10571 542.68295 58 110 - 522.37170 - 28.5 80s 14496 11456 681.79358 111 75 - 522.45056 - 28.4 85s 15520 12271 630.92696 73 91 - 522.57900 - 28.4 90s 16573 13161 708.72242 136 59 - 522.62472 - 28.4 95s 17513 13863 688.19218 120 71 - 522.80435 - 28.6 100s 18592 14760 660.33830 86 84 - 522.89337 - 28.4 105s 19528 15481 651.07340 81 98 - 523.00502 - 28.5 110s 20420 16190 681.37624 100 94 - 523.03646 - 28.6 115s 21394 16910 697.24247 85 112 - 523.13660 - 28.7 120s 22351 17632 621.26688 71 104 - 523.19824 - 28.8 125s 23344 18398 778.71277 121 85 - 523.33316 - 28.8 130s 24376 19194 692.14608 93 89 - 523.37571 - 28.8 135s 25383 19893 infeasible 103 - 523.40095 - 28.9 140s 26274 20578 677.71723 117 93 - 523.45495 - 29.2 145s 27234 21284 685.78173 95 102 - 523.55100 - 29.3 150s 28254 22037 574.27438 54 141 - 523.65128 - 29.3 155s 29235 22749 689.80633 116 80 - 523.69428 - 29.4 160s 30204 23511 732.20189 100 98 - 523.79150 - 29.4 165s 30977 24093 631.08597 89 115 - 523.81047 - 29.6 170s 31949 24846 619.33898 74 61 - 523.88617 - 29.6 175s 32964 25632 732.70877 103 97 - 523.99599 - 29.5 180s 33930 26324 566.86714 52 129 - 524.06739 - 29.6 185s 34588 26811 650.01391 73 81 - 524.12031 - 29.7 190s 35538 27543 607.42807 58 113 - 524.19855 - 29.7 195s 36514 28274 574.73384 57 147 - 524.22609 - 29.8 200s 37491 29010 634.23875 77 101 - 524.25114 - 29.8 205s 38465 29779 668.45408 93 101 - 524.30421 - 29.8 210s 39434 30591 660.21977 86 101 - 524.31739 - 29.9 215s 40463 31350 549.03636 49 110 - 524.35578 - 29.9 220s 40804 31580 593.45964 56 87 - 524.38188 - 29.9 233s 41016 31757 611.97499 83 108 - 524.38259 - 29.9 235s 42106 32585 822.03965 146 85 - 524.42299 - 29.8 240s 43098 33388 595.90646 84 120 - 524.45780 - 29.8 245s 44057 34134 639.57660 68 110 - 524.48855 - 29.8 250s 44991 34843 678.59543 86 95 - 524.51805 - 29.8 255s 45970 35599 552.36537 46 115 - 524.55766 - 29.9 260s 46879 36283 618.86200 66 160 - 524.59249 - 29.9 265s 47798 37009 737.39894 130 83 - 524.63452 - 30.0 270s 48753 37727 562.06236 45 156 - 524.69081 - 30.1 275s 49727 38438 756.92453 110 81 - 524.73333 - 30.1 280s 50790 39221 714.33387 100 98 - 524.76729 - 30.2 285s 51771 39892 infeasible 93 - 524.78556 - 30.2 290s 52909 40679 581.62088 62 129 - 524.85868 - 30.2 295s 53959 41447 580.45220 69 123 - 524.88601 - 30.2 300s 55025 42219 700.58537 96 92 - 524.91532 - 30.3 305s 56143 43044 infeasible 134 - 524.97001 - 30.4 310s 57214 43825 infeasible 59 - 525.02198 - 30.4 315s 58248 44534 585.73104 47 146 - 525.04096 - 30.5 320s 59394 45378 infeasible 111 - 525.08583 - 30.6 325s 60615 46257 530.83750 45 138 - 525.13179 - 30.6 330s 61635 46983 618.11342 70 89 - 525.18438 - 30.5 335s 62725 47745 infeasible 139 - 525.21812 - 30.6 340s 63772 48479 infeasible 84 - 525.26078 - 30.7 345s 64903 49327 588.24721 75 133 - 525.34795 - 30.7 350s 65987 50044 696.51832 129 63 - 525.40492 - 30.7 355s 67079 50845 infeasible 168 - 525.42597 - 30.8 360s 68226 51650 563.80294 55 156 - 525.44803 - 30.8 365s 69450 52525 665.76295 89 118 - 525.48432 - 30.8 370s 70660 53343 596.92176 73 77 - 525.52917 - 30.8 375s 71616 54068 553.73985 49 146 - 525.55068 - 30.8 380s 72796 54931 infeasible 94 - 525.57886 - 30.8 385s 74029 55813 595.20067 53 81 - 525.61722 - 30.8 390s 75205 56689 609.64860 51 109 - 525.66352 - 30.8 395s 76291 57485 703.61929 92 107 - 525.69235 - 30.8 400s 77502 58342 770.31552 103 131 - 525.71567 - 30.8 405s 78770 59229 720.39580 113 89 - 525.74273 - 30.8 410s 79851 59990 529.59115 44 90 - 525.76302 - 30.9 415s 80942 60814 683.16587 93 91 - 525.78127 - 31.0 420s 81967 61589 infeasible 159 - 525.80292 - 30.9 425s 83183 62453 583.00482 62 133 - 525.85111 - 30.9 430s 84436 63439 583.60436 63 137 - 525.87500 - 30.9 435s 85667 64293 582.45478 64 117 - 525.90957 - 30.8 440s 86827 65127 620.93222 57 132 - 525.94698 - 30.8 445s 88064 65999 783.83001 144 75 - 525.98785 - 30.8 450s 89279 66888 806.28239 132 116 - 526.00168 - 30.8 455s 90501 67785 644.05143 89 94 - 526.04696 - 30.8 460s 91611 68591 644.80713 95 102 - 526.07421 - 30.8 465s 92655 69315 554.09225 60 118 - 526.10871 - 30.8 470s 93843 70139 657.62597 85 115 - 526.13598 - 30.8 475s 95003 71052 758.06346 132 126 - 526.16213 - 30.8 480s 96251 71926 602.28640 73 109 - 526.17919 - 30.8 485s 97548 72843 735.59755 109 95 - 526.20974 - 30.8 490s 98839 73733 769.61697 108 89 - 526.24195 - 30.7 495s 100078 74631 585.88262 66 130 - 526.27347 - 30.7 500s 101270 75485 661.82912 117 61 - 526.30503 - 30.7 505s 102293 76190 691.79778 97 98 - 526.33271 - 30.7 510s 103499 77091 660.56310 102 91 - 526.37203 - 30.8 515s 104688 77898 651.29730 121 111 - 526.39574 - 30.8 520s 105927 78752 676.78656 103 94 - 526.43667 - 30.8 525s 107142 79639 718.88364 118 72 - 526.46221 - 30.7 530s 108440 80515 693.79679 111 54 - 526.48337 - 30.7 535s 109670 81429 588.61945 74 112 - 526.50000 - 30.7 540s 110865 82218 628.06243 85 107 - 526.51222 - 30.7 545s 112177 83109 550.69244 50 137 - 526.56338 - 30.7 550s 113320 83919 535.98354 47 128 - 526.60714 - 30.7 555s 114609 84772 573.83601 46 116 - 526.63529 - 30.6 560s 115802 85584 696.51008 97 76 - 526.65678 - 30.6 565s 117145 86481 687.49320 105 87 - 526.68916 - 30.6 570s 118370 87324 742.02723 121 98 - 526.71007 - 30.6 575s 119640 88279 626.31129 81 120 - 526.72187 - 30.6 580s 120820 89095 607.28166 71 98 - 526.75641 - 30.6 585s 122075 89975 707.13824 103 106 - 526.79725 - 30.6 590s 123142 90688 733.02795 123 86 - 526.82839 - 30.6 595s 124398 91568 536.35312 49 155 - 526.86364 - 30.6 600s 125578 92455 infeasible 109 - 526.87808 - 30.5 605s 126859 93363 572.15517 67 122 - 526.90907 - 30.5 610s 128260 94380 645.25783 92 118 - 526.94048 - 30.5 615s 129473 95231 565.55532 55 125 - 526.96587 - 30.5 620s 130722 96156 620.98840 84 105 - 526.98106 - 30.5 625s 132000 97062 606.01904 109 102 - 527.01409 - 30.4 630s 133188 97905 infeasible 45 - 527.04261 - 30.4 635s 134514 98853 595.54746 52 151 - 527.06411 - 30.4 640s 135825 99836 528.27378 48 103 - 527.09811 - 30.3 645s 137127 100800 559.67936 53 137 - 527.11190 - 30.3 650s 138404 101675 553.89078 53 132 - 527.14603 - 30.3 655s 139595 102516 737.00091 108 88 - 527.16733 - 30.3 660s 140767 103361 712.25637 106 117 - 527.19989 - 30.3 665s 142106 104327 538.94412 45 156 - 527.22320 - 30.3 670s 143228 105098 578.82162 67 124 - 527.23876 - 30.3 675s 144559 106071 744.07452 133 71 - 527.27361 - 30.2 680s 145824 106944 765.06052 106 113 - 527.29911 - 30.2 685s 146933 107739 infeasible 61 - 527.31852 - 30.3 690s 148127 108573 635.78184 87 97 - 527.34220 - 30.3 695s 149482 109583 603.04252 81 90 - 527.36635 - 30.2 700s 150799 110575 686.32870 98 102 - 527.37700 - 30.2 705s 152097 111431 632.16407 66 133 - 527.39659 - 30.2 710s 153234 112245 756.72540 131 109 - 527.41363 - 30.2 715s 154419 113050 573.89063 58 152 - 527.43111 - 30.2 720s 155754 114020 698.49576 88 89 - 527.44872 - 30.2 725s 157035 114939 infeasible 113 - 527.47661 - 30.2 730s 158367 115899 685.50012 109 79 - 527.50257 - 30.2 735s 159704 116851 531.80861 49 129 - 527.52619 - 30.1 740s 160934 117709 infeasible 59 - 527.55624 - 30.1 745s 162344 118644 723.89712 163 59 - 527.57211 - 30.1 750s 163422 119412 538.92736 49 128 - 527.58904 - 30.1 755s 164732 120359 794.83449 121 108 - 527.62627 - 30.1 760s 166046 121308 604.87634 49 122 - 527.66198 - 30.1 765s 167314 122193 644.41303 94 103 - 527.70952 - 30.1 770s 168593 123067 551.79913 49 92 - 527.74279 - 30.1 775s 169884 124015 582.87402 62 134 - 527.76191 - 30.0 780s 171182 125023 infeasible 115 - 527.77974 - 30.0 785s 172434 125939 734.27325 141 116 - 527.80134 - 30.0 790s 173506 126690 590.47874 52 87 - 527.81807 - 30.0 795s 174725 127525 571.24122 71 102 - 527.83863 - 30.0 800s 175956 128350 579.70468 63 79 - 527.85586 - 30.0 805s 177234 129273 558.58439 53 162 - 527.88345 - 30.0 810s 178393 130087 581.82103 81 82 - 527.89684 - 30.0 815s 179644 130985 575.06818 100 101 - 527.92077 - 30.0 820s 180903 131822 542.51248 51 142 - 527.94381 - 30.0 825s 182173 132759 585.94177 74 81 - 527.97908 - 30.0 830s 183441 133672 697.94281 86 107 - 528.00000 - 30.0 835s 184578 134487 664.08837 67 118 - 528.01078 - 30.0 840s 185896 135425 676.64466 95 126 - 528.03924 - 30.0 845s 187168 136325 573.52110 61 71 - 528.05117 - 30.0 850s 188467 137274 666.75304 109 100 - 528.08987 - 30.0 855s 189735 138190 751.76935 121 102 - 528.10396 - 30.0 860s 190993 139099 713.12242 144 70 - 528.11896 - 30.0 865s 192347 140026 infeasible 61 - 528.14016 - 29.9 870s 193604 140933 615.63128 90 100 - 528.17732 - 29.9 875s 194820 141832 690.72180 107 74 - 528.19889 - 29.9 880s 196032 142699 infeasible 122 - 528.22261 - 29.9 885s 197330 143583 763.84818 120 109 - 528.24615 - 29.9 890s 198531 144466 815.01965 149 89 - 528.26616 - 29.9 895s 199690 145274 786.46499 88 115 - 528.28630 - 29.9 900s 200920 146137 infeasible 74 - 528.32412 - 29.9 905s 202203 147067 707.92064 116 104 - 528.35020 - 29.9 910s 203533 148022 582.93723 66 93 - 528.37114 - 29.9 915s 204647 148830 649.01175 95 84 - 528.39067 - 29.9 920s 206028 149795 694.81192 96 94 - 528.40909 - 29.9 925s 207241 150685 infeasible 114 - 528.41987 - 29.9 930s 208603 151658 637.93910 50 97 - 528.44469 - 29.8 935s 210003 152682 infeasible 105 - 528.45470 - 29.8 940s 211372 153717 infeasible 53 - 528.47654 - 29.8 945s 212743 154638 561.66092 65 66 - 528.50970 - 29.8 950s 214069 155570 666.76874 109 95 - 528.52933 - 29.8 955s 215221 156320 564.00702 55 144 - 528.54110 - 29.8 960s 216489 157272 671.57916 111 123 - 528.55561 - 29.8 965s 217920 158302 568.96988 63 127 - 528.56931 - 29.7 970s 219228 159184 564.88481 52 129 - 528.59081 - 29.7 975s 220596 160231 723.21782 103 105 - 528.60183 - 29.7 980s 222014 161292 806.78604 136 90 - 528.61254 - 29.7 985s 223233 162194 599.25099 53 141 - 528.63989 - 29.7 990s 224470 163061 626.37129 94 127 - 528.65000 - 29.7 995s 225683 163946 689.32580 117 98 - 528.66000 - 29.7 1000s 226970 164848 723.68685 142 77 - 528.66898 - 29.6 1005s 228212 165676 587.43096 60 139 - 528.68267 - 29.7 1010s 229506 166609 640.02356 89 152 - 528.69938 - 29.6 1015s 230621 167406 626.68483 89 117 - 528.71730 - 29.7 1020s 231929 168272 608.25687 55 140 - 528.73188 - 29.7 1025s 233298 169334 573.80180 62 126 - 528.76194 - 29.6 1030s 234608 170282 532.34198 47 132 - 528.79138 - 29.6 1035s 235807 171191 587.11792 75 61 - 528.81298 - 29.6 1040s 237203 172140 infeasible 88 - 528.82932 - 29.6 1045s 238553 173055 infeasible 72 - 528.85279 - 29.6 1050s 239935 174088 629.29943 58 100 - 528.87450 - 29.6 1055s 241274 175047 608.23705 76 98 - 528.89245 - 29.6 1060s 242653 176104 742.93519 102 72 - 528.90141 - 29.5 1065s 244068 177209 749.42136 161 62 - 528.91181 - 29.5 1070s 245123 177981 604.38459 58 101 - 528.92132 - 29.5 1075s 246464 179003 687.57227 100 108 - 528.94558 - 29.5 1080s 247834 179946 664.60609 95 55 - 528.95416 - 29.5 1085s 249235 180926 681.92202 114 65 - 528.97147 - 29.5 1090s 250594 181945 657.44081 63 78 - 528.99069 - 29.4 1095s 251940 182896 793.12750 136 113 - 529.01021 - 29.4 1100s 253195 183786 542.55089 49 95 - 529.02602 - 29.4 1105s 254382 184639 630.66428 72 121 - 529.04691 - 29.5 1110s 255522 185508 infeasible 80 - 529.06578 - 29.4 1115s 256815 186410 infeasible 119 - 529.08015 - 29.4 1120s 258072 187345 679.32929 89 125 - 529.08765 - 29.4 1125s 259318 188252 574.65575 74 102 - 529.09735 - 29.4 1130s 260542 189071 635.42573 84 75 - 529.11869 - 29.4 1135s 261851 189963 697.32102 112 112 - 529.13209 - 29.4 1140s 263089 190861 661.13011 132 63 - 529.14051 - 29.4 1145s 264436 191796 632.69773 98 81 - 529.15968 - 29.4 1150s 265631 192609 565.33203 57 132 - 529.17013 - 29.4 1155s 267041 193647 575.16686 72 86 - 529.18338 - 29.4 1160s 268351 194615 575.41050 65 132 - 529.19740 - 29.4 1165s 269757 195571 669.57139 62 88 - 529.20226 - 29.4 1170s 271104 196541 535.79240 47 154 - 529.23303 - 29.4 1175s 272270 197376 619.31090 60 133 - 529.24571 - 29.4 1180s 273576 198369 714.94782 133 108 - 529.25970 - 29.4 1185s 274845 199277 560.46838 56 158 - 529.27350 - 29.4 1190s 275978 200105 infeasible 65 - 529.29032 - 29.4 1195s 277246 200968 666.76252 103 130 - 529.30409 - 29.4 1200s 278589 201920 723.36263 139 90 - 529.31811 - 29.4 1205s 279881 202886 592.91966 60 122 - 529.33333 - 29.4 1210s 281213 203834 infeasible 127 - 529.34384 - 29.3 1215s 282429 204727 540.86684 44 127 - 529.35331 - 29.3 1220s 283769 205730 590.96896 94 110 - 529.36769 - 29.3 1225s 285139 206726 infeasible 117 - 529.37857 - 29.3 1230s 286292 207569 540.90640 44 103 - 529.39643 - 29.3 1235s 287641 208541 infeasible 96 - 529.41540 - 29.3 1240s 288988 209511 664.37219 113 73 - 529.43721 - 29.3 1245s 290323 210526 678.16878 68 119 - 529.45296 - 29.3 1250s 291776 211613 infeasible 122 - 529.46605 - 29.3 1255s 293152 212609 694.71434 108 62 - 529.47891 - 29.2 1260s 294335 213457 603.92068 80 136 - 529.49323 - 29.3 1265s 295688 214480 infeasible 121 - 529.50127 - 29.2 1270s 296850 215297 729.49034 110 86 - 529.52108 - 29.2 1275s 298178 216284 683.03604 127 82 - 529.53186 - 29.2 1280s 299615 217263 537.36600 47 151 - 529.54694 - 29.2 1285s 300925 218131 620.14482 84 140 - 529.56154 - 29.2 1290s 302251 219155 721.01851 147 116 - 529.57521 - 29.2 1295s 303552 220121 766.39074 130 94 - 529.58653 - 29.2 1300s 304856 221073 666.62454 115 107 - 529.60135 - 29.2 1305s 306155 222048 533.78599 46 132 - 529.61356 - 29.2 1310s 307338 222869 689.33096 123 83 - 529.62857 - 29.2 1315s 308607 223753 infeasible 78 - 529.63667 - 29.2 1320s 310012 224776 660.36840 106 57 - 529.64762 - 29.2 1325s 311352 225735 581.65498 65 143 - 529.66546 - 29.2 1330s 312811 226822 570.01702 67 127 - 529.67732 - 29.1 1335s 314202 227875 690.95616 124 61 - 529.69124 - 29.1 1340s 315596 228899 infeasible 88 - 529.70124 - 29.1 1345s 316761 229766 578.35533 60 99 - 529.72100 - 29.1 1350s 318138 230837 infeasible 129 - 529.72989 - 29.1 1355s 319527 231919 701.69510 112 126 - 529.73935 - 29.1 1360s 320696 232762 533.38603 51 91 - 529.75342 - 29.1 1365s 322032 233801 621.12489 83 109 - 529.77377 - 29.1 1370s 323451 234855 infeasible 159 - 529.79276 - 29.1 1375s 324912 235922 565.32530 70 153 - 529.80494 - 29.0 1380s 326340 237001 625.66445 65 94 - 529.81380 - 29.0 1385s 327485 237852 580.50556 59 102 - 529.82500 - 29.0 1390s 328893 238939 558.65482 52 158 - 529.83531 - 29.0 1395s 330302 240033 635.59013 137 68 - 529.84832 - 29.0 1400s 331694 241030 567.54530 49 91 - 529.85911 - 29.0 1405s 333098 242110 583.27043 86 130 - 529.86667 - 29.0 1410s 334501 243093 605.36852 99 96 - 529.87988 - 28.9 1415s 335970 244078 700.98127 97 113 - 529.88965 - 28.9 1420s 337164 244895 infeasible 84 - 529.90077 - 28.9 1425s 338433 245821 622.90945 73 99 - 529.90893 - 28.9 1430s 339777 246782 664.30433 86 77 - 529.91630 - 28.9 1435s 341171 247778 718.77322 127 84 - 529.92588 - 28.9 1440s 342579 248795 559.14518 60 118 - 529.94058 - 28.9 1445s 343998 249907 639.15282 79 100 - 529.94542 - 28.9 1450s 345346 250853 588.09993 73 113 - 529.95308 - 28.9 1455s 346795 251842 586.11915 70 90 - 529.96128 - 28.8 1460s 348007 252740 709.76130 157 59 - 529.96689 - 28.8 1465s 349398 253779 765.78747 160 58 - 529.97382 - 28.8 1470s 350867 254828 infeasible 122 - 529.98472 - 28.8 1475s 352297 255929 588.79570 81 69 - 529.99624 - 28.8 1480s 353690 256938 698.34308 148 47 - 530.00384 - 28.8 1485s 355113 258039 635.49537 137 39 - 530.01324 - 28.8 1490s 356340 259008 675.22219 97 59 - 530.02268 - 28.8 1495s 357461 259844 infeasible 98 - 530.03758 - 28.8 1500s 358884 260910 836.24826 175 58 - 530.04515 - 28.7 1505s 360236 261896 747.08793 139 113 - 530.06062 - 28.7 1510s 361643 263001 569.53019 54 110 - 530.07040 - 28.7 1515s 362988 264021 643.65425 83 62 - 530.08484 - 28.7 1520s 364526 265158 537.79778 44 164 - 530.09359 - 28.7 1525s 365631 265957 691.94446 92 90 - 530.10256 - 28.7 1530s 366503 266609 660.62355 87 136 - 530.10882 - 28.7 1535s 367399 267293 624.45853 88 122 - 530.11611 - 28.7 1540s 368247 267937 infeasible 163 - 530.11823 - 28.7 1545s 369190 268654 629.74473 105 97 - 530.12333 - 28.7 1550s 370107 269295 530.67536 46 149 - 530.12864 - 28.7 1555s 370985 269892 558.18207 50 122 - 530.13908 - 28.7 1560s 371687 270331 infeasible 112 - 530.14341 - 28.7 1565s 372635 271055 685.74482 136 104 - 530.14949 - 28.7 1570s 373530 271746 infeasible 121 - 530.15811 - 28.7 1575s 374393 272300 568.30939 61 96 - 530.16774 - 28.7 1580s 375297 273015 669.70564 118 95 - 530.17737 - 28.7 1585s 376154 273613 534.22696 44 165 - 530.18468 - 28.6 1590s 377115 274290 603.63063 90 111 - 530.19396 - 28.6 1595s 378003 274928 752.64428 136 62 - 530.20000 - 28.6 1600s 378976 275685 699.30255 127 78 - 530.20879 - 28.6 1605s 379857 276249 611.49432 84 134 - 530.21954 - 28.6 1610s 380664 276883 infeasible 141 - 530.22479 - 28.6 1615s 381584 277519 609.58634 101 106 - 530.23318 - 28.6 1620s 382404 278109 546.98041 50 66 - 530.23501 - 28.6 1625s 383304 278787 771.69695 140 99 - 530.23997 - 28.6 1630s 384258 279498 672.06575 113 100 - 530.24747 - 28.6 1635s 385181 280181 681.71872 110 95 - 530.25216 - 28.6 1640s 386074 280820 infeasible 96 - 530.25883 - 28.6 1645s 386984 281522 infeasible 113 - 530.26166 - 28.6 1650s 387864 282218 635.52139 89 103 - 530.26724 - 28.6 1655s 388691 282838 723.66147 160 63 - 530.27225 - 28.6 1660s 389633 283487 576.89259 61 119 - 530.27618 - 28.6 1665s 390499 284211 675.30979 122 81 - 530.27944 - 28.6 1670s 391254 284671 infeasible 102 - 530.29475 - 28.6 1675s 392169 285367 548.71081 47 158 - 530.29894 - 28.6 1680s 393056 286033 infeasible 116 - 530.30474 - 28.6 1685s 393930 286657 618.84319 80 69 - 530.31239 - 28.6 1690s 394866 287361 627.73257 87 64 - 530.31904 - 28.5 1695s 395780 288024 631.33761 85 121 - 530.32416 - 28.5 1700s 396617 288623 590.62643 74 72 - 530.33072 - 28.5 1705s 397558 289361 infeasible 238 - 530.33497 - 28.5 1710s 398338 289928 634.09990 97 105 - 530.34262 - 28.5 1715s 399115 290479 660.24143 106 114 - 530.34834 - 28.5 1720s 399980 291085 676.05992 109 98 - 530.35706 - 28.5 1725s 400945 291742 626.69537 115 60 - 530.36344 - 28.5 1730s 401828 292377 603.95825 59 132 - 530.37084 - 28.5 1735s 402788 293100 576.36680 46 125 - 530.37318 - 28.5 1740s 403694 293786 778.47100 131 70 - 530.38437 - 28.5 1745s 404634 294516 infeasible 104 - 530.38673 - 28.5 1750s 405449 295075 657.32248 85 101 - 530.39124 - 28.5 1755s 406350 295737 infeasible 48 - 530.39653 - 28.5 1760s 407270 296457 595.21781 57 121 - 530.40205 - 28.5 1765s 408049 297014 664.51945 108 85 - 530.40868 - 28.5 1770s 408835 297541 586.19541 76 87 - 530.41452 - 28.5 1775s 409745 298195 657.69631 78 122 - 530.41667 - 28.5 1780s 410692 298900 618.95927 82 100 - 530.42341 - 28.5 1785s 411655 299589 708.19906 133 105 - 530.43379 - 28.5 1790s 412571 300282 599.28657 73 132 - 530.43752 - 28.5 1795s 413574 301018 616.67537 96 92 - 530.44812 - 28.4 1800s 414538 301788 infeasible 165 - 530.45274 - 28.4 1805s 415479 302454 572.10970 67 115 - 530.45785 - 28.4 1810s 416338 303130 530.57045 47 121 - 530.46667 - 28.4 1815s 417151 303720 infeasible 94 - 530.47280 - 28.4 1820s 418015 304437 667.90124 126 33 - 530.48235 - 28.4 1825s 418772 304978 699.74136 179 61 - 530.48371 - 28.4 1830s 419583 305598 697.48064 154 44 - 530.49155 - 28.4 1835s 420398 306142 537.05482 49 145 - 530.49904 - 28.4 1840s 421266 306805 708.74972 111 95 - 530.50016 - 28.4 1845s 422126 307438 583.68538 47 140 - 530.50282 - 28.4 1850s 422974 308061 665.86117 96 149 - 530.50824 - 28.4 1855s 423927 308807 715.34392 171 42 - 530.51458 - 28.4 1860s 424690 309338 632.14858 78 121 - 530.51842 - 28.4 1865s 425564 310009 556.92909 67 85 - 530.52260 - 28.4 1870s 426491 310695 697.96987 104 140 - 530.52799 - 28.4 1875s 427341 311273 566.00041 48 111 - 530.53632 - 28.4 1880s 428237 311966 531.07770 40 113 - 530.54149 - 28.4 1885s 428997 312548 662.81476 99 114 - 530.54704 - 28.4 1890s 429712 313074 718.85134 130 102 - 530.55077 - 28.4 1895s 430649 313782 569.78604 72 75 - 530.55331 - 28.4 1900s 431571 314490 626.67296 85 77 - 530.55997 - 28.4 1905s 432447 315139 773.30346 130 58 - 530.56585 - 28.4 1910s 433284 315690 608.35782 66 121 - 530.57470 - 28.4 1915s 434185 316322 infeasible 119 - 530.57833 - 28.4 1920s 435126 317082 687.21749 113 103 - 530.58104 - 28.4 1925s 436074 317847 701.51980 114 74 - 530.58477 - 28.4 1930s 436859 318458 783.05458 171 60 - 530.58918 - 28.4 1935s 437724 319120 656.10097 111 96 - 530.59805 - 28.4 1940s 438602 319773 735.07240 117 87 - 530.60202 - 28.4 1945s 439434 320369 669.44215 106 95 - 530.60464 - 28.3 1950s 440222 320957 672.19959 77 132 - 530.61012 - 28.3 1955s 441211 321718 666.85390 111 113 - 530.61758 - 28.3 1960s 442126 322421 751.39019 150 69 - 530.62344 - 28.3 1965s 443060 323179 730.27118 136 104 - 530.63048 - 28.3 1970s 443942 323771 infeasible 61 - 530.63718 - 28.3 1975s 444843 324463 688.64637 121 75 - 530.64224 - 28.3 1980s 445711 325117 666.46430 107 77 - 530.64461 - 28.3 1985s 446630 325846 626.10915 124 60 - 530.65150 - 28.3 1990s 447537 326545 607.10843 73 129 - 530.65842 - 28.3 1995s 448328 327117 586.79181 72 93 - 530.66316 - 28.3 2000s 449200 327753 infeasible 115 - 530.66691 - 28.3 2005s 450112 328384 infeasible 60 - 530.67125 - 28.3 2010s 450960 329006 616.64621 66 160 - 530.68261 - 28.3 2015s 451904 329675 infeasible 172 - 530.68719 - 28.3 2020s 452799 330292 infeasible 132 - 530.68915 - 28.3 2025s 453811 331030 610.58628 69 88 - 530.69964 - 28.3 2030s 454687 331693 666.02269 92 76 - 530.70448 - 28.3 2035s 455506 332299 724.80585 129 87 - 530.70577 - 28.3 2040s 456466 333025 756.73013 164 71 - 530.71489 - 28.3 2045s 457487 333761 691.38042 118 86 - 530.71980 - 28.3 2050s 458375 334393 644.84870 86 95 - 530.72794 - 28.3 2055s 459310 334988 537.10564 48 150 - 530.73401 - 28.2 2060s 460136 335610 infeasible 152 - 530.74400 - 28.2 2065s 460967 336155 749.10418 109 119 - 530.74923 - 28.2 2070s 461928 336841 infeasible 67 - 530.75924 - 28.2 2075s 462767 337446 infeasible 93 - 530.76164 - 28.2 2080s 463632 338093 633.25113 75 84 - 530.76619 - 28.2 2085s 464630 338841 657.46434 102 78 - 530.77285 - 28.2 2090s 465605 339569 627.72967 73 79 - 530.77771 - 28.2 2095s 466531 340211 538.07718 54 89 - 530.78070 - 28.2 2100s 467540 340955 579.31961 54 88 - 530.78637 - 28.2 2105s 468503 341711 706.24471 113 56 - 530.79369 - 28.2 2110s 469398 342355 537.41597 49 116 - 530.79964 - 28.2 2115s 470289 343043 613.50300 85 110 - 530.80993 - 28.2 2120s 471226 343730 557.41855 54 109 - 530.81455 - 28.2 2125s 472146 344439 737.19177 118 68 - 530.81752 - 28.2 2130s 473128 345175 608.65017 83 130 - 530.82126 - 28.2 2135s 474109 345933 infeasible 165 - 530.82805 - 28.1 2140s 475060 346605 575.93262 68 110 - 530.83418 - 28.1 2145s 475961 347226 584.39351 83 108 - 530.83904 - 28.1 2150s 476928 347959 711.75527 111 63 - 530.84762 - 28.1 2155s 477865 348531 785.43865 179 38 - 530.85424 - 28.1 2160s 478692 349117 794.47721 139 83 - 530.85841 - 28.1 2165s 479592 349793 612.16078 108 90 - 530.86204 - 28.1 2170s 480457 350459 703.32282 116 78 - 530.86734 - 28.1 2175s 481418 351204 660.00394 115 71 - 530.87618 - 28.1 2180s 482345 351941 623.20252 100 100 - 530.87857 - 28.1 2185s 483262 352639 701.25888 124 74 - 530.88512 - 28.1 2190s 484248 353395 786.76609 184 61 - 530.89076 - 28.1 2195s 485131 353994 590.11702 64 73 - 530.89796 - 28.1 2200s 486049 354684 561.40809 57 137 - 530.90515 - 28.1 2205s 486930 355362 618.72990 83 104 - 530.91064 - 28.1 2210s 487814 356022 541.21930 59 153 - 530.91586 - 28.1 2215s 488814 356762 645.29139 78 81 - 530.92354 - 28.1 2220s 489792 357529 577.76064 74 143 - 530.92790 - 28.1 2225s 490560 358058 618.66668 69 75 - 530.93333 - 28.1 2230s 491463 358697 713.06564 107 78 - 530.94118 - 28.1 2235s 492369 359317 567.98578 69 110 - 530.94635 - 28.1 2240s 493360 360121 659.55071 112 97 - 530.95327 - 28.0 2245s 494280 360753 infeasible 123 - 530.96182 - 28.0 2250s 495217 361432 684.94871 130 97 - 530.96705 - 28.0 2255s 496062 362063 664.85239 80 116 - 530.97078 - 28.0 2260s 496986 362766 536.10247 51 137 - 530.97500 - 28.0 2265s 497863 363413 588.41713 56 113 - 530.98051 - 28.0 2270s 498807 364106 infeasible 69 - 530.98954 - 28.0 2275s 499737 364792 infeasible 91 - 530.99326 - 28.0 2280s 500523 365389 538.21872 57 111 - 531.00286 - 28.0 2285s 501442 366083 672.89300 84 74 - 531.00805 - 28.0 2290s 502258 366686 661.76519 119 82 - 531.01561 - 28.0 2295s 503179 367348 656.00087 89 138 - 531.02109 - 28.0 2300s 504101 367996 infeasible 109 - 531.02716 - 28.0 2305s 505035 368653 604.02652 106 77 - 531.03103 - 28.0 2310s 505958 369311 675.93408 115 68 - 531.03967 - 28.0 2315s 506952 370022 697.88264 126 104 - 531.04600 - 28.0 2320s 507883 370710 713.65021 124 77 - 531.05300 - 28.0 2325s 508784 371346 611.48269 78 99 - 531.06011 - 28.0 2330s 509609 371997 695.95436 107 97 - 531.06310 - 28.0 2335s 510422 372580 702.27377 139 76 - 531.06458 - 28.0 2340s 511409 373279 576.72415 48 111 - 531.07100 - 28.0 2345s 512239 373872 681.04201 121 92 - 531.07591 - 28.0 2350s 513070 374480 532.09039 58 154 - 531.08333 - 28.0 2355s 513926 375128 663.42776 116 56 - 531.08703 - 28.0 2360s 514780 375745 661.94166 116 97 - 531.09292 - 28.0 2365s 515666 376362 569.68655 79 87 - 531.09744 - 28.0 2370s 516578 377106 659.02290 120 66 - 531.10087 - 28.0 2375s 517484 377767 infeasible 177 - 531.10760 - 28.0 2380s 518372 378425 569.93345 54 77 - 531.11409 - 28.0 2385s 519331 379193 661.83171 86 95 - 531.11862 - 28.0 2390s 520377 380050 549.95118 52 108 - 531.12215 - 28.0 2395s 521110 380577 773.43374 149 88 - 531.12681 - 28.0 2400s 522007 381298 756.65416 110 65 - 531.12997 - 28.0 2405s 522904 381987 726.32822 129 119 - 531.13480 - 28.0 2410s 523799 382668 604.87577 79 87 - 531.13892 - 27.9 2415s 524856 383411 553.10950 64 143 - 531.14625 - 27.9 2420s 525762 384116 591.77140 78 55 - 531.15337 - 27.9 2425s 526678 384751 infeasible 144 - 531.15669 - 27.9 2430s 527651 385460 610.58541 75 95 - 531.16479 - 27.9 2435s 528553 386168 633.13214 109 103 - 531.16860 - 27.9 2440s 529414 386762 551.04488 59 147 - 531.17453 - 27.9 2445s 530373 387457 611.25997 73 59 - 531.17851 - 27.9 2450s 531238 388151 586.72443 78 137 - 531.18391 - 27.9 2455s 532159 388879 671.02173 132 50 - 531.19424 - 27.9 2460s 533067 389541 615.17289 82 86 - 531.20000 - 27.9 2465s 534036 390290 563.99760 59 160 - 531.20320 - 27.9 2470s 535001 391012 629.71282 97 68 - 531.20806 - 27.9 2475s 535921 391684 740.82848 116 111 - 531.21463 - 27.9 2480s 536920 392432 infeasible 122 - 531.21932 - 27.9 2485s 537864 393087 infeasible 118 - 531.22278 - 27.9 2490s 538657 393713 infeasible 123 - 531.22619 - 27.9 2495s 539506 394423 715.08841 103 95 - 531.23012 - 27.9 2500s 540484 395144 589.08577 93 107 - 531.23388 - 27.9 2505s 541358 395746 649.50045 126 73 - 531.23818 - 27.9 2510s 542296 396481 626.44301 103 86 - 531.24742 - 27.9 2515s 543320 397246 641.95336 95 87 - 531.25386 - 27.8 2520s 544339 398019 578.51249 61 107 - 531.25917 - 27.8 2525s 545237 398696 640.71606 119 97 - 531.26643 - 27.8 2530s 546220 399422 713.39050 116 70 - 531.26959 - 27.8 2535s 547080 400048 659.46553 106 92 - 531.27491 - 27.8 2540s 548045 400776 741.01022 137 78 - 531.28077 - 27.8 2545s 549013 401398 564.92923 50 99 - 531.28447 - 27.8 2550s 549919 402060 552.40914 62 145 - 531.28932 - 27.8 2555s 550869 402812 774.78828 159 68 - 531.29434 - 27.8 2560s 551700 403479 664.72360 102 125 - 531.29878 - 27.8 2565s 552639 404192 infeasible 95 - 531.30436 - 27.8 2570s 553536 404834 549.65992 40 105 - 531.30788 - 27.8 2575s 554598 405685 668.95460 94 92 - 531.31205 - 27.8 2580s 555519 406327 718.74794 105 110 - 531.31779 - 27.8 2585s 556505 407085 635.81258 133 70 - 531.32083 - 27.8 2590s 557323 407689 661.75569 113 97 - 531.32465 - 27.8 2595s 558203 408330 644.96363 90 132 - 531.32896 - 27.8 2600s 559105 409021 618.02454 91 130 - 531.33532 - 27.8 2605s 560127 409791 636.34191 76 113 - 531.34047 - 27.8 2610s 561020 410465 686.65527 80 107 - 531.34625 - 27.8 2615s 561772 411062 infeasible 157 - 531.34970 - 27.8 2620s 562710 411786 628.14036 106 109 - 531.35609 - 27.8 2625s 563625 412456 548.67834 61 124 - 531.35908 - 27.7 2630s 564599 413194 594.91055 73 116 - 531.36541 - 27.7 2635s 565573 413945 601.56491 81 108 - 531.36860 - 27.7 2640s 566404 414517 591.99604 63 110 - 531.37158 - 27.7 2645s 567316 415253 infeasible 125 - 531.37750 - 27.7 2650s 568210 415891 553.67906 48 69 - 531.38236 - 27.7 2655s 569211 416668 646.87186 79 122 - 531.38571 - 27.7 2660s 570165 417384 623.28037 75 95 - 531.39087 - 27.7 2665s 571115 418111 697.15814 129 108 - 531.39372 - 27.7 2670s 571995 418782 647.65353 99 83 - 531.39773 - 27.7 2675s 572829 419421 556.91057 69 114 - 531.40211 - 27.7 2680s 573736 420087 infeasible 72 - 531.40686 - 27.7 2685s 574746 420844 672.56600 129 83 - 531.41206 - 27.7 2690s 575731 421591 infeasible 134 - 531.41952 - 27.7 2695s 576715 422352 infeasible 103 - 531.42401 - 27.7 2700s 577542 423006 657.77239 117 91 - 531.43020 - 27.7 2705s 578542 423677 552.69130 51 108 - 531.43071 - 27.7 2710s 579501 424432 infeasible 57 - 531.43555 - 27.7 2715s 580489 425226 infeasible 185 - 531.44059 - 27.7 2720s 581415 425843 699.34305 89 105 - 531.44522 - 27.7 2725s 582282 426485 647.46062 122 79 - 531.44859 - 27.7 2730s 583139 427119 673.33018 112 74 - 531.45258 - 27.7 2735s 584175 427914 611.66649 124 75 - 531.45887 - 27.7 2740s 585142 428633 infeasible 137 - 531.46361 - 27.6 2745s 586072 429226 631.68935 116 105 - 531.46907 - 27.6 2750s 586959 429879 infeasible 79 - 531.47519 - 27.6 2755s 587961 430639 695.98262 108 92 - 531.48064 - 27.6 2760s 588977 431376 632.13995 108 92 - 531.48999 - 27.6 2765s 589925 432107 609.25912 82 115 - 531.49456 - 27.6 2770s 590856 432802 infeasible 123 - 531.49717 - 27.6 2775s 591894 433591 572.71540 68 108 - 531.50000 - 27.6 2780s 592806 434252 540.34356 57 115 - 531.50998 - 27.6 2785s 593778 434959 infeasible 104 - 531.51352 - 27.6 2790s 594769 435753 534.73345 51 160 - 531.51810 - 27.6 2795s 595717 436454 663.16214 106 101 - 531.52155 - 27.6 2800s 596688 437190 603.52686 84 104 - 531.52701 - 27.6 2805s 597557 437860 647.23691 108 97 - 531.52927 - 27.6 2810s 598506 438586 800.70472 175 68 - 531.53609 - 27.6 2815s 599521 439345 541.71595 56 100 - 531.54264 - 27.6 2820s 600483 440099 572.68352 57 126 - 531.54970 - 27.6 2825s 601365 440688 612.88443 90 108 - 531.55444 - 27.6 2830s 602302 441409 755.97603 179 63 - 531.55783 - 27.6 2835s 603185 442062 710.57203 146 63 - 531.56290 - 27.6 2840s 604090 442662 589.01358 92 110 - 531.56684 - 27.5 2845s 605058 443330 580.44314 81 83 - 531.57506 - 27.5 2850s 606062 444074 657.43283 95 138 - 531.58092 - 27.5 2855s 606931 444714 810.95175 140 93 - 531.58375 - 27.5 2860s 607961 445531 770.12355 135 88 - 531.58778 - 27.5 2865s 608870 446184 626.75186 72 103 - 531.59302 - 27.5 2870s 609820 446929 700.73937 113 44 - 531.59815 - 27.5 2875s 610727 447629 infeasible 143 - 531.60139 - 27.5 2880s 611582 448272 728.33416 113 85 - 531.60432 - 27.5 2885s 612505 448950 669.69372 108 111 - 531.60975 - 27.5 2890s 613267 449461 infeasible 145 - 531.61085 - 27.5 2895s 614311 450258 680.58510 158 33 - 531.61650 - 27.5 2900s 615306 451091 589.13201 74 93 - 531.62033 - 27.5 2905s 616249 451803 570.07214 69 141 - 531.62427 - 27.5 2910s 617239 452538 672.93122 118 107 - 531.62894 - 27.5 2915s 618220 453337 737.40683 154 80 - 531.63143 - 27.5 2920s 619199 454037 566.70659 59 103 - 531.63480 - 27.5 2925s 620121 454703 683.53221 105 79 - 531.63889 - 27.5 2930s 621075 455436 645.13561 92 113 - 531.64415 - 27.5 2935s 622123 456234 infeasible 182 - 531.64642 - 27.5 2940s 622955 456878 infeasible 194 - 531.64859 - 27.5 2945s 623914 457589 684.13674 120 85 - 531.65307 - 27.5 2950s 625023 458403 595.72555 71 113 - 531.65926 - 27.5 2955s 626035 459147 742.33956 150 61 - 531.66243 - 27.4 2960s 626950 459784 544.83573 55 123 - 531.66684 - 27.4 2965s 627883 460466 infeasible 144 - 531.66970 - 27.4 2970s 628926 461235 680.47658 98 90 - 531.67125 - 27.4 2975s 629785 461908 652.23925 111 114 - 531.67360 - 27.4 2980s 630864 462773 601.06102 74 134 - 531.67862 - 27.4 2985s 631810 463460 649.80599 113 97 - 531.68222 - 27.4 2990s 632776 464255 739.22908 173 54 - 531.68529 - 27.4 2995s 633736 464877 556.41473 57 131 - 531.69311 - 27.4 3000s 634696 465608 718.54122 144 71 - 531.69572 - 27.4 3005s 635678 466329 infeasible 198 - 531.69722 - 27.4 3010s 636629 466976 613.92374 83 99 - 531.70102 - 27.4 3015s 637649 467707 infeasible 145 - 531.70436 - 27.4 3020s 638708 468553 561.11079 56 113 - 531.71107 - 27.4 3025s 639601 469203 551.97126 66 108 - 531.71456 - 27.4 3030s 640651 470067 712.85417 172 49 - 531.72020 - 27.4 3035s 641589 470729 620.79218 95 114 - 531.72616 - 27.4 3040s 642491 471361 566.20352 82 75 - 531.72906 - 27.4 3045s 643302 471962 599.88766 86 94 - 531.73231 - 27.4 3050s 644258 472638 695.87649 87 128 - 531.73369 - 27.4 3055s 645166 473321 761.47707 98 120 - 531.74091 - 27.4 3060s 646218 474136 infeasible 94 - 531.74654 - 27.3 3065s 647266 474918 752.02378 150 90 - 531.75000 - 27.3 3070s 648170 475583 603.25880 118 78 - 531.75476 - 27.3 3075s 649201 476407 776.54555 161 48 - 531.75837 - 27.3 3080s 650233 477071 661.40368 89 79 - 531.76102 - 27.3 3085s 651139 477752 577.68388 85 123 - 531.76587 - 27.3 3090s 652143 478537 595.88005 65 141 - 531.77153 - 27.3 3095s 653056 479226 632.26067 105 104 - 531.77668 - 27.3 3100s 653896 479852 645.73024 80 97 - 531.77872 - 27.3 3105s 654864 480504 653.58272 104 115 - 531.78155 - 27.3 3110s 655709 481156 566.62778 58 106 - 531.78683 - 27.3 3115s 656633 481834 793.45868 113 91 - 531.79145 - 27.3 3120s 657518 482460 748.35363 142 85 - 531.79515 - 27.3 3125s 658436 483151 660.81481 116 130 - 531.79914 - 27.3 3130s 659472 483904 539.64380 50 109 - 531.80712 - 27.3 3135s 660394 484580 609.06768 92 107 - 531.81064 - 27.3 3140s 661334 485251 653.45576 117 47 - 531.81470 - 27.3 3145s 662295 486021 609.72791 73 71 - 531.81896 - 27.3 3150s 663202 486679 678.12924 123 116 - 531.82390 - 27.3 3155s 664024 487299 896.45184 251 51 - 531.82641 - 27.3 3160s 664986 487924 707.77801 134 116 - 531.83257 - 27.3 3165s 665955 488676 616.49645 104 114 - 531.83538 - 27.3 3170s 666817 489326 643.14675 93 90 - 531.83819 - 27.3 3175s 667775 490078 714.69244 169 48 - 531.84248 - 27.3 3180s 668705 490778 702.90640 119 90 - 531.84597 - 27.3 3185s 669796 491619 595.93623 80 147 - 531.84824 - 27.2 3190s 670775 492364 577.78080 72 120 - 531.85353 - 27.2 3195s 671725 493073 723.11657 152 96 - 531.85735 - 27.2 3200s 672575 493654 536.84482 46 111 - 531.86009 - 27.2 3205s 673541 494384 627.34170 69 130 - 531.86623 - 27.2 3210s 674464 495069 565.64731 51 103 - 531.87106 - 27.2 3215s 675483 495783 621.85556 92 70 - 531.87514 - 27.2 3220s 676459 496484 583.86893 59 125 - 531.88073 - 27.2 3225s 677408 497191 683.61750 124 107 - 531.88392 - 27.2 3230s 678338 497807 694.05531 118 61 - 531.88648 - 27.2 3235s 679226 498496 689.31439 173 71 - 531.89050 - 27.2 3240s 680165 499151 734.59080 122 98 - 531.89556 - 27.2 3245s 681131 499891 641.84437 108 86 - 531.89805 - 27.2 3250s 682188 500688 infeasible 95 - 531.90301 - 27.2 3255s 683104 501336 659.50582 106 82 - 531.90971 - 27.2 3260s 684001 502001 infeasible 142 - 531.91525 - 27.2 3265s 684945 502755 625.83984 110 113 - 531.91662 - 27.2 3270s 685936 503544 675.71496 103 92 - 531.92015 - 27.2 3275s 686860 504184 760.88655 160 48 - 531.92262 - 27.2 3280s 687724 504803 569.50618 71 85 - 531.92425 - 27.2 3285s 688669 505506 infeasible 178 - 531.92892 - 27.2 3290s 689631 506211 606.97049 67 137 - 531.93333 - 27.2 3295s 690654 507003 infeasible 116 - 531.93489 - 27.2 3300s 691648 507750 739.51754 131 97 - 531.93891 - 27.2 3305s 692614 508383 infeasible 108 - 531.94224 - 27.2 3310s 693647 509095 666.34125 105 112 - 531.94696 - 27.1 3315s 694589 509809 712.79098 137 70 - 531.95272 - 27.1 3320s 695585 510498 622.22640 89 72 - 531.95829 - 27.1 3325s 696599 511259 576.50354 84 111 - 531.96648 - 27.1 3330s 697541 511946 612.58153 86 95 - 531.97015 - 27.1 3335s 698606 512705 infeasible 126 - 531.97536 - 27.1 3340s 699412 513269 686.84049 98 131 - 531.97773 - 27.1 3345s 700377 513983 706.70968 107 97 - 531.98048 - 27.1 3350s 701363 514695 601.95812 60 142 - 531.98341 - 27.1 3355s 702320 515356 650.09746 95 97 - 531.98641 - 27.1 3360s 703403 516160 619.99875 104 78 - 531.98969 - 27.1 3365s 704369 516881 592.51646 67 121 - 531.99407 - 27.1 3370s 705314 517618 684.52408 112 83 - 531.99422 - 27.1 3375s 706327 518389 629.65552 83 104 - 532.00000 - 27.1 3380s 707233 519068 685.06915 125 93 - 532.00233 - 27.1 3385s 708083 519757 577.43538 66 125 - 532.00508 - 27.1 3390s 709150 520456 643.28910 118 114 - 532.00951 - 27.1 3395s 710114 521188 602.67572 109 89 - 532.01605 - 27.1 3400s 711079 521897 625.82152 92 106 - 532.02277 - 27.1 3405s 712073 522580 747.92517 144 63 - 532.02861 - 27.0 3410s 712998 523279 641.86311 100 96 - 532.03416 - 27.0 3415s 713935 523948 550.35056 52 108 - 532.03925 - 27.0 3420s 714879 524676 734.14625 170 91 - 532.04178 - 27.0 3425s 715808 525364 627.14405 100 78 - 532.04646 - 27.0 3430s 716844 526146 773.94093 178 58 - 532.04973 - 27.0 3435s 717955 526995 570.54917 53 129 - 532.05260 - 27.0 3440s 718951 527742 539.41232 49 105 - 532.05546 - 27.0 3445s 719917 528476 536.34749 48 135 - 532.05757 - 27.0 3450s 720904 529239 576.44277 56 123 - 532.05956 - 27.0 3455s 721819 529896 661.46896 105 92 - 532.06202 - 27.0 3460s 722751 530607 639.17124 99 99 - 532.07378 - 27.0 3465s 723691 531292 586.04016 55 105 - 532.07692 - 27.0 3470s 724702 532052 547.12252 43 139 - 532.07986 - 27.0 3475s 725578 532712 605.89969 111 101 - 532.08354 - 27.0 3480s 726548 533480 658.72232 125 61 - 532.08784 - 27.0 3485s 727546 534262 696.38546 152 42 - 532.08904 - 27.0 3490s 728552 534899 567.25365 70 140 - 532.09228 - 27.0 3495s 729495 535654 infeasible 90 - 532.09898 - 27.0 3500s 730438 536368 infeasible 152 - 532.10201 - 27.0 3505s 731410 537106 637.39201 122 73 - 532.10483 - 27.0 3510s 732367 537837 677.89679 141 61 - 532.10617 - 27.0 3515s 733289 538504 702.49537 119 85 - 532.10813 - 27.0 3520s 734271 539256 621.12045 63 104 - 532.11127 - 27.0 3525s 735121 539917 729.27383 116 79 - 532.11652 - 26.9 3530s 735998 540525 812.90470 192 103 - 532.11996 - 26.9 3535s 736989 541290 695.97370 109 93 - 532.12472 - 26.9 3540s 737835 541863 591.15829 69 73 - 532.12687 - 26.9 3545s 738815 542657 605.38549 63 127 - 532.12924 - 26.9 3550s 739800 543472 641.56612 143 57 - 532.13235 - 26.9 3555s 740795 544201 648.59773 97 108 - 532.13678 - 26.9 3560s 741737 544879 618.16611 74 111 - 532.14161 - 26.9 3565s 742765 545701 690.63777 129 92 - 532.14966 - 26.9 3570s 743711 546436 658.48414 85 89 - 532.15281 - 26.9 3575s 744803 547190 555.67153 52 105 - 532.15974 - 26.9 3580s 745756 547924 708.16574 155 79 - 532.16259 - 26.9 3585s 746746 548656 550.10630 55 102 - 532.16461 - 26.9 3590s 747754 549391 629.29887 98 106 - 532.16736 - 26.9 3595s 748779 550143 712.16427 123 77 - 532.16929 - 26.9 3600s Cutting planes: Learned: 3 Gomory: 39 Cover: 216 Implied bound: 220 Clique: 20 MIR: 282 GUB cover: 12 Zero half: 133 Explored 748780 nodes (20133979 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.330000000000e+02, gap -