Gurobi 5.0.1 (linux64) logging started Wed Jan 2 02:26:43 2013 Optimize a model with 10402 rows, 10201 columns and 63038 nonzeros Presolve removed 3750 rows and 4340 columns Presolve time: 0.17s Presolved: 6652 rows, 5861 columns, 36385 nonzeros Variable types: 100 continuous, 5761 integer (5761 binary) Root relaxation: objective 5.919782e+02, 774 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 591.97817 0 209 - 591.97817 - - 0s 0 0 611.96520 0 217 - 611.96520 - - 0s 0 0 613.87676 0 208 - 613.87676 - - 0s 0 0 615.14732 0 224 - 615.14732 - - 1s 0 0 616.47554 0 228 - 616.47554 - - 1s 0 0 617.03106 0 213 - 617.03106 - - 1s 0 0 617.18095 0 230 - 617.18095 - - 1s 0 0 617.61373 0 230 - 617.61373 - - 1s 0 0 617.62851 0 231 - 617.62851 - - 1s 0 0 617.62851 0 213 - 617.62851 - - 2s 0 0 617.62851 0 216 - 617.62851 - - 2s 0 0 617.62851 0 216 - 617.62851 - - 2s 0 0 617.62851 0 216 - 617.62851 - - 3s 0 2 617.69069 0 215 - 617.69069 - - 4s 76 60 686.62086 15 212 - 632.45475 - 31.6 5s 601 513 693.54583 103 216 - 635.27532 - 25.4 11s 604 515 709.47483 130 190 - 635.27532 - 25.3 16s 605 516 702.48521 123 198 - 635.27532 - 25.2 21s 607 517 709.47483 130 160 - 635.27532 - 25.1 27s 608 518 707.23697 116 195 - 635.27532 - 25.1 31s 611 520 674.28438 63 189 - 635.76909 - 25.0 38s 612 520 654.49050 9 225 - 635.98390 - 24.9 40s 615 522 707.73785 127 204 - 636.18921 - 24.8 48s 617 524 673.14016 49 217 - 636.27918 - 24.7 50s 622 527 681.39491 83 233 - 636.70735 - 24.5 56s 625 529 707.23697 116 251 - 636.70969 - 24.4 61s 667 556 708.31446 31 229 - 637.42067 - 39.4 65s 851 655 692.07647 81 129 - 640.45748 - 43.1 70s 1272 857 678.32773 48 170 - 643.25147 - 37.9 75s 1513 931 656.04518 47 144 - 643.75513 - 39.9 80s 1819 1103 662.64554 46 135 - 643.86594 - 39.2 85s 2244 1346 739.86655 114 66 - 643.92607 - 37.7 90s 2637 1687 687.24613 92 78 - 643.92607 - 37.8 95s 3086 2077 645.62653 26 250 - 644.05675 - 37.0 100s 3431 2366 681.88188 55 133 - 644.10070 - 37.1 105s 3888 2763 681.73016 42 185 - 644.40960 - 36.2 110s 4253 3037 668.38971 46 185 - 644.54118 - 36.0 115s 4543 3267 652.27066 30 211 - 644.57308 - 37.1 120s 4839 3487 683.46204 69 147 - 644.60269 - 38.0 125s 5170 3776 680.60953 104 126 - 644.62370 - 38.0 130s 5537 4106 708.97228 107 61 - 644.62932 - 38.0 135s 5857 4351 infeasible 34 - 644.67475 - 38.0 140s 6241 4708 757.19833 294 82 - 644.67557 - 37.4 145s 6584 4969 705.78954 84 138 - 644.69368 - 37.5 150s 7018 5348 668.67194 48 138 - 644.74344 - 37.1 155s 7427 5692 737.62209 143 93 - 644.75278 - 36.9 160s 7706 5888 687.98549 50 160 - 644.83058 - 37.6 165s 8151 6290 infeasible 25 - 644.84659 - 37.3 170s 8497 6580 671.01751 54 108 - 644.88527 - 37.3 175s 8984 6987 778.09917 108 77 - 644.91673 - 36.9 180s 9314 7273 705.86069 86 87 - 644.96404 - 37.0 185s 9636 7550 671.85349 47 160 - 644.99132 - 37.2 190s 10063 7869 755.13195 173 83 - 644.99824 - 36.9 195s 10260 7999 677.82381 50 149 - 645.04830 - 36.8 200s 10671 8339 676.24005 33 231 - 645.12969 - 36.7 205s 10977 8577 674.48040 33 206 - 645.16103 - 36.9 210s 11279 8843 655.98527 25 250 - 645.17721 - 37.2 215s 11650 9171 700.39933 92 135 - 645.20974 - 37.3 220s 11964 9358 681.20785 53 177 - 645.39357 - 37.5 225s 12538 9873 707.70069 93 103 - 645.40849 - 36.8 230s 13000 10285 754.44809 217 90 - 645.46498 - 36.6 235s 13381 10591 infeasible 28 - 645.49133 - 36.7 240s 13734 10837 662.80449 29 211 - 645.58997 - 36.8 245s 14110 11133 671.32406 41 182 - 645.61945 - 36.9 250s 14427 11390 infeasible 32 - 645.68972 - 37.1 255s 14678 11611 719.62721 119 106 - 645.71474 - 37.4 260s 14944 11796 672.78067 30 229 - 645.83455 - 37.7 265s 15195 11976 infeasible 28 - 645.88262 - 37.9 270s 15363 12085 686.67171 62 128 - 645.95344 - 38.4 275s 15800 12448 676.14109 53 149 - 646.05727 - 38.1 280s 16168 12760 665.66332 34 243 - 646.12833 - 38.1 285s 16697 13213 infeasible 297 - 646.13290 - 37.5 290s 17180 13606 687.88685 47 148 - 646.19967 - 37.3 295s 17743 14036 660.88256 36 195 - 646.24726 - 36.8 300s 18180 14406 682.89122 36 202 - 646.30447 - 36.7 305s 18638 14792 678.00002 37 218 - 646.33314 - 36.6 310s 19078 15156 775.07456 132 132 - 646.33735 - 36.5 315s 19581 15589 663.53673 33 198 - 646.36197 - 36.2 320s 19940 15855 648.48293 37 147 - 646.41063 - 36.3 325s 20230 16090 681.33514 63 130 - 646.44998 - 36.5 330s 20525 16353 688.05447 49 184 - 646.45543 - 36.4 335s 20896 16633 680.93778 38 234 - 646.54492 - 36.4 340s 21243 16952 692.49900 133 126 - 646.54492 - 36.6 345s 21616 17259 707.29865 100 108 - 646.61142 - 36.6 350s 22058 17631 infeasible 116 - 646.68204 - 36.5 355s 22379 17896 679.42310 71 183 - 646.69298 - 36.7 360s 22992 18449 813.63415 243 40 - 646.74429 - 36.3 365s 23485 18856 682.69887 46 207 - 646.76310 - 36.2 370s 23824 19127 743.55783 175 88 - 646.80281 - 36.3 375s 24174 19415 651.82524 39 198 - 646.81097 - 36.3 380s 24578 19696 676.41298 37 167 - 646.89305 - 36.3 385s 24848 19840 661.95063 33 261 - 646.95668 - 36.5 390s 25109 19959 676.24833 45 173 - 647.00232 - 36.6 395s 25480 20268 663.10412 32 182 - 647.01776 - 36.6 400s 25800 20504 672.40171 36 175 - 647.05119 - 36.7 405s 26093 20698 647.69623 20 244 - 647.15220 - 36.8 410s 26457 20982 668.85638 33 200 - 647.19104 - 36.8 415s 26853 21317 677.13156 34 160 - 647.20871 - 36.8 420s 27265 21652 682.96154 43 160 - 647.25888 - 36.8 425s 27602 21867 687.06678 58 139 - 647.33416 - 36.9 430s 28045 22224 752.09413 202 107 - 647.38093 - 36.8 435s 28456 22569 737.69079 126 72 - 647.39226 - 36.8 440s 28901 22909 709.80353 51 199 - 647.45564 - 36.6 445s 29311 23269 668.99260 27 248 - 647.49885 - 36.6 450s 29664 23547 667.14353 26 259 - 647.52134 - 36.6 455s 29990 23769 695.61202 25 260 - 647.62627 - 36.7 460s 30457 24147 infeasible 249 - 647.72981 - 36.6 465s 30662 24237 692.39311 65 119 - 647.75885 - 36.6 470s 31173 24652 676.01089 37 156 - 647.77477 - 36.5 475s 31434 24797 663.64754 25 242 - 647.82065 - 36.6 480s 31839 25166 688.96489 39 206 - 647.84027 - 36.6 485s 32097 25277 679.30553 46 228 - 647.89700 - 36.8 490s 32385 25497 773.68592 155 113 - 647.93758 - 36.9 495s 32815 25847 689.04620 73 162 - 647.99683 - 36.9 500s 33298 26247 660.92732 25 246 - 648.00159 - 36.8 505s 33657 26502 698.37336 70 116 - 648.05996 - 36.8 510s 34073 26854 686.92686 41 144 - 648.08349 - 36.8 515s 34513 27169 infeasible 42 - 648.10919 - 36.8 520s 34768 27343 infeasible 28 - 648.15447 - 36.9 525s 35096 27623 692.93723 72 128 - 648.19213 - 36.9 530s 35341 27784 infeasible 33 - 648.22076 - 37.1 535s 35731 28087 656.01494 32 214 - 648.25859 - 37.1 540s 36094 28396 746.40565 178 101 - 648.26399 - 37.0 545s 36578 28793 817.48086 262 80 - 648.28003 - 36.9 550s 37184 29292 824.25223 317 42 - 648.34673 - 36.6 555s 37753 29785 698.32529 69 134 - 648.37418 - 36.5 560s 38177 30115 686.05169 41 207 - 648.41469 - 36.5 565s 38676 30529 679.12875 57 159 - 648.44679 - 36.4 570s 39066 30884 651.27835 25 225 - 648.45902 - 36.4 575s 39386 31085 681.51218 62 122 - 648.54893 - 36.5 580s 39842 31467 699.74737 58 143 - 648.57720 - 36.4 585s 40381 31973 778.06985 292 46 - 648.57926 - 36.3 590s 40804 32336 infeasible 239 - 648.60002 - 36.2 652s 40931 32448 705.71524 99 111 - 648.60367 - 36.3 655s 41436 32927 719.73304 135 82 - 648.63311 - 36.2 660s 41850 33303 714.93303 120 138 - 648.63951 - 36.2 665s 42303 33674 696.95134 65 139 - 648.65084 - 36.2 670s 42869 34124 infeasible 239 - 648.65522 - 36.0 675s 43211 34344 698.11544 63 155 - 648.68415 - 36.0 680s 43622 34696 735.39848 138 68 - 648.69563 - 36.0 685s 44139 35057 infeasible 110 - 648.70969 - 35.9 690s 44626 35433 670.39497 46 174 - 648.71492 - 35.8 695s 45041 35766 675.02513 43 203 - 648.76190 - 35.8 700s 45374 36038 687.16222 47 185 - 648.78716 - 35.8 705s 45862 36484 748.95948 170 81 - 648.82185 - 35.8 710s 46374 36899 661.73874 24 257 - 648.84437 - 35.7 715s 46842 37299 675.10704 32 237 - 648.84713 - 35.6 720s 47363 37740 862.38660 281 58 - 648.87501 - 35.6 725s 47799 38093 747.79686 182 117 - 648.90992 - 35.6 730s 48164 38330 667.45251 29 254 - 649.00456 - 35.6 735s 48727 38806 infeasible 204 - 649.00902 - 35.5 740s 49099 39114 695.73139 27 209 - 649.05700 - 35.5 745s 49567 39339 698.70669 57 160 - 649.06242 - 35.5 750s 49903 39614 696.69444 62 96 - 649.08673 - 35.5 755s 50532 40092 704.89477 51 187 - 649.09690 - 35.4 760s 50935 40423 infeasible 33 - 649.12519 - 35.4 765s 51145 40599 659.96271 30 232 - 649.13295 - 35.4 770s 51483 40870 infeasible 49 - 649.15095 - 35.5 775s 51852 41142 infeasible 33 - 649.18627 - 35.6 780s 52127 41379 692.58887 40 167 - 649.20620 - 35.7 785s 52618 41809 675.38802 41 191 - 649.23467 - 35.6 790s 53128 42279 687.04828 47 133 - 649.23764 - 35.5 795s 53470 42559 718.77993 103 107 - 649.31835 - 35.6 800s 53863 42891 714.52043 73 118 - 649.35703 - 35.5 805s 54290 43288 707.46803 236 97 - 649.37177 - 35.5 810s 54734 43642 686.11658 42 209 - 649.38050 - 35.5 815s 54980 43842 701.51425 121 84 - 649.42460 - 35.6 820s 55426 44139 677.71638 50 191 - 649.46636 - 35.6 825s 55678 44347 702.14656 86 139 - 649.48506 - 35.7 830s 55969 44530 697.49955 34 177 - 649.51680 - 35.8 835s 56381 44841 651.45893 25 211 - 649.56547 - 35.8 840s 56783 45172 683.45746 61 157 - 649.58514 - 35.8 845s 57150 45444 676.44232 39 199 - 649.63381 - 35.8 850s 57430 45685 690.18960 57 128 - 649.64572 - 35.9 855s 57847 46047 682.81582 66 145 - 649.67343 - 35.9 860s 58268 46416 690.89250 78 125 - 649.67828 - 36.0 865s 58598 46631 668.93542 32 248 - 649.71118 - 36.0 870s 58834 46779 671.27483 30 229 - 649.77058 - 36.1 875s 59258 47131 infeasible 175 - 649.77084 - 36.1 880s 59558 47321 705.96326 113 102 - 649.81122 - 36.1 885s 59899 47579 691.72957 30 184 - 649.84523 - 36.2 890s 60474 48049 653.60878 30 229 - 649.85216 - 36.1 895s 60863 48341 684.90151 61 173 - 649.87779 - 36.1 900s 61206 48626 721.63698 128 136 - 649.90018 - 36.1 906s 61584 48916 769.56588 163 88 - 649.91677 - 36.1 910s 62059 49252 817.85170 220 72 - 649.94746 - 36.0 915s 62617 49676 infeasible 30 - 649.96006 - 36.0 920s 62881 49865 infeasible 32 - 650.01269 - 36.0 925s 63361 50268 685.13953 42 213 - 650.04917 - 36.0 930s 63686 50503 751.98737 139 81 - 650.10037 - 36.0 935s 64235 50936 714.86751 70 141 - 650.13195 - 35.9 940s 64702 51317 684.58005 43 157 - 650.17129 - 35.9 945s 65240 51812 691.07321 95 117 - 650.17313 - 35.9 950s 65782 52276 679.25189 47 199 - 650.19105 - 35.8 955s 66078 52503 685.21438 37 219 - 650.21438 - 35.9 960s 66545 52916 675.55318 45 207 - 650.21815 - 35.9 965s 67019 53321 678.78670 42 219 - 650.21829 - 35.9 970s 67208 53450 671.08528 33 241 - 650.22293 - 35.9 975s 67559 53732 669.56161 36 229 - 650.26351 - 36.0 980s 67836 53953 698.50292 36 213 - 650.29372 - 36.0 985s 68121 54119 671.24125 37 218 - 650.36524 - 36.0 990s 68519 54417 674.23621 37 236 - 650.38669 - 36.0 995s 68887 54740 808.06144 202 85 - 650.41469 - 36.0 1000s 69152 54845 686.12820 35 224 - 650.45902 - 36.1 1005s 69520 55172 686.91445 68 139 - 650.47241 - 36.1 1010s 69990 55585 743.02269 114 81 - 650.47320 - 36.1 1015s 70374 55907 753.56114 199 115 - 650.50153 - 36.1 1020s 70893 56387 773.81050 258 90 - 650.50801 - 36.1 1025s 71407 56828 842.84491 345 42 - 650.51022 - 36.0 1031s 71831 57135 672.84437 30 236 - 650.51807 - 35.9 1035s 72112 57308 697.57114 67 125 - 650.54860 - 36.0 1040s 72566 57701 734.34783 171 98 - 650.56013 - 36.0 1045s 72894 57934 706.77744 60 161 - 650.58514 - 36.0 1050s 73241 58206 712.82526 108 125 - 650.63062 - 36.1 1055s 73763 58670 infeasible 38 - 650.64231 - 36.0 1060s 74099 58928 683.81098 62 168 - 650.65293 - 36.0 1065s 74566 59354 745.78210 124 87 - 650.65645 - 36.0 1070s 75175 59887 688.13354 63 72 - 650.67161 - 35.9 1075s 75721 60353 792.73897 188 79 - 650.68106 - 35.9 1080s 76214 60699 656.25750 24 254 - 650.70154 - 35.8 1085s 76654 61081 738.05652 109 108 - 650.70465 - 35.8 1090s 76992 61373 708.50231 145 146 - 650.71355 - 35.8 1095s 77363 61646 717.37071 125 103 - 650.71355 - 35.9 1100s 77766 61970 715.42148 136 106 - 650.72341 - 35.9 1105s 78243 62389 689.69454 34 212 - 650.74145 - 35.9 1110s 78539 62611 674.14553 36 215 - 650.76484 - 35.9 1115s 78983 62997 infeasible 28 - 650.77070 - 35.9 1120s 79446 63374 674.06582 52 142 - 650.77781 - 35.9 1125s 79797 63663 695.58753 86 174 - 650.79490 - 35.9 1130s 80429 64218 674.35784 21 222 - 650.80792 - 35.8 1135s 80757 64471 709.73927 72 154 - 650.81945 - 35.9 1140s 81175 64804 664.43572 35 244 - 650.85825 - 35.9 1145s 81507 65043 710.16974 108 155 - 650.90104 - 35.9 1150s 81705 65200 698.84433 62 184 - 650.90175 - 35.9 1155s 82110 65517 697.81137 74 133 - 650.90832 - 35.9 1160s 82597 65878 696.29455 60 123 - 650.91413 - 35.9 1165s 82958 66144 716.82500 39 207 - 650.94088 - 35.9 1170s 83450 66558 749.26005 255 72 - 650.96221 - 35.9 1175s 84050 67068 835.20309 327 83 - 650.96932 - 35.9 1180s 84489 67381 685.54859 54 91 - 650.99060 - 35.9 1185s 84883 67745 720.45337 148 130 - 650.99580 - 35.9 1190s 85332 68152 732.60193 123 123 - 651.00275 - 35.9 1195s 85588 68376 708.29186 83 150 - 651.00605 - 35.9 1200s 85953 68632 infeasible 62 - 651.00946 - 35.9 1205s 86375 69018 687.52879 63 143 - 651.01201 - 35.9 1210s 86827 69370 infeasible 43 - 651.04462 - 35.9 1215s 87249 69753 702.08189 90 127 - 651.05042 - 35.9 1220s 87662 70042 680.77435 55 180 - 651.05670 - 35.9 1225s 87916 70261 712.69429 102 106 - 651.05790 - 35.9 1230s 88385 70622 681.71943 50 192 - 651.06447 - 35.9 1235s 88856 71064 750.71331 179 91 - 651.07270 - 35.9 1240s 89289 71457 infeasible 232 - 651.07921 - 35.9 1245s 89719 71812 787.59375 220 91 - 651.09189 - 35.9 1250s 90139 72142 infeasible 251 - 651.10106 - 35.9 1255s 90624 72526 infeasible 55 - 651.10983 - 35.8 1260s 90859 72692 686.86392 62 183 - 651.14322 - 35.9 1265s 91314 73123 724.24844 134 134 - 651.14457 - 35.9 1270s 91809 73598 infeasible 255 - 651.14572 - 35.9 1276s 92063 73768 687.76884 51 160 - 651.16153 - 35.9 1280s 92441 74049 713.29316 53 198 - 651.19989 - 35.9 1285s 92821 74312 672.85745 41 246 - 651.22779 - 35.9 1290s 93261 74705 691.35400 132 109 - 651.23645 - 35.9 1295s 93840 75220 795.01806 267 81 - 651.25012 - 35.8 1300s 94244 75496 682.58272 37 215 - 651.26910 - 35.9 1305s 94693 75858 674.90505 41 247 - 651.28017 - 35.8 1310s 95052 76171 681.52848 39 198 - 651.28528 - 35.9 1315s 95361 76429 710.77594 73 134 - 651.29524 - 35.9 1320s 95808 76733 689.78031 72 132 - 651.33092 - 35.9 1325s 96431 77310 736.87331 254 91 - 651.33235 - 35.8 1330s 96982 77740 690.97839 57 196 - 651.33334 - 35.8 1335s 97458 78140 745.80271 109 94 - 651.34010 - 35.7 1340s 97790 78428 705.72229 75 168 - 651.35640 - 35.8 1345s 98265 78887 775.94880 213 115 - 651.36985 - 35.8 1350s 98693 79233 677.08375 44 136 - 651.37159 - 35.8 1355s 99112 79586 780.96872 220 61 - 651.38169 - 35.8 1360s 99509 79873 662.02575 29 220 - 651.40231 - 35.8 1365s 100003 80266 701.20349 53 261 - 651.40781 - 35.8 1370s 100416 80637 734.05631 190 54 - 651.42967 - 35.8 1375s 100880 81034 733.01615 123 147 - 651.43329 - 35.8 1380s 101426 81455 693.35498 37 230 - 651.44147 - 35.7 1385s 101799 81815 888.67256 243 107 - 651.44446 - 35.7 1390s 102169 82106 711.44320 226 101 - 651.45893 - 35.7 1395s 102529 82385 754.79409 148 101 - 651.46922 - 35.7 1400s 102818 82557 670.79261 35 206 - 651.50351 - 35.8 1405s 103137 82815 709.55238 110 150 - 651.51021 - 35.8 1410s 103494 83089 686.65778 47 146 - 651.51564 - 35.8 1415s 104092 83648 708.95429 85 114 - 651.51701 - 35.8 1420s 104659 84195 768.36733 293 72 - 651.51974 - 35.7 1425s 105162 84638 673.75846 40 223 - 651.53742 - 35.7 1430s 105570 84960 687.96544 70 118 - 651.54435 - 35.7 1435s 106091 85398 676.55694 41 235 - 651.55427 - 35.7 1440s 106491 85708 687.36901 47 214 - 651.55910 - 35.7 1445s 106979 86155 824.92022 144 112 - 651.56301 - 35.7 1450s 107310 86452 830.86359 207 108 - 651.56547 - 35.7 1455s 107767 86817 678.88199 41 199 - 651.58260 - 35.7 1460s 108328 87344 754.60742 130 56 - 651.58260 - 35.7 1465s 108872 87761 infeasible 61 - 651.59134 - 35.7 1470s 109439 88253 652.77574 28 236 - 651.59284 - 35.7 1475s 110018 88791 687.32118 43 203 - 651.59424 - 35.6 1480s 110537 89261 731.34725 222 56 - 651.60258 - 35.6 1485s 111012 89655 690.46389 52 126 - 651.60689 - 35.6 1490s 111460 90004 693.21829 32 203 - 651.61865 - 35.6 1495s 111702 90170 737.97899 106 106 - 651.63307 - 35.6 1500s 112095 90447 854.92415 179 86 - 651.64179 - 35.7 1505s 112535 90777 infeasible 35 - 651.65231 - 35.6 1510s 112981 91077 688.41351 74 98 - 651.69820 - 35.6 1515s 113423 91475 695.97927 31 212 - 651.70351 - 35.6 1520s 113815 91797 722.24120 131 110 - 651.71874 - 35.6 1525s 114296 92231 736.30331 205 109 - 651.71922 - 35.6 1530s 114831 92650 698.46730 39 225 - 651.72706 - 35.6 1535s 115244 92984 infeasible 45 - 651.73417 - 35.6 1540s 115794 93429 689.62584 49 191 - 651.75386 - 35.6 1545s 116209 93773 720.81441 43 217 - 651.76540 - 35.6 1550s 116649 94137 708.85491 106 134 - 651.78172 - 35.6 1555s 116982 94384 688.04947 78 128 - 651.80178 - 35.7 1560s 117705 94953 681.14444 57 147 - 651.80949 - 35.6 1565s 118120 95267 721.20918 149 134 - 651.82141 - 35.6 1570s 118536 95622 782.87935 161 106 - 651.83302 - 35.6 1575s 119130 96108 675.90702 43 177 - 651.84624 - 35.6 1580s 119619 96506 686.43087 78 116 - 651.85555 - 35.6 1585s 120030 96820 679.74480 52 78 - 651.87068 - 35.6 1590s 120450 97083 684.64286 56 155 - 651.88673 - 35.6 1595s 120839 97382 742.70119 138 100 - 651.89292 - 35.6 1600s 121185 97611 infeasible 48 - 651.90585 - 35.6 1605s 121634 97921 676.68450 42 181 - 651.92788 - 35.6 1610s 122013 98232 683.98005 54 167 - 651.94037 - 35.6 1615s 122501 98658 686.84089 43 173 - 651.94809 - 35.6 1620s 122776 98893 682.92201 52 204 - 651.95202 - 35.6 1625s 123305 99308 692.18730 39 187 - 651.96443 - 35.6 1630s 123656 99590 698.23074 109 147 - 651.97284 - 35.6 1635s 124185 100055 infeasible 34 - 651.98264 - 35.6 1640s 124598 100412 766.51503 248 91 - 652.00154 - 35.6 1645s 124894 100616 674.76107 49 142 - 652.01726 - 35.7 1650s 125380 101028 716.43781 31 239 - 652.03355 - 35.7 1655s 125712 101294 693.83446 76 131 - 652.04609 - 35.7 1660s 126271 101784 697.27002 50 120 - 652.05822 - 35.7 1665s 126938 102364 715.40488 154 120 - 652.07066 - 35.6 1670s 127454 102811 877.03268 225 61 - 652.07470 - 35.6 1675s 127957 103251 893.70964 252 82 - 652.07604 - 35.6 1680s 128437 103632 678.15703 46 169 - 652.09705 - 35.6 1685s 128864 103966 698.34361 66 171 - 652.09754 - 35.6 1690s 129327 104353 infeasible 50 - 652.11831 - 35.6 1695s 129660 104596 685.73409 62 146 - 652.13195 - 35.6 1700s 130287 105112 692.93337 64 129 - 652.13918 - 35.5 1705s 130777 105532 684.40074 45 134 - 652.15612 - 35.5 1710s 131279 105998 893.04512 318 60 - 652.15700 - 35.5 1715s 131731 106374 734.98197 123 156 - 652.17095 - 35.5 1720s 132127 106703 676.46098 44 193 - 652.18184 - 35.5 1725s 132599 107109 710.90775 184 107 - 652.18325 - 35.5 1730s 132967 107411 688.74797 51 195 - 652.18976 - 35.5 1735s 133388 107795 818.07341 231 84 - 652.19208 - 35.5 1740s 133890 108183 710.75788 91 160 - 652.20132 - 35.5 1745s 134455 108680 infeasible 239 - 652.22100 - 35.5 1750s 134958 109132 784.21143 190 82 - 652.23296 - 35.5 1755s 135469 109532 697.39394 37 183 - 652.24966 - 35.5 1760s 135927 109934 668.74711 40 212 - 652.25598 - 35.5 1765s 136275 110232 infeasible 46 - 652.26037 - 35.5 1770s 136639 110533 694.81303 50 195 - 652.26813 - 35.5 1775s 137006 110825 661.71767 39 210 - 652.28133 - 35.6 1780s 137411 111190 684.49423 54 181 - 652.29108 - 35.6 1785s 137860 111546 infeasible 130 - 652.29596 - 35.6 1790s 138347 111964 872.77240 201 90 - 652.30001 - 35.6 1795s 138732 112255 794.10999 183 69 - 652.31794 - 35.6 1800s 139124 112499 653.31373 30 242 - 652.34500 - 35.6 1805s 139431 112710 690.56648 49 172 - 652.35301 - 35.6 1810s 139822 113047 669.28209 29 243 - 652.36146 - 35.6 1815s 140303 113468 infeasible 176 - 652.36762 - 35.6 1820s 140823 113880 666.95687 31 219 - 652.38803 - 35.6 1825s 141098 114073 732.67313 111 117 - 652.42837 - 35.6 1830s 141384 114186 673.99364 33 215 - 652.46281 - 35.7 1835s 141824 114578 infeasible 32 - 652.46963 - 35.7 1840s 142329 115007 696.62936 34 245 - 652.49296 - 35.7 1845s 142822 115434 704.93512 129 148 - 652.50479 - 35.7 1850s 143134 115648 673.40450 30 232 - 652.51736 - 35.7 1855s 143584 116019 875.71685 203 69 - 652.52906 - 35.7 1860s 143906 116247 infeasible 154 - 652.53518 - 35.7 1865s 144222 116491 708.14508 49 171 - 652.55763 - 35.7 1870s 144700 116898 703.29683 55 142 - 652.56081 - 35.7 1875s 145078 117201 677.44922 34 203 - 652.57032 - 35.7 1880s 145502 117536 746.44071 221 71 - 652.57702 - 35.7 1885s 145911 117850 684.30919 46 151 - 652.59443 - 35.7 1890s 146195 118040 683.37927 57 181 - 652.60376 - 35.8 1895s 146674 118439 699.49119 110 135 - 652.63187 - 35.8 1900s 147057 118664 680.81529 64 147 - 652.64589 - 35.8 1905s 147535 119068 741.48325 109 119 - 652.65982 - 35.8 1910s 148080 119485 713.47807 87 125 - 652.67875 - 35.7 1915s 148516 119822 703.25739 36 189 - 652.68699 - 35.7 1920s 148798 120026 661.16867 39 175 - 652.69516 - 35.8 1925s 149295 120425 691.17086 41 173 - 652.70360 - 35.8 1930s 149614 120693 731.33373 81 153 - 652.71730 - 35.8 1935s 149993 120996 692.98319 63 124 - 652.73765 - 35.8 1940s 150569 121478 717.91573 143 165 - 652.74222 - 35.8 1945s 151132 121945 743.92927 103 140 - 652.74543 - 35.7 1950s 151591 122324 725.86680 197 139 - 652.75018 - 35.7 1955s 152313 122963 823.94786 325 67 - 652.75033 - 35.7 1960s 152714 123263 714.75175 142 138 - 652.75343 - 35.7 1965s 153104 123593 infeasible 196 - 652.75562 - 35.7 1970s 153342 123734 664.26639 39 228 - 652.78675 - 35.7 1975s 153739 124061 684.98655 71 149 - 652.79349 - 35.7 1980s 154241 124457 716.91612 104 116 - 652.79592 - 35.7 1985s 154606 124697 662.24466 36 235 - 652.81286 - 35.7 1990s 154969 125004 686.26677 48 184 - 652.83290 - 35.8 1995s 155396 125390 683.20493 47 193 - 652.83835 - 35.8 2000s 155912 125860 773.96991 191 126 - 652.84857 - 35.7 2005s 156280 126161 703.62944 52 152 - 652.85258 - 35.8 2010s 156791 126626 754.18872 166 100 - 652.85753 - 35.8 2015s 157376 127117 701.70167 81 120 - 652.86079 - 35.7 2020s 157807 127455 671.96645 33 195 - 652.87339 - 35.7 2025s 158100 127607 infeasible 38 - 652.89815 - 35.8 2030s 158528 127976 737.11313 88 116 - 652.90240 - 35.8 2035s 159157 128497 693.44591 61 173 - 652.90307 - 35.7 2040s 159602 128869 709.20132 128 118 - 652.90762 - 35.7 2045s 160029 129202 689.92380 81 109 - 652.92841 - 35.7 2050s 160569 129684 842.75848 210 42 - 652.92954 - 35.7 2055s 161009 130074 680.07019 49 159 - 652.93253 - 35.7 2060s 161499 130506 687.26638 46 151 - 652.93364 - 35.7 2065s 161866 130813 infeasible 39 - 652.95360 - 35.7 2070s 162268 131159 772.69898 127 43 - 652.97065 - 35.8 2075s 162848 131653 752.47779 201 101 - 652.99016 - 35.7 2080s 163345 132059 685.56485 57 149 - 653.00031 - 35.7 2085s 163811 132412 674.21219 37 229 - 653.01964 - 35.7 2090s 164174 132725 685.32094 56 182 - 653.02677 - 35.7 2095s 164624 133134 673.04798 50 147 - 653.02806 - 35.7 2100s 165004 133457 730.71888 123 102 - 653.02902 - 35.7 2105s 165360 133693 694.90411 78 130 - 653.05790 - 35.7 2110s 165773 133982 697.16918 96 139 - 653.06773 - 35.7 2115s 166356 134485 663.25641 34 237 - 653.07592 - 35.7 2120s 166789 134855 692.71315 71 95 - 653.08070 - 35.7 2125s 167146 135145 677.19115 46 167 - 653.08557 - 35.7 2130s 167616 135512 697.21612 78 171 - 653.08777 - 35.7 2135s 168128 135946 700.09739 65 111 - 653.08799 - 35.7 2140s 168778 136524 914.22427 236 97 - 653.08888 - 35.7 2145s 169188 136750 725.53769 133 130 - 653.10236 - 35.7 2150s 169777 137274 913.66259 339 74 - 653.10422 - 35.7 2155s 170180 137543 687.19068 48 184 - 653.11235 - 35.7 2160s 170486 137729 669.18016 35 246 - 653.12948 - 35.7 2165s 170805 138022 infeasible 188 - 653.13028 - 35.7 2170s 171352 138456 775.93709 194 91 - 653.13391 - 35.7 2175s 171970 138948 673.54044 43 194 - 653.14714 - 35.7 2180s 172316 139250 705.85531 86 91 - 653.15562 - 35.7 2185s 172754 139549 706.40499 67 150 - 653.17107 - 35.7 2190s 173247 139990 744.78891 127 114 - 653.17502 - 35.7 2195s 173522 140209 785.17074 98 70 - 653.17537 - 35.7 2200s 173954 140533 862.35124 187 107 - 653.18084 - 35.7 2205s 174482 140969 infeasible 62 - 653.18420 - 35.7 2210s 174893 141313 702.80312 67 142 - 653.19564 - 35.7 2215s 175275 141574 683.48318 50 166 - 653.21438 - 35.7 2220s 175679 141921 823.02794 204 117 - 653.21438 - 35.7 2225s 176069 142210 675.10667 45 211 - 653.21798 - 35.7 2230s 176493 142550 661.25876 31 221 - 653.22081 - 35.7 2235s 176814 142780 infeasible 204 - 653.23165 - 35.7 2240s 177094 142962 687.01133 53 155 - 653.24735 - 35.8 2245s 177430 143241 697.62991 89 141 - 653.25563 - 35.8 2250s 177897 143672 817.80143 200 101 - 653.25826 - 35.8 2255s 178155 143833 688.28885 79 90 - 653.27008 - 35.8 2260s 178660 144253 682.07464 44 171 - 653.27534 - 35.8 2265s 179111 144623 685.49085 31 236 - 653.27755 - 35.8 2270s 179512 144948 668.23290 32 247 - 653.27799 - 35.8 2275s 179834 145234 692.80447 85 188 - 653.28017 - 35.8 2280s 180216 145566 710.60798 141 155 - 653.29294 - 35.9 2285s 180659 145920 835.58719 166 64 - 653.31233 - 35.9 2290s 181015 146210 infeasible 40 - 653.31373 - 35.9 2295s 181347 146360 658.23873 39 250 - 653.34249 - 35.9 2300s 181716 146655 704.04232 94 138 - 653.34713 - 35.9 2305s 182098 146961 699.06248 117 122 - 653.35027 - 35.9 2310s 182620 147359 684.94603 63 152 - 653.36130 - 35.9 2315s 183213 147858 802.59695 173 87 - 653.36198 - 35.9 2320s 183556 148083 699.93119 107 155 - 653.37324 - 35.9 2325s 184009 148510 798.41903 181 73 - 653.37519 - 35.9 2330s 184701 149125 745.20410 161 95 - 653.37909 - 35.8 2335s 185087 149357 infeasible 44 - 653.39473 - 35.8 2340s 185384 149520 infeasible 48 - 653.41378 - 35.8 2345s 185939 149972 667.98990 33 151 - 653.41464 - 35.8 2350s 186455 150422 infeasible 30 - 653.41623 - 35.8 2355s 186923 150837 716.77891 132 114 - 653.41671 - 35.8 2360s 187430 151239 745.31598 140 115 - 653.43224 - 35.8 2365s 188021 151735 670.12156 29 248 - 653.43492 - 35.8 2370s 188556 152201 690.65893 48 163 - 653.45196 - 35.8 2375s 188831 152398 696.13953 65 136 - 653.46253 - 35.8 2380s 189344 152752 704.18337 47 170 - 653.46872 - 35.8 2385s 189852 153202 696.81841 38 213 - 653.47414 - 35.8 2390s 190290 153552 infeasible 46 - 653.48227 - 35.8 2395s 190680 153872 763.15510 159 128 - 653.49427 - 35.8 2400s 191109 154196 683.06439 40 172 - 653.50418 - 35.8 2405s 191638 154653 707.71207 27 252 - 653.50581 - 35.8 2410s 192043 154936 683.73924 57 164 - 653.52683 - 35.8 2415s 192593 155410 662.89720 41 212 - 653.53142 - 35.8 2420s 193024 155740 infeasible 28 - 653.54635 - 35.8 2425s 193534 156119 734.47380 103 141 - 653.55076 - 35.8 2430s 193950 156438 infeasible 34 - 653.56233 - 35.8 2435s 194400 156779 infeasible 79 - 653.56634 - 35.8 2440s 194790 157060 infeasible 180 - 653.58484 - 35.8 2445s 195164 157303 753.70285 168 110 - 653.60016 - 35.8 2450s 195720 157818 732.74421 193 121 - 653.61146 - 35.8 2455s 196146 158197 797.39997 177 88 - 653.61525 - 35.8 2460s 196770 158730 659.36752 32 210 - 653.62343 - 35.7 2465s 197278 159156 infeasible 45 - 653.63879 - 35.7 2470s 197670 159495 752.75839 146 45 - 653.65212 - 35.7 2475s 198161 159880 687.94815 30 175 - 653.67071 - 35.7 2480s 198618 160252 668.08293 38 248 - 653.67883 - 35.7 2485s 198913 160455 668.24275 30 256 - 653.70273 - 35.8 2490s 199419 160834 695.26336 62 132 - 653.71615 - 35.8 2495s 199989 161306 721.32930 201 58 - 653.72484 - 35.7 2500s 200488 161713 697.35974 108 138 - 653.73504 - 35.7 2505s 200878 162023 718.56248 87 140 - 653.74725 - 35.7 2510s 201219 162270 659.87721 29 230 - 653.75963 - 35.8 2515s 201729 162687 671.93367 42 188 - 653.77223 - 35.7 2520s 202274 163176 695.80767 95 170 - 653.77304 - 35.7 2525s 202765 163625 731.83811 121 96 - 653.78695 - 35.7 2530s 203124 163878 709.02988 97 57 - 653.80365 - 35.7 2535s 203622 164293 781.48148 172 51 - 653.80819 - 35.7 2540s 204133 164718 665.86925 40 172 - 653.81861 - 35.7 2545s 204534 165063 776.81800 239 48 - 653.82702 - 35.7 2550s 204940 165425 845.99908 261 120 - 653.83432 - 35.7 2555s 205353 165731 774.27064 187 117 - 653.85137 - 35.7 2560s 205691 165997 infeasible 99 - 653.86872 - 35.7 2565s 206140 166395 730.13336 128 142 - 653.87802 - 35.8 2570s 206587 166776 703.91561 74 147 - 653.88367 - 35.8 2575s 207014 167112 675.58362 55 200 - 653.89491 - 35.8 2580s 207485 167449 infeasible 60 - 653.93018 - 35.7 2585s 208047 167943 719.24059 140 106 - 653.93462 - 35.7 2590s 208552 168365 699.53330 60 186 - 653.94218 - 35.7 2595s 209105 168870 716.77542 164 102 - 653.94221 - 35.7 2600s 209555 169263 656.96634 35 241 - 653.94423 - 35.7 2605s 210055 169680 679.79895 54 161 - 653.95413 - 35.7 2610s 210353 169896 686.71364 59 169 - 653.95611 - 35.7 2615s 210840 170295 670.20556 33 202 - 653.96015 - 35.7 2620s 211284 170601 734.28850 92 104 - 653.97457 - 35.7 2625s 211712 170954 704.55259 95 133 - 653.98449 - 35.7 2630s 212327 171510 729.89561 207 79 - 653.98549 - 35.7 2635s 212690 171707 689.01038 61 128 - 653.99582 - 35.7 2640s 213209 172157 686.33262 69 149 - 654.00239 - 35.7 2645s 213707 172538 750.96060 197 117 - 654.01109 - 35.7 2650s 214256 172972 685.28769 51 162 - 654.01542 - 35.7 2655s 214509 173193 817.87855 146 117 - 654.01762 - 35.7 2660s 214965 173589 680.41755 40 179 - 654.03494 - 35.7 2665s 215508 174098 770.91309 209 84 - 654.03733 - 35.7 2670s 216125 174613 690.05247 73 118 - 654.04811 - 35.7 2675s 216663 175092 703.54313 86 134 - 654.05000 - 35.6 2680s 217280 175605 710.66633 173 106 - 654.06620 - 35.6 2685s 217717 175950 683.40312 31 246 - 654.07913 - 35.6 2690s 218016 176166 795.39454 136 112 - 654.09499 - 35.6 2695s 218501 176603 infeasible 126 - 654.09909 - 35.6 2700s 219027 177024 830.12286 192 84 - 654.10151 - 35.6 2705s 219609 177459 961.13421 305 92 - 654.10749 - 35.6 2710s 220242 177921 674.21438 40 221 - 654.12462 - 35.6 2715s 220825 178440 804.78842 239 25 - 654.12794 - 35.6 2720s 221347 178908 682.01501 67 159 - 654.13195 - 35.6 2725s 221772 179276 687.94462 72 143 - 654.13295 - 35.6 2730s 222305 179710 659.46548 30 193 - 654.14644 - 35.6 2735s 222811 180147 699.30002 62 153 - 654.14788 - 35.5 2740s 223319 180580 715.86555 168 101 - 654.15357 - 35.5 2745s 223822 180966 infeasible 151 - 654.15587 - 35.5 2750s 224261 181323 903.87492 276 100 - 654.15728 - 35.5 2755s 224718 181741 810.44828 252 64 - 654.16080 - 35.5 2760s 225150 182056 797.34492 153 123 - 654.17170 - 35.5 2765s 225544 182329 758.46412 138 133 - 654.17412 - 35.5 2770s 226249 182954 874.20337 293 39 - 654.19157 - 35.5 2775s 226641 183213 infeasible 34 - 654.21385 - 35.5 2780s 227202 183642 685.83570 54 199 - 654.21781 - 35.5 2785s 227673 184070 688.06222 68 140 - 654.22575 - 35.5 2790s 228364 184673 818.30845 158 119 - 654.22811 - 35.4 2795s 228641 184846 715.95771 80 154 - 654.24042 - 35.5 2800s 229056 185153 692.39509 50 177 - 654.26111 - 35.5 2805s 229559 185586 674.71700 43 187 - 654.26643 - 35.5 2810s 230247 186243 809.10638 247 84 - 654.26953 - 35.4 2815s 230655 186506 infeasible 82 - 654.28038 - 35.4 2820s 230860 186646 709.75114 105 148 - 654.28319 - 35.5 2825s 231376 187118 infeasible 40 - 654.29034 - 35.5 2830s 231878 187570 937.02476 312 97 - 654.29893 - 35.5 2835s 232335 187889 707.91969 65 116 - 654.30907 - 35.4 2840s 232933 188412 infeasible 32 - 654.31042 - 35.4 2845s 233256 188599 infeasible 39 - 654.32277 - 35.5 2850s 233706 188949 infeasible 31 - 654.34140 - 35.5 2855s 234186 189354 infeasible 310 - 654.34140 - 35.5 2860s 234546 189602 703.34009 66 163 - 654.35333 - 35.5 2865s 234802 189810 692.26861 81 89 - 654.36799 - 35.5 2870s 235272 190232 696.97403 196 103 - 654.37497 - 35.5 2875s 235825 190696 677.82964 26 242 - 654.37958 - 35.5 2880s 236211 191011 infeasible 28 - 654.38879 - 35.5 2885s 236689 191427 835.71181 300 70 - 654.39716 - 35.5 2890s 237165 191805 696.17445 123 137 - 654.40353 - 35.5 2895s 237863 192361 infeasible 32 - 654.41205 - 35.4 2900s 238154 192571 694.29415 78 114 - 654.41836 - 35.4 2905s 238675 192953 663.11358 28 215 - 654.42776 - 35.4 2910s 238917 193133 718.52493 77 138 - 654.43041 - 35.4 2915s 239400 193542 769.31049 195 104 - 654.43535 - 35.4 2920s 239801 193823 687.39016 49 161 - 654.45071 - 35.4 2925s 240237 194178 690.23439 94 106 - 654.46138 - 35.5 2930s 240807 194684 793.45318 239 100 - 654.46309 - 35.4 2935s 241369 195146 infeasible 199 - 654.48035 - 35.4 2940s 241821 195502 874.23971 221 91 - 654.48553 - 35.4 2945s 242226 195730 695.55342 93 140 - 654.50411 - 35.4 2950s 242814 196209 688.71370 50 177 - 654.51586 - 35.4 2955s 243161 196509 764.86110 133 83 - 654.51587 - 35.4 2960s 243582 196737 infeasible 46 - 654.54272 - 35.4 2965s 244062 197159 697.98470 96 159 - 654.55517 - 35.4 2970s 244576 197540 694.35404 61 159 - 654.56792 - 35.4 2975s 245002 197886 711.07271 94 138 - 654.57067 - 35.4 2980s 245403 198210 infeasible 94 - 654.59592 - 35.4 2985s 245834 198558 674.16551 32 183 - 654.60626 - 35.4 2990s 246310 198961 infeasible 56 - 654.60947 - 35.4 2995s 246755 199310 686.56872 53 200 - 654.61308 - 35.4 3000s 247257 199768 733.08579 189 69 - 654.61656 - 35.4 3005s 247899 200304 infeasible 40 - 654.62468 - 35.4 3010s 248174 200469 695.84223 58 134 - 654.63631 - 35.4 3015s 248732 200985 805.28815 202 104 - 654.63912 - 35.4 3020s 249297 201429 infeasible 46 - 654.64386 - 35.4 3025s 249645 201676 infeasible 88 - 654.64542 - 35.4 3030s 250180 202134 751.99070 238 81 - 654.66689 - 35.4 3035s 250599 202381 660.92285 22 245 - 654.68567 - 35.4 3040s 250899 202647 724.51502 95 147 - 654.69375 - 35.4 3045s 251263 202863 677.89144 34 192 - 654.70705 - 35.4 3050s 251691 203193 infeasible 63 - 654.72182 - 35.4 3055s 252160 203570 684.33987 34 234 - 654.73570 - 35.4 3060s 252610 203959 663.98685 28 252 - 654.73966 - 35.4 3065s 253156 204371 672.43521 38 220 - 654.75671 - 35.4 3070s 253585 204750 707.52232 53 127 - 654.75856 - 35.4 3075s 254057 205160 690.00956 64 165 - 654.76236 - 35.4 3080s 254473 205508 695.69700 60 168 - 654.76509 - 35.4 3085s 254878 205839 674.91245 38 188 - 654.78173 - 35.4 3090s 255251 206158 701.92627 53 133 - 654.78556 - 35.4 3095s 255750 206517 658.28657 34 239 - 654.81449 - 35.4 3100s 256241 206944 687.30276 56 201 - 654.81456 - 35.4 3105s 256723 207372 695.09473 64 136 - 654.81849 - 35.4 3110s 257133 207658 691.99586 63 118 - 654.84246 - 35.4 3115s 257691 208152 716.72492 148 128 - 654.84789 - 35.4 3120s 258107 208482 686.17237 26 228 - 654.86332 - 35.4 3125s 258437 208750 684.26995 34 177 - 654.86846 - 35.4 3130s 258927 209124 664.39490 37 223 - 654.88076 - 35.4 3135s 259196 209305 702.66667 48 139 - 654.89084 - 35.4 3140s 259675 209774 842.26920 249 101 - 654.89085 - 35.4 3145s 260251 210274 834.17406 275 85 - 654.91014 - 35.4 3150s 260707 210659 infeasible 198 - 654.92771 - 35.4 3155s 261222 211077 696.19398 138 114 - 654.94097 - 35.4 3160s 261725 211506 773.20772 169 118 - 654.94154 - 35.4 3165s 262149 211810 infeasible 31 - 654.95087 - 35.4 3170s 262604 212229 794.74117 225 47 - 654.96231 - 35.4 3175s 263080 212626 757.55146 187 96 - 654.96819 - 35.4 3180s 263687 213143 698.04484 60 190 - 654.97146 - 35.4 3185s 264236 213622 700.92796 77 146 - 654.97382 - 35.4 3190s 264872 214199 679.20617 39 231 - 654.98798 - 35.3 3195s 265202 214484 675.41314 42 214 - 654.99505 - 35.4 3200s 265453 214716 783.04417 162 150 - 654.99568 - 35.4 3205s 265750 214900 716.56402 37 239 - 655.00571 - 35.4 3210s 266072 215134 678.39000 32 195 - 655.01441 - 35.4 3215s 266573 215601 820.28574 167 65 - 655.01514 - 35.4 3220s 267041 215928 680.10050 46 229 - 655.03559 - 35.4 3225s 267424 216254 704.26198 85 149 - 655.04656 - 35.4 3230s 267798 216559 684.52050 40 219 - 655.05397 - 35.4 3235s 268273 216991 712.05246 53 162 - 655.05457 - 35.4 3240s 268794 217450 787.17895 157 82 - 655.06053 - 35.4 3245s 269356 217921 656.85201 31 213 - 655.06615 - 35.4 3250s 269780 218231 691.13748 38 166 - 655.07038 - 35.4 3255s 270263 218656 691.31217 55 114 - 655.07555 - 35.4 3260s 270866 219202 733.54278 138 154 - 655.08242 - 35.4 3265s 271300 219543 690.51005 51 192 - 655.08985 - 35.4 3270s 271681 219896 712.11796 108 130 - 655.09163 - 35.4 3275s 272279 220436 812.54383 193 60 - 655.09711 - 35.4 3280s 272750 220801 692.61102 42 175 - 655.11267 - 35.4 3285s 273178 221176 695.44664 80 123 - 655.11531 - 35.4 3290s 273683 221601 663.67131 36 237 - 655.12893 - 35.4 3295s 274257 222074 659.51604 29 232 - 655.13349 - 35.4 3300s 274704 222461 684.16876 52 173 - 655.14339 - 35.4 3305s 275145 222753 745.65401 130 131 - 655.16500 - 35.3 3310s 275352 222900 714.30021 80 155 - 655.18186 - 35.4 3315s 275713 223174 689.83276 83 119 - 655.18994 - 35.4 3320s 276104 223430 693.92091 106 110 - 655.19915 - 35.4 3325s 276685 223945 706.32723 68 155 - 655.20146 - 35.4 3330s 277216 224416 757.60915 139 107 - 655.20692 - 35.4 3335s 277679 224765 727.87706 214 111 - 655.21266 - 35.4 3340s 278215 225172 681.03597 54 185 - 655.21484 - 35.4 3345s 278773 225693 785.32460 221 43 - 655.21585 - 35.3 3350s 279289 226089 infeasible 28 - 655.23311 - 35.3 3355s 279704 226422 786.90991 213 60 - 655.23699 - 35.3 3360s 280029 226591 693.05632 79 147 - 655.26530 - 35.3 3365s 280344 226810 690.65507 71 132 - 655.27874 - 35.4 3370s 280799 227168 697.27030 80 144 - 655.28177 - 35.4 3375s 281148 227461 715.69683 132 108 - 655.28778 - 35.4 3380s 281545 227751 694.02623 53 165 - 655.30144 - 35.4 3385s 281938 228029 688.21340 38 238 - 655.31251 - 35.4 3390s 282345 228350 705.87465 138 93 - 655.32831 - 35.4 3395s 282850 228767 698.80460 81 134 - 655.32832 - 35.4 3400s 283201 229026 675.81277 47 201 - 655.34571 - 35.4 3405s 283635 229400 779.82944 170 126 - 655.35682 - 35.4 3410s 284125 229820 843.87188 252 65 - 655.36505 - 35.4 3415s 284641 230223 680.68177 31 242 - 655.38435 - 35.4 3420s 285150 230655 716.78141 107 123 - 655.39298 - 35.4 3425s 285786 231180 748.35624 155 73 - 655.39809 - 35.4 3430s 286288 231605 686.91730 43 212 - 655.40145 - 35.4 3435s 286795 232032 infeasible 30 - 655.40792 - 35.4 3440s 287231 232422 infeasible 175 - 655.41097 - 35.4 3445s 287686 232732 712.00817 94 160 - 655.41839 - 35.4 3450s 288161 233064 675.35642 43 164 - 655.42357 - 35.3 3455s 288453 233248 664.41690 30 211 - 655.43420 - 35.4 3460s 288833 233572 infeasible 41 - 655.44228 - 35.4 3465s 289324 233952 663.10285 29 247 - 655.45359 - 35.4 3470s 289791 234307 663.66777 25 264 - 655.45902 - 35.4 3475s 290151 234601 686.60085 56 136 - 655.46603 - 35.4 3480s 290577 234955 704.89558 84 135 - 655.47063 - 35.4 3485s 291069 235341 685.69319 72 145 - 655.47248 - 35.4 3490s 291512 235671 697.76008 59 84 - 655.47535 - 35.4 3495s 292035 236010 679.02198 40 168 - 655.50624 - 35.4 3500s 292405 236291 693.37147 80 187 - 655.50650 - 35.4 3505s 293088 236884 670.96604 29 189 - 655.51761 - 35.3 3510s 293619 237367 732.54528 203 109 - 655.52017 - 35.3 3515s 293921 237579 668.09474 45 179 - 655.53623 - 35.4 3520s 294436 238034 806.79613 188 80 - 655.53860 - 35.4 3525s 295013 238438 719.01211 37 264 - 655.55072 - 35.3 3530s 295268 238589 714.20543 86 123 - 655.55959 - 35.4 3535s 295663 238869 756.83503 122 152 - 655.56401 - 35.4 3540s 296007 239110 727.01923 94 84 - 655.57365 - 35.4 3545s 296453 239478 infeasible 223 - 655.57920 - 35.4 3550s 296779 239727 687.25600 34 213 - 655.59611 - 35.4 3555s 297192 240073 816.85072 182 72 - 655.60224 - 35.4 3560s 297606 240399 742.12977 93 109 - 655.60630 - 35.4 3565s 298100 240836 infeasible 30 - 655.61310 - 35.4 3570s 298477 241092 690.67330 46 206 - 655.62381 - 35.4 3575s 298765 241300 705.07826 84 143 - 655.63195 - 35.4 3580s 299421 241912 821.22551 277 36 - 655.63195 - 35.4 3585s 299883 242202 676.13349 17 259 - 655.63957 - 35.4 3590s 300219 242518 815.98543 153 108 - 655.64143 - 35.4 3595s Cutting planes: Learned: 57 Gomory: 103 Cover: 50 Implied bound: 38 Clique: 13 MIR: 634 GUB cover: 45 Zero half: 240 Explored 300556 nodes (10646881 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.560000000000e+02, gap -