Gurobi 5.0.1 (linux64) logging started Sun Dec 23 06:58:36 2012 Optimize a model with 22802 rows, 22801 columns and 103344 nonzeros Presolve removed 19988 rows and 11743 columns Presolve time: 0.17s Presolved: 2814 rows, 11058 columns, 29405 nonzeros Variable types: 143 continuous, 10915 integer (10915 binary) Root relaxation: objective 7.983099e+02, 767 iterations, 0.02 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 798.30994 0 220 - 798.30994 - - 0s 0 0 834.34295 0 291 - 834.34295 - - 0s 0 0 844.63978 0 284 - 844.63978 - - 0s 0 0 849.39226 0 269 - 849.39226 - - 0s 0 0 851.95833 0 288 - 851.95833 - - 0s 0 0 854.05907 0 288 - 854.05907 - - 0s 0 0 854.92593 0 302 - 854.92593 - - 0s 0 0 855.15478 0 307 - 855.15478 - - 1s 0 0 855.15478 0 285 - 855.15478 - - 1s 0 2 855.15478 0 277 - 855.15478 - - 2s 601 508 904.57464 64 285 - 857.16193 - 18.5 5s 603 509 889.31348 39 265 - 857.16193 - 18.4 16s 604 510 883.48864 42 148 - 859.87188 - 18.4 20s 605 511 910.92809 89 268 - 866.80884 - 18.3 30s 606 511 893.18182 32 287 - 876.92698 - 18.3 40s 607 512 897.63339 34 210 - 880.83853 - 18.3 46s 608 513 883.87463 26 163 - 883.87463 - 18.3 51s 610 514 888.43939 18 115 - 886.04469 - 18.2 57s 611 515 915.12363 59 253 - 886.49794 - 18.2 66s 612 515 886.73428 39 193 - 886.73428 - 18.1 71s 613 516 904.57464 64 170 - 887.76867 - 18.1 76s 614 517 898.43182 55 145 - 887.98074 - 18.1 81s 615 517 898.60122 36 193 - 888.16776 - 18.1 87s 616 518 897.63339 34 221 - 888.33285 - 18.0 93s 617 519 888.46982 26 202 - 888.46982 - 18.0 98s 618 519 904.57464 64 285 - 888.58232 - 18.0 108s 619 520 888.61039 4 298 - 888.61039 - 17.9 118s 620 521 888.61332 26 299 - 888.61332 - 17.9 122s 621 521 912.02897 48 294 - 888.61332 - 17.9 127s 624 525 888.74436 24 285 - 888.74436 - 28.4 132s 626 526 910.92809 89 260 - 888.74436 - 28.3 139s 627 527 932.83112 95 278 - 888.74436 - 28.3 152s 628 528 898.60122 36 146 - 888.74436 - 28.3 157s 629 528 888.74436 24 181 - 888.74436 - 28.2 163s 630 529 915.12363 59 199 - 888.82273 - 28.2 169s 631 530 888.86769 42 281 - 888.86769 - 28.1 178s 632 530 888.91615 45 278 - 888.91615 - 28.1 187s 633 531 913.82488 49 302 - 888.95788 - 28.0 192s 634 532 888.99284 43 303 - 888.99284 - 28.0 197s 635 532 910.92809 89 292 - 889.00674 - 27.9 205s 637 534 893.18182 32 291 - 889.00676 - 27.9 214s 638 534 904.57464 64 291 - 889.00676 - 27.8 216s 838 658 910.04950 73 86 - 889.14733 - 36.2 220s 1296 869 897.51303 44 97 - 889.57146 - 35.2 225s 1811 1159 926.10723 110 62 - 890.21965 - 33.6 230s 2388 1458 895.79217 37 65 - 890.68599 - 31.5 235s 2886 1858 infeasible 57 - 890.82767 - 31.9 240s 3382 2260 891.34563 31 123 - 890.90266 - 32.0 245s 3917 2709 906.24252 54 83 - 891.13638 - 31.4 250s 4523 3230 930.60754 87 78 - 891.43613 - 29.9 255s 5141 3742 916.96152 75 167 - 891.51908 - 29.1 260s 5736 4200 941.70782 75 101 - 891.56591 - 28.5 265s 6283 4628 898.98167 54 110 - 891.72858 - 28.4 270s 6799 5042 902.36376 52 54 - 891.80395 - 28.3 275s 7355 5501 950.80146 83 72 - 891.84407 - 28.2 280s 7879 5890 944.29715 78 64 - 891.92430 - 28.2 285s 8430 6309 infeasible 93 - 891.95314 - 28.0 290s 8971 6716 981.02158 95 118 - 891.98275 - 28.0 295s 9512 7125 897.34550 40 110 - 892.03850 - 28.0 300s 10041 7555 909.68255 53 109 - 892.06573 - 27.9 305s 10434 7867 897.10203 37 147 - 892.11268 - 27.9 310s 10973 8261 895.51433 42 100 - 892.19098 - 28.0 315s 11448 8665 958.40538 71 95 - 892.24152 - 28.1 320s 11988 9044 infeasible 67 - 892.29210 - 28.1 325s 12496 9434 897.04555 41 124 - 892.33353 - 28.2 330s 13055 9833 894.66357 32 266 - 892.38073 - 28.1 335s 13580 10236 920.08741 54 131 - 892.40980 - 28.1 340s 14002 10570 962.80329 70 201 - 892.45578 - 28.2 345s 14537 10974 1030.14155 85 139 - 892.50847 - 28.1 350s 14955 11286 899.33353 39 101 - 892.53133 - 28.3 355s 15486 11680 908.89232 42 87 - 892.58930 - 28.3 360s 16008 12056 971.55588 78 74 - 892.59264 - 28.2 365s 16564 12510 929.56265 64 102 - 892.63947 - 28.1 370s 17080 12877 937.15162 61 122 - 892.69347 - 28.2 375s 17582 13237 919.05381 43 83 - 892.76430 - 28.3 380s 18147 13657 987.54989 87 120 - 892.82910 - 28.2 385s 18664 14047 1016.14134 89 70 - 892.88447 - 28.3 390s 19241 14441 901.08120 40 126 - 892.91747 - 28.1 395s 19765 14825 906.43371 52 150 - 892.96590 - 28.1 400s 20289 15222 937.22819 68 152 - 893.00676 - 28.1 405s 20720 15523 980.74732 77 100 - 893.02481 - 28.0 410s 21241 15878 898.88754 37 120 - 893.04728 - 28.0 415s 21730 16218 961.07645 66 115 - 893.08941 - 28.0 420s 22251 16605 984.69999 92 66 - 893.10670 - 28.0 425s 22845 17003 933.79555 60 124 - 893.12261 - 27.9 430s 23358 17360 896.72682 28 125 - 893.15316 - 27.9 435s 23821 17712 968.93679 77 119 - 893.16630 - 28.0 440s 24326 18071 945.22910 65 119 - 893.18226 - 28.0 445s 24846 18404 954.41613 65 94 - 893.21358 - 28.1 450s 25392 18800 919.40009 42 71 - 893.23053 - 28.1 455s 25924 19186 965.94295 78 123 - 893.23956 - 28.1 460s 26497 19606 896.08604 40 96 - 893.27780 - 28.0 465s 27044 20025 933.58484 62 72 - 893.30846 - 28.0 470s 27592 20438 964.83527 89 82 - 893.31861 - 28.0 475s 28129 20823 997.29867 96 155 - 893.32457 - 28.0 480s 28712 21214 916.87855 66 113 - 893.34919 - 27.9 485s 29199 21561 955.88208 57 126 - 893.36792 - 27.9 490s 29745 21961 937.37396 70 67 - 893.38704 - 27.9 495s 30268 22322 920.12361 57 150 - 893.40403 - 27.8 500s 30693 22647 927.60412 62 100 - 893.41210 - 27.9 505s 31234 23058 930.84099 61 123 - 893.42407 - 27.9 510s 31780 23430 898.43958 37 131 - 893.43562 - 27.9 515s 32288 23816 927.96440 56 93 - 893.44940 - 27.8 520s 32861 24219 926.61174 59 58 - 893.45375 - 27.8 525s 33428 24641 946.68526 75 126 - 893.45976 - 27.7 530s 33906 24974 935.83724 70 109 - 893.47713 - 27.7 535s 34477 25402 912.74399 57 130 - 893.49089 - 27.7 540s 35035 25848 974.24207 70 108 - 893.50084 - 27.6 545s 35577 26242 937.52937 61 122 - 893.52358 - 27.6 550s 36094 26663 960.99107 81 63 - 893.52777 - 27.6 555s 36676 27064 965.55487 64 136 - 893.54191 - 27.5 560s 37224 27452 912.79147 49 104 - 893.55084 - 27.5 565s 37716 27811 infeasible 71 - 893.56436 - 27.6 570s 38202 28188 963.08460 76 159 - 893.57207 - 27.6 575s 38778 28627 939.86942 72 71 - 893.58241 - 27.6 580s 39363 29051 infeasible 69 - 893.60063 - 27.6 585s 39872 29394 893.89225 34 109 - 893.62020 - 27.6 590s 40408 29792 968.60483 75 104 - 893.62611 - 27.6 595s 40804 30055 925.55767 65 100 - 893.63608 - 27.6 682s 41126 30301 921.51615 59 106 - 893.64635 - 27.5 685s 41632 30664 915.75308 51 118 - 893.65472 - 27.6 690s 42123 31010 951.75021 76 199 - 893.67196 - 27.6 695s 42677 31403 893.96688 42 87 - 893.68429 - 27.6 700s 43296 31866 959.14588 89 99 - 893.69691 - 27.6 705s 43903 32279 964.00546 92 156 - 893.70484 - 27.5 710s 44556 32717 915.57476 61 118 - 893.72067 - 27.5 715s 45299 33227 908.26757 51 110 - 893.73926 - 27.5 720s 45946 33726 916.43389 57 92 - 893.75485 - 27.4 725s 46649 34202 972.97193 91 95 - 893.76681 - 27.4 730s 47277 34652 926.41656 60 79 - 893.78119 - 27.4 735s 47904 35074 912.40965 52 108 - 893.79163 - 27.5 740s 48598 35604 930.17533 61 118 - 893.80970 - 27.4 745s 49234 36090 939.83668 66 101 - 893.82569 - 27.4 750s 49895 36556 infeasible 69 - 893.84400 - 27.4 755s 50642 37092 921.66268 61 123 - 893.86788 - 27.4 760s 51227 37483 904.21459 47 79 - 893.88720 - 27.4 765s 51942 37991 1006.68152 87 137 - 893.90879 - 27.4 770s 52699 38552 929.30550 66 61 - 893.92917 - 27.4 775s 53375 39014 934.73436 52 109 - 893.95103 - 27.4 780s 54101 39545 infeasible 89 - 893.96089 - 27.3 785s 54907 40113 961.33753 80 123 - 893.97569 - 27.3 790s 55592 40604 913.10159 52 82 - 893.98782 - 27.3 795s 56349 41106 909.86877 57 113 - 894.00879 - 27.3 800s 56995 41620 926.53478 58 48 - 894.01720 - 27.2 805s 57730 42163 947.80143 74 126 - 894.02783 - 27.2 810s 58369 42617 895.20689 32 276 - 894.04901 - 27.2 815s 59053 43121 957.81233 58 83 - 894.05909 - 27.2 820s 59729 43581 925.09462 69 161 - 894.08234 - 27.2 825s 60414 44034 900.77397 43 215 - 894.09585 - 27.2 830s 61038 44493 915.68507 53 71 - 894.11060 - 27.2 835s 61656 44930 894.11854 46 85 - 894.11854 - 27.2 840s 62453 45542 949.19768 62 84 - 894.13262 - 27.2 845s 63147 46002 916.61008 59 89 - 894.15214 - 27.2 850s 63872 46538 945.16466 64 149 - 894.16337 - 27.2 855s 64629 47053 infeasible 75 - 894.17245 - 27.1 860s 65331 47572 953.67081 96 166 - 894.18125 - 27.1 865s 66139 48180 977.53690 76 93 - 894.19558 - 27.1 870s 66880 48675 896.09010 39 154 - 894.20818 - 27.1 875s 67677 49247 921.90612 56 129 - 894.22004 - 27.1 880s 68438 49778 895.53437 39 144 - 894.22779 - 27.1 885s 69182 50305 infeasible 101 - 894.23992 - 27.1 890s 69959 50871 917.33897 57 165 - 894.24969 - 27.1 895s 70744 51451 977.88203 82 146 - 894.26034 - 27.1 900s 71407 51912 infeasible 78 - 894.26781 - 27.1 905s 71940 52340 984.17846 84 86 - 894.27151 - 27.1 910s 72688 52871 943.34169 74 94 - 894.28150 - 27.1 915s 73422 53400 923.97941 63 94 - 894.30598 - 27.1 920s 74159 53933 921.83151 59 98 - 894.31468 - 27.1 925s 74922 54485 968.71507 69 83 - 894.32533 - 27.1 930s 75771 55095 968.35447 69 87 - 894.33353 - 27.1 935s 76518 55631 961.27763 59 128 - 894.34955 - 27.1 940s 77218 56119 908.12185 49 129 - 894.36013 - 27.1 945s 77941 56608 912.02513 53 170 - 894.36871 - 27.1 950s 78762 57208 900.87943 50 112 - 894.38072 - 27.1 955s 79454 57694 996.71663 92 91 - 894.38759 - 27.1 960s 80246 58274 934.48674 63 102 - 894.40583 - 27.1 965s 81037 58830 917.08845 47 73 - 894.41777 - 27.1 970s 81656 59283 961.60230 80 96 - 894.42652 - 27.0 975s 82392 59770 infeasible 83 - 894.43894 - 27.0 980s 83181 60349 infeasible 85 - 894.44767 - 27.0 985s 84006 60944 945.09759 70 106 - 894.46764 - 27.0 990s 84745 61455 989.30339 104 123 - 894.47385 - 27.0 995s 85526 62004 964.19285 75 146 - 894.49201 - 27.0 1000s 86294 62529 900.76699 48 83 - 894.50003 - 27.0 1005s 87097 63117 927.00640 53 172 - 894.51133 - 27.0 1010s 87800 63631 915.17743 42 107 - 894.51793 - 27.0 1015s 88634 64238 903.57708 47 110 - 894.52524 - 26.9 1020s 89386 64767 928.79898 53 148 - 894.53987 - 26.9 1025s 90182 65361 940.20460 70 98 - 894.55255 - 26.9 1030s 90936 65873 infeasible 96 - 894.56165 - 26.9 1035s 91638 66379 954.62403 69 82 - 894.57288 - 26.9 1040s 92269 66792 infeasible 78 - 894.58210 - 26.9 1045s 92986 67318 987.90431 74 119 - 894.59027 - 26.9 1050s 93748 67823 925.93466 58 118 - 894.60088 - 26.9 1055s 94558 68416 941.00798 68 126 - 894.61151 - 26.9 1060s 95345 69003 992.54866 90 132 - 894.62442 - 26.9 1065s 96178 69597 923.24820 62 112 - 894.63295 - 26.9 1070s 97007 70179 905.55274 46 97 - 894.64201 - 26.9 1075s 97761 70711 infeasible 75 - 894.65637 - 26.8 1080s 98639 71324 924.95913 64 95 - 894.66605 - 26.8 1085s 99500 71898 902.63215 55 85 - 894.67815 - 26.8 1090s 100298 72473 938.08312 61 60 - 894.68937 - 26.8 1095s 101035 72984 infeasible 79 - 894.69840 - 26.8 1100s 101713 73472 944.10245 82 159 - 894.70433 - 26.8 1105s 102257 73913 919.96784 57 89 - 894.70760 - 26.8 1110s 103085 74503 infeasible 75 - 894.71429 - 26.8 1115s 103835 75049 infeasible 104 - 894.72052 - 26.8 1120s 104643 75641 999.83120 102 101 - 894.73384 - 26.8 1125s 105367 76158 947.72396 79 142 - 894.74136 - 26.8 1130s 106175 76711 956.50422 74 94 - 894.75486 - 26.8 1135s 107104 77354 987.23991 85 91 - 894.76468 - 26.7 1140s 107895 77912 916.45835 70 102 - 894.77458 - 26.7 1145s 108656 78450 966.03521 82 96 - 894.78462 - 26.7 1150s 109514 79020 918.56547 64 59 - 894.79801 - 26.7 1155s 110282 79572 1005.58514 89 134 - 894.80701 - 26.7 1160s 111051 80145 930.35998 56 78 - 894.81337 - 26.7 1165s 111855 80728 935.42912 84 47 - 894.82599 - 26.7 1170s 112553 81208 900.22443 51 118 - 894.83310 - 26.6 1175s 113391 81837 968.27432 89 96 - 894.83810 - 26.6 1180s 114187 82403 926.07811 54 92 - 894.84945 - 26.6 1185s 115036 83010 935.20837 78 76 - 894.85790 - 26.6 1190s 115781 83541 911.52752 47 88 - 894.86523 - 26.6 1195s 116644 84144 954.31641 64 71 - 894.87601 - 26.6 1200s 117445 84713 899.86380 49 108 - 894.88437 - 26.6 1205s 118313 85332 915.39039 51 55 - 894.89207 - 26.6 1210s 119107 85877 infeasible 79 - 894.90062 - 26.6 1215s 119909 86442 918.38224 61 56 - 894.91022 - 26.6 1220s 120743 87021 971.57600 96 121 - 894.91527 - 26.6 1225s 121587 87575 921.77068 69 46 - 894.92455 - 26.5 1230s 122387 88144 969.71324 76 55 - 894.93240 - 26.5 1235s 123082 88645 949.51831 59 133 - 894.94352 - 26.5 1240s 123813 89180 911.32837 50 97 - 894.95095 - 26.5 1245s 124625 89794 974.51897 89 76 - 894.95268 - 26.5 1250s 125397 90317 infeasible 76 - 894.95722 - 26.5 1255s 126267 90943 899.01544 35 52 - 894.96879 - 26.5 1260s 127129 91578 infeasible 92 - 894.97463 - 26.5 1265s 127960 92160 902.05772 53 93 - 894.97990 - 26.5 1270s 128711 92691 934.90585 70 121 - 894.98806 - 26.5 1275s 129453 93232 900.99250 37 126 - 894.99276 - 26.5 1280s 130271 93840 938.98719 51 107 - 894.99603 - 26.5 1285s 131086 94416 936.19291 59 55 - 894.99988 - 26.5 1290s 131920 95017 948.79308 65 79 - 895.00525 - 26.5 1295s 132702 95565 958.67280 74 108 - 895.00881 - 26.5 1300s 133426 96096 924.32631 53 111 - 895.01120 - 26.4 1305s 134145 96594 998.64436 82 88 - 895.01790 - 26.5 1310s 134897 97106 895.24006 38 131 - 895.02336 - 26.5 1315s 135703 97651 939.85013 57 80 - 895.03484 - 26.5 1320s 136510 98202 895.37343 39 164 - 895.04028 - 26.5 1325s 137289 98790 981.93692 112 84 - 895.04474 - 26.5 1330s 138027 99306 infeasible 92 - 895.05027 - 26.5 1335s 138850 99886 898.41851 46 91 - 895.05811 - 26.5 1340s 139675 100479 969.32225 81 94 - 895.06722 - 26.4 1345s 140577 101162 899.55603 54 118 - 895.07504 - 26.4 1350s 141445 101788 897.68814 49 115 - 895.08031 - 26.4 1355s 142262 102349 992.85678 95 88 - 895.08357 - 26.4 1360s 142930 102847 932.87494 64 75 - 895.08941 - 26.4 1365s 143761 103441 946.86686 81 158 - 895.09676 - 26.4 1370s 144573 103997 911.45980 37 86 - 895.10601 - 26.4 1375s 145478 104671 969.10915 84 64 - 895.11231 - 26.4 1380s 146442 105387 925.81015 71 79 - 895.11835 - 26.3 1385s 147295 106018 914.08544 48 78 - 895.12739 - 26.3 1390s 148181 106667 infeasible 67 - 895.13027 - 26.3 1395s 149011 107273 919.76115 58 155 - 895.13950 - 26.3 1400s 149784 107790 908.91331 45 142 - 895.14524 - 26.3 1405s 150681 108431 950.14997 56 50 - 895.14984 - 26.3 1410s 151475 108929 913.53812 61 58 - 895.16120 - 26.3 1415s 152324 109565 942.95473 59 144 - 895.16551 - 26.2 1420s 153104 110097 1006.64306 57 150 - 895.17459 - 26.2 1425s 153808 110588 992.73134 85 152 - 895.18217 - 26.2 1430s 154675 111172 942.35412 68 64 - 895.19475 - 26.2 1435s 155585 111829 infeasible 85 - 895.20155 - 26.2 1440s 156461 112383 911.64755 61 80 - 895.21010 - 26.2 1445s 157301 112958 962.64707 70 70 - 895.21736 - 26.2 1450s 158067 113474 916.14440 40 143 - 895.22333 - 26.2 1455s 158921 114044 944.95320 80 179 - 895.22912 - 26.2 1460s 159723 114632 infeasible 98 - 895.23568 - 26.2 1465s 160555 115218 infeasible 67 - 895.23979 - 26.2 1470s 161421 115859 965.17145 72 73 - 895.24761 - 26.1 1475s 162281 116448 910.51639 49 64 - 895.25525 - 26.1 1480s 163134 117055 901.89936 43 130 - 895.25931 - 26.1 1485s 163752 117493 912.10566 52 98 - 895.26833 - 26.1 1490s 164530 118070 989.68301 60 124 - 895.27432 - 26.1 1495s 165337 118620 940.64276 61 110 - 895.28210 - 26.1 1500s 166163 119202 941.82729 74 62 - 895.29094 - 26.1 1505s 166958 119802 infeasible 82 - 895.29591 - 26.1 1510s 167800 120413 960.41887 77 71 - 895.30176 - 26.1 1515s 168603 120942 981.52493 79 70 - 895.31194 - 26.1 1520s 169490 121582 920.14048 62 155 - 895.32260 - 26.1 1525s 170281 122155 927.82638 52 135 - 895.32927 - 26.1 1530s 171166 122794 909.63636 54 57 - 895.33742 - 26.0 1535s 171946 123333 913.92986 49 88 - 895.34640 - 26.0 1540s 172741 123909 961.75960 92 90 - 895.35333 - 26.0 1545s 173506 124439 933.70337 56 49 - 895.36023 - 26.0 1550s 174152 124905 919.35988 50 112 - 895.36898 - 26.0 1555s 175018 125495 infeasible 84 - 895.37496 - 26.0 1560s 175832 126086 infeasible 59 - 895.37956 - 26.0 1565s 176711 126705 899.39629 40 100 - 895.38521 - 26.0 1570s 177477 127252 939.90151 67 77 - 895.38713 - 26.0 1575s 178284 127827 911.75340 53 95 - 895.39487 - 26.0 1580s 179122 128427 938.90068 64 52 - 895.39897 - 26.0 1585s 180002 129052 infeasible 69 - 895.40321 - 26.0 1590s 180782 129603 924.64234 66 99 - 895.40859 - 26.0 1595s 181673 130231 915.47501 64 72 - 895.41599 - 26.0 1600s 182451 130720 905.38359 41 100 - 895.42463 - 26.0 1605s 183279 131303 942.88405 63 168 - 895.43193 - 26.0 1610s 183901 131701 941.92117 61 85 - 895.43569 - 26.0 1615s 184766 132306 925.54665 74 125 - 895.44222 - 26.0 1620s 185648 132894 infeasible 77 - 895.44747 - 25.9 1625s 186506 133497 infeasible 74 - 895.45461 - 25.9 1630s 187376 134067 913.37271 60 69 - 895.46141 - 25.9 1635s 188247 134689 956.29510 70 141 - 895.46780 - 25.9 1640s 189065 135254 903.37678 42 134 - 895.47231 - 25.9 1645s 189972 135864 940.28512 81 75 - 895.47896 - 25.9 1650s 190799 136437 934.08097 69 77 - 895.48548 - 25.9 1655s 191623 136998 925.46948 73 107 - 895.49269 - 25.9 1660s 192447 137565 909.97775 51 176 - 895.49991 - 25.9 1665s 193294 138153 901.61094 42 140 - 895.50779 - 25.9 1670s 193992 138631 938.26089 61 86 - 895.51203 - 25.9 1675s 194917 139287 958.66162 59 84 - 895.51847 - 25.9 1680s 195784 139876 infeasible 76 - 895.52549 - 25.8 1685s 196636 140467 930.16288 57 139 - 895.53316 - 25.8 1690s 197472 141021 905.39005 54 62 - 895.53914 - 25.8 1695s 198360 141675 929.23296 66 100 - 895.54389 - 25.8 1700s 199137 142192 927.34574 79 99 - 895.54751 - 25.8 1705s 200011 142812 941.69201 63 108 - 895.55224 - 25.8 1710s 200809 143362 965.62054 73 62 - 895.55655 - 25.8 1715s 201617 143940 926.55915 62 148 - 895.56359 - 25.8 1720s 202434 144524 963.71845 81 96 - 895.57016 - 25.8 1725s 203217 145089 934.14626 81 80 - 895.57472 - 25.8 1730s 204027 145661 945.15014 66 77 - 895.57930 - 25.8 1735s 204671 146094 infeasible 78 - 895.58321 - 25.8 1740s 205503 146678 930.86731 84 90 - 895.58810 - 25.8 1745s 206347 147280 infeasible 91 - 895.59387 - 25.8 1750s 207157 147846 904.81011 50 72 - 895.59745 - 25.8 1755s 207961 148401 966.90759 77 236 - 895.60549 - 25.8 1760s 208780 148937 901.75587 40 114 - 895.60953 - 25.8 1765s 209570 149516 958.86885 63 154 - 895.61173 - 25.8 1770s 210388 150078 1013.18939 72 117 - 895.61773 - 25.8 1775s 211160 150613 957.43906 72 120 - 895.62203 - 25.8 1780s 212078 151223 990.69409 83 76 - 895.62678 - 25.8 1785s 212952 151844 1010.14732 71 131 - 895.63094 - 25.7 1790s 213835 152452 897.55493 36 104 - 895.63829 - 25.7 1795s 214467 152916 972.55128 76 83 - 895.64119 - 25.7 1800s 215276 153494 infeasible 80 - 895.64728 - 25.7 1805s 216022 154046 983.29316 80 149 - 895.65278 - 25.7 1810s 216813 154607 945.55194 72 71 - 895.65867 - 25.7 1815s 217629 155188 935.34509 64 94 - 895.66480 - 25.7 1820s 218459 155770 919.54021 62 116 - 895.66862 - 25.7 1825s 219321 156338 infeasible 90 - 895.67151 - 25.7 1830s 220190 156913 909.66027 55 70 - 895.67542 - 25.7 1835s 221024 157472 905.83119 42 73 - 895.67994 - 25.7 1840s 221832 158083 infeasible 70 - 895.68289 - 25.7 1845s 222664 158672 926.41981 59 69 - 895.68768 - 25.7 1850s 223491 159238 infeasible 80 - 895.69025 - 25.7 1855s 224276 159841 926.02041 71 121 - 895.69206 - 25.7 1860s 224934 160322 991.23530 80 120 - 895.69430 - 25.7 1865s 225708 160829 914.27333 56 65 - 895.69885 - 25.7 1870s 226549 161454 928.99147 75 68 - 895.70495 - 25.7 1875s 227368 162003 906.10228 58 95 - 895.70992 - 25.7 1880s 228230 162642 955.35827 88 57 - 895.71557 - 25.7 1885s 229057 163249 926.77896 54 48 - 895.72066 - 25.7 1890s 229870 163787 infeasible 78 - 895.72400 - 25.7 1895s 230660 164342 899.88220 39 73 - 895.72887 - 25.7 1900s 231539 164911 916.82181 47 107 - 895.73353 - 25.7 1905s 232405 165542 923.96344 54 92 - 895.73861 - 25.6 1910s 233288 166160 918.79698 60 69 - 895.74338 - 25.6 1915s 234039 166704 975.76560 86 153 - 895.74937 - 25.6 1920s 234801 167249 938.65300 73 103 - 895.75176 - 25.6 1925s 235522 167766 915.70075 44 126 - 895.75656 - 25.6 1930s 236336 168347 922.06671 49 209 - 895.76125 - 25.6 1935s 237253 168985 955.46883 83 122 - 895.76570 - 25.6 1940s 238080 169558 920.47068 51 175 - 895.77322 - 25.6 1945s 238844 170100 infeasible 79 - 895.77687 - 25.6 1950s 239656 170639 906.38947 38 65 - 895.78261 - 25.6 1955s 240508 171241 915.16333 50 88 - 895.78814 - 25.6 1960s 241342 171848 infeasible 103 - 895.79210 - 25.6 1965s 242188 172430 904.39644 43 104 - 895.79630 - 25.6 1970s 243086 173105 infeasible 94 - 895.79786 - 25.6 1975s 243993 173723 899.79950 48 82 - 895.80406 - 25.6 1980s 244840 174283 909.03362 43 129 - 895.80971 - 25.6 1985s 245489 174742 912.79807 51 262 - 895.81233 - 25.6 1990s 246339 175346 infeasible 75 - 895.81394 - 25.6 1995s 247207 175946 946.72880 72 95 - 895.82010 - 25.6 2000s 248031 176520 infeasible 59 - 895.82385 - 25.6 2005s 248805 177051 1008.42974 80 84 - 895.82871 - 25.6 2010s 249641 177621 991.73669 87 63 - 895.83093 - 25.5 2015s 250438 178198 959.39288 75 120 - 895.83558 - 25.5 2020s 251310 178786 896.22974 37 52 - 895.84366 - 25.5 2025s 252054 179333 956.20445 78 94 - 895.84612 - 25.5 2030s 252918 179928 987.55787 92 78 - 895.84985 - 25.5 2035s 253761 180474 911.00537 63 70 - 895.85377 - 25.5 2040s 254593 181036 921.02211 65 42 - 895.85715 - 25.5 2045s 255249 181484 infeasible 63 - 895.86090 - 25.5 2050s 256161 182150 944.21994 76 90 - 895.86489 - 25.5 2055s 256987 182764 963.20070 73 137 - 895.86770 - 25.5 2060s 257772 183338 928.09620 71 105 - 895.86972 - 25.5 2065s 258655 183943 infeasible 64 - 895.87453 - 25.5 2070s 259534 184522 959.12187 95 166 - 895.87985 - 25.5 2075s 260309 185078 896.13466 52 72 - 895.88227 - 25.5 2080s 261161 185657 950.28780 74 108 - 895.88494 - 25.5 2085s 262035 186259 906.11701 42 110 - 895.89299 - 25.5 2090s 262752 186807 920.04130 53 89 - 895.89654 - 25.5 2095s 263571 187377 961.19961 87 67 - 895.89970 - 25.5 2100s 264410 187979 968.05991 74 93 - 895.90216 - 25.5 2105s 265240 188571 931.76721 62 56 - 895.90755 - 25.5 2110s 265883 189005 infeasible 88 - 895.90905 - 25.5 2115s 266702 189588 912.32180 48 104 - 895.91156 - 25.5 2120s 267501 190154 924.26600 55 63 - 895.91337 - 25.5 2125s 268399 190811 959.45435 76 91 - 895.91858 - 25.5 2130s 269291 191429 921.94463 65 90 - 895.92419 - 25.5 2135s 270080 191951 916.24321 48 111 - 895.92818 - 25.5 2140s 271007 192630 905.80977 58 57 - 895.93154 - 25.4 2145s 271748 193147 infeasible 79 - 895.93482 - 25.4 2150s 272557 193711 995.17345 76 92 - 895.93916 - 25.4 2155s 273393 194244 943.67808 65 61 - 895.94304 - 25.4 2160s 274202 194887 infeasible 75 - 895.94349 - 25.4 2165s 275092 195446 901.03432 46 114 - 895.94913 - 25.4 2170s 275808 195967 915.03862 49 114 - 895.95264 - 25.4 2175s 276687 196618 951.14445 66 78 - 895.95781 - 25.4 2180s 277465 197146 909.01152 51 57 - 895.96139 - 25.4 2185s 278342 197773 infeasible 81 - 895.96441 - 25.4 2190s 279204 198370 930.56420 70 132 - 895.96874 - 25.4 2195s 280085 199005 957.54563 76 116 - 895.97377 - 25.4 2200s 280897 199551 911.02068 51 132 - 895.97699 - 25.4 2205s 281748 200180 infeasible 88 - 895.98158 - 25.4 2210s 282624 200787 915.01640 58 86 - 895.98553 - 25.4 2215s 283434 201338 913.27458 57 118 - 895.98813 - 25.4 2220s 284226 201885 897.06999 36 200 - 895.99281 - 25.4 2225s 285015 202444 941.71846 64 96 - 895.99433 - 25.4 2230s 285806 202984 infeasible 81 - 895.99822 - 25.4 2235s 286577 203490 909.80733 46 128 - 896.00000 - 25.4 2240s 287348 204046 899.13464 38 107 - 896.00406 - 25.4 2245s 288190 204616 898.51422 47 64 - 896.00753 - 25.4 2250s 289071 205251 956.94178 71 86 - 896.01110 - 25.4 2255s 289801 205797 943.86615 70 103 - 896.01358 - 25.4 2260s 290618 206383 931.88567 66 75 - 896.01795 - 25.4 2265s 291543 207036 899.32114 49 92 - 896.02252 - 25.4 2270s 292358 207588 975.41798 88 80 - 896.02556 - 25.4 2275s 293233 208172 896.57182 46 85 - 896.03039 - 25.4 2280s 294092 208692 infeasible 74 - 896.03433 - 25.4 2285s 294880 209213 910.50304 52 93 - 896.03982 - 25.3 2290s 295721 209835 905.49844 38 121 - 896.04261 - 25.3 2295s 296440 210329 951.11502 69 106 - 896.04452 - 25.3 2300s 297251 210871 932.78527 60 85 - 896.04777 - 25.3 2305s 298103 211452 906.71357 51 94 - 896.05205 - 25.3 2310s 299006 212106 907.68782 61 47 - 896.05659 - 25.3 2315s 299842 212707 910.77475 57 99 - 896.06047 - 25.3 2320s 300762 213307 infeasible 70 - 896.06488 - 25.3 2325s 301564 213817 976.56784 67 121 - 896.06954 - 25.3 2330s 302311 214342 940.32391 52 149 - 896.07145 - 25.3 2335s 303209 214990 910.01758 42 98 - 896.07485 - 25.3 2340s 304085 215602 923.90414 55 90 - 896.07949 - 25.3 2345s 304938 216140 926.15962 64 78 - 896.08242 - 25.3 2350s 305837 216752 906.90795 47 92 - 896.08568 - 25.3 2355s 306512 217224 916.48125 65 142 - 896.08892 - 25.3 2360s 307313 217824 942.05489 82 43 - 896.09180 - 25.3 2365s 308235 218447 931.83221 74 116 - 896.09494 - 25.3 2370s 309112 219041 945.50464 68 119 - 896.09748 - 25.3 2375s 310028 219670 940.55025 60 108 - 896.10231 - 25.3 2380s 310859 220254 899.07947 38 110 - 896.10863 - 25.3 2385s 311692 220882 940.96238 55 89 - 896.11057 - 25.3 2390s 312586 221452 904.79319 54 64 - 896.11314 - 25.2 2395s 313421 222056 944.94278 70 119 - 896.11672 - 25.2 2400s 314342 222715 943.72009 85 81 - 896.11958 - 25.2 2405s 315135 223268 930.22918 72 62 - 896.12229 - 25.2 2410s 316027 223878 929.13277 69 130 - 896.12542 - 25.2 2415s 316786 224375 954.58462 74 125 - 896.12803 - 25.2 2420s 317638 224952 926.91444 52 112 - 896.13220 - 25.2 2425s 318498 225542 935.12419 70 119 - 896.13420 - 25.2 2430s 319366 226151 912.27127 53 98 - 896.13695 - 25.2 2435s 320213 226755 959.72689 87 68 - 896.13880 - 25.2 2440s 321041 227346 972.45707 69 120 - 896.14097 - 25.2 2445s 321884 227944 908.57972 41 104 - 896.14454 - 25.2 2450s 322733 228503 infeasible 79 - 896.14829 - 25.2 2455s 323565 229084 910.78113 61 111 - 896.15055 - 25.2 2460s 324454 229679 957.31416 84 119 - 896.15384 - 25.2 2465s 325315 230289 infeasible 83 - 896.15655 - 25.2 2470s 326120 230864 921.69478 48 76 - 896.16014 - 25.2 2475s 326876 231366 897.27508 34 118 - 896.16407 - 25.2 2480s 327695 231916 897.29529 35 99 - 896.16860 - 25.2 2485s 328597 232551 905.89035 40 51 - 896.17103 - 25.2 2490s 329412 233128 918.18273 58 120 - 896.17578 - 25.2 2495s 330295 233753 954.99631 69 132 - 896.17988 - 25.2 2500s 331204 234364 907.88204 53 103 - 896.18581 - 25.2 2505s 332154 235015 940.09435 71 78 - 896.18823 - 25.1 2510s 333043 235617 896.19151 50 76 - 896.19151 - 25.1 2515s 333939 236218 969.89773 100 122 - 896.19387 - 25.1 2520s 334827 236817 922.99244 64 107 - 896.19700 - 25.1 2525s 335691 237420 977.94676 83 57 - 896.20002 - 25.1 2530s 336543 238039 960.24905 61 113 - 896.20138 - 25.1 2535s 337218 238533 932.53751 63 86 - 896.20421 - 25.1 2540s 338094 239144 939.82736 67 75 - 896.20669 - 25.1 2545s 338952 239741 991.75668 71 104 - 896.21092 - 25.1 2550s 339783 240327 897.15485 37 166 - 896.21262 - 25.1 2555s 340708 240966 919.75092 63 72 - 896.21679 - 25.1 2560s 341581 241570 993.71673 87 93 - 896.22041 - 25.1 2565s 342448 242166 899.29423 30 178 - 896.22203 - 25.1 2570s 343326 242732 900.02307 35 94 - 896.22621 - 25.1 2575s 344160 243319 975.63119 83 64 - 896.23060 - 25.1 2580s 345064 243893 911.23890 55 93 - 896.23406 - 25.1 2585s 345954 244511 929.48306 69 97 - 896.23759 - 25.1 2590s 346785 245064 infeasible 80 - 896.24238 - 25.1 2595s 347464 245556 898.05319 42 96 - 896.24420 - 25.1 2600s 348276 246110 966.49171 70 79 - 896.24688 - 25.1 2605s 349136 246708 918.25605 64 162 - 896.25018 - 25.1 2610s 349976 247289 905.91380 45 100 - 896.25454 - 25.1 2615s 350925 247943 941.57763 84 54 - 896.25787 - 25.1 2620s 351742 248525 916.70839 66 53 - 896.26189 - 25.1 2625s 352591 249099 993.63686 87 102 - 896.26470 - 25.1 2630s 353482 249670 934.19912 76 72 - 896.26839 - 25.0 2635s 354288 250199 905.19944 44 67 - 896.27062 - 25.0 2640s 355153 250758 923.37124 65 113 - 896.27661 - 25.0 2645s 356007 251356 909.15484 49 92 - 896.28107 - 25.0 2650s 356893 251980 900.09895 46 71 - 896.28394 - 25.0 2655s 357622 252499 902.88891 49 54 - 896.28596 - 25.0 2660s 358446 253079 923.22799 53 100 - 896.28871 - 25.0 2665s 359323 253739 infeasible 91 - 896.29110 - 25.0 2670s 360106 254290 898.06421 30 162 - 896.29630 - 25.0 2675s 360928 254917 911.30931 60 144 - 896.29962 - 25.0 2680s 361769 255478 906.11283 44 92 - 896.30423 - 25.0 2685s 362609 256054 952.07271 72 72 - 896.30790 - 25.0 2690s 363442 256664 899.72732 41 168 - 896.31069 - 25.0 2695s 364244 257209 979.00946 69 113 - 896.31339 - 25.0 2700s 365115 257836 947.27390 61 83 - 896.31801 - 25.0 2705s 365919 258387 917.71393 59 41 - 896.32139 - 25.0 2710s 366862 259043 935.24036 67 74 - 896.32399 - 25.0 2715s 367510 259482 943.82798 75 70 - 896.32559 - 25.0 2720s 368365 260062 912.83985 56 69 - 896.32735 - 25.0 2725s 369218 260668 921.28435 63 75 - 896.33310 - 25.0 2730s 370132 261288 infeasible 81 - 896.33594 - 25.0 2735s 370978 261913 911.57658 54 111 - 896.34115 - 25.0 2740s 371931 262564 923.94071 69 90 - 896.34443 - 25.0 2745s 372817 263186 960.03668 68 93 - 896.34763 - 25.0 2750s 373590 263731 927.09619 60 93 - 896.35039 - 25.0 2755s 374434 264286 926.96019 67 100 - 896.35314 - 25.0 2760s 375274 264896 951.91974 66 115 - 896.35556 - 25.0 2765s 376131 265484 945.79465 82 82 - 896.35871 - 25.0 2770s 377009 266110 944.58633 74 71 - 896.36111 - 25.0 2775s 377727 266615 926.30061 62 176 - 896.36509 - 25.0 2780s 378569 267244 1011.28230 93 96 - 896.36713 - 24.9 2785s 379414 267800 infeasible 61 - 896.36947 - 24.9 2790s 380274 268370 896.93945 38 148 - 896.37279 - 24.9 2795s 381062 268937 963.97907 86 62 - 896.37446 - 24.9 2800s 381955 269550 980.37851 68 82 - 896.37708 - 24.9 2805s 382848 270204 939.01161 74 103 - 896.38043 - 24.9 2810s 383752 270839 957.02689 78 91 - 896.38260 - 24.9 2815s 384612 271431 974.80023 85 72 - 896.38538 - 24.9 2820s 385469 272073 929.84083 63 72 - 896.38633 - 24.9 2825s 386290 272655 948.07467 79 60 - 896.38964 - 24.9 2830s 387112 273239 962.65619 74 124 - 896.39277 - 24.9 2835s 387905 273731 963.90822 79 104 - 896.39505 - 24.9 2840s 388654 274280 985.05860 75 136 - 896.39764 - 24.9 2845s 389504 274856 926.90106 66 78 - 896.40116 - 24.9 2850s 390388 275482 916.76617 66 105 - 896.40411 - 24.9 2855s 391211 276009 917.06167 58 78 - 896.40851 - 24.9 2860s 392015 276607 932.41173 64 78 - 896.41143 - 24.9 2865s 392869 277216 infeasible 75 - 896.41453 - 24.9 2870s 393784 277792 infeasible 74 - 896.41703 - 24.9 2875s 394632 278361 infeasible 75 - 896.41937 - 24.9 2880s 395500 278948 908.68763 49 82 - 896.42164 - 24.9 2885s 396356 279561 926.78110 58 75 - 896.42378 - 24.9 2890s 397194 280152 934.81328 71 69 - 896.42512 - 24.9 2895s 397921 280654 954.14852 74 67 - 896.42681 - 24.9 2900s 398666 281183 925.65919 57 100 - 896.42813 - 24.9 2905s 399506 281785 973.45340 87 126 - 896.43041 - 24.9 2910s 400231 282267 911.59221 46 100 - 896.43320 - 24.9 2915s 401102 282856 infeasible 75 - 896.43536 - 24.9 2920s 401975 283474 947.41326 65 79 - 896.43682 - 24.9 2925s 402788 284055 919.55782 54 152 - 896.44028 - 24.9 2930s 403676 284691 920.16875 55 143 - 896.44209 - 24.9 2935s 404618 285318 921.34746 56 112 - 896.44392 - 24.9 2940s 405395 285838 995.62210 70 129 - 896.44704 - 24.9 2945s 406235 286377 961.44808 80 117 - 896.44838 - 24.9 2950s 407071 286953 954.90118 73 76 - 896.45163 - 24.9 2955s 407955 287587 infeasible 65 - 896.45360 - 24.9 2960s 408641 288048 954.67526 75 104 - 896.45711 - 24.9 2965s 409423 288597 905.18659 53 161 - 896.46051 - 24.9 2970s 410314 289212 920.42412 43 75 - 896.46317 - 24.9 2975s 411168 289788 940.06794 68 78 - 896.46524 - 24.9 2980s 412023 290402 infeasible 68 - 896.46757 - 24.9 2985s 412929 291054 977.32497 80 132 - 896.47023 - 24.8 2990s 413843 291671 910.51758 59 122 - 896.47275 - 24.8 2995s 414752 292270 924.65034 56 50 - 896.47517 - 24.8 3000s 415617 292908 944.83349 62 130 - 896.47783 - 24.8 3005s 416522 293546 907.64372 51 93 - 896.48153 - 24.8 3010s 417410 294156 914.52764 51 93 - 896.48430 - 24.8 3015s 418245 294768 954.02900 71 116 - 896.48575 - 24.8 3020s 418976 295283 896.61389 38 163 - 896.48680 - 24.8 3025s 419842 295881 infeasible 84 - 896.49070 - 24.8 3030s 420433 296295 939.35485 56 155 - 896.49201 - 24.8 3035s 421277 296865 904.42645 49 93 - 896.49507 - 24.8 3040s 422132 297490 962.70896 89 81 - 896.50012 - 24.8 3045s 422961 298078 917.13772 50 77 - 896.50302 - 24.8 3050s 423760 298663 953.72713 79 176 - 896.50557 - 24.8 3055s 424641 299287 922.70541 58 127 - 896.50742 - 24.8 3060s 425557 299874 896.75357 54 93 - 896.51037 - 24.8 3065s 426387 300440 907.32625 55 111 - 896.51341 - 24.8 3070s 427180 301012 961.33075 74 96 - 896.51685 - 24.8 3075s 428065 301611 907.01032 57 89 - 896.51976 - 24.8 3080s 428785 302121 955.27314 87 81 - 896.52183 - 24.8 3085s 429647 302699 infeasible 66 - 896.52485 - 24.8 3090s 430553 303318 907.33272 52 62 - 896.52667 - 24.8 3095s 431403 303950 898.34950 37 69 - 896.52919 - 24.8 3100s 432275 304547 infeasible 69 - 896.53294 - 24.8 3105s 433184 305186 935.50552 70 110 - 896.53639 - 24.8 3110s 434012 305721 948.11579 73 148 - 896.53877 - 24.8 3115s 434830 306310 966.66424 76 75 - 896.54048 - 24.8 3120s 435643 306916 922.83142 55 97 - 896.54284 - 24.8 3125s 436473 307486 904.92576 40 104 - 896.54563 - 24.8 3130s 437334 308095 955.29939 72 110 - 896.54953 - 24.8 3135s 438245 308719 950.30590 75 117 - 896.55224 - 24.8 3140s 438910 309149 907.75971 48 82 - 896.55454 - 24.8 3145s 439790 309756 963.80615 85 89 - 896.55678 - 24.8 3150s 440697 310366 900.24323 44 124 - 896.55992 - 24.7 3155s 441545 311005 974.43099 75 76 - 896.56231 - 24.7 3160s 442348 311567 931.84799 59 87 - 896.56443 - 24.7 3165s 443280 312196 921.91051 58 108 - 896.56667 - 24.7 3170s 444163 312775 928.26877 72 93 - 896.56922 - 24.7 3175s 445092 313409 898.01386 43 88 - 896.57263 - 24.7 3180s 445969 314020 919.15857 53 108 - 896.57679 - 24.7 3185s 446801 314584 930.28265 77 45 - 896.57884 - 24.7 3190s 447669 315176 956.23384 82 77 - 896.58011 - 24.7 3195s 448505 315768 994.24263 83 157 - 896.58428 - 24.7 3200s 449200 316234 914.32241 57 63 - 896.58617 - 24.7 3205s 450105 316819 920.05969 59 98 - 896.58814 - 24.7 3210s 450934 317434 928.46507 64 129 - 896.59045 - 24.7 3215s 451805 318044 910.20898 54 87 - 896.59162 - 24.7 3220s 452640 318657 945.97794 75 62 - 896.59377 - 24.7 3225s 453561 319292 infeasible 74 - 896.59602 - 24.7 3230s 454444 319890 910.53817 52 76 - 896.59838 - 24.7 3235s 455370 320552 916.97888 50 94 - 896.60148 - 24.7 3240s 456217 321144 915.79747 52 119 - 896.60361 - 24.7 3245s 457091 321722 902.48114 40 118 - 896.60634 - 24.7 3250s 457988 322324 940.56469 67 101 - 896.60808 - 24.7 3255s 458881 322931 966.14391 60 98 - 896.61098 - 24.7 3260s 459620 323469 infeasible 84 - 896.61225 - 24.7 3265s 460520 324096 953.99580 73 176 - 896.61477 - 24.7 3270s 461352 324681 916.73456 38 122 - 896.61652 - 24.7 3275s 462169 325321 921.47023 64 87 - 896.61874 - 24.7 3280s 462986 325914 infeasible 89 - 896.62007 - 24.7 3285s 463893 326509 infeasible 83 - 896.62282 - 24.7 3290s 464808 327138 infeasible 67 - 896.62589 - 24.7 3295s 465694 327782 900.98574 44 115 - 896.62866 - 24.7 3300s 466573 328415 915.31331 55 90 - 896.63060 - 24.7 3305s 467443 329032 927.41584 64 70 - 896.63260 - 24.7 3310s 468239 329591 923.93400 54 86 - 896.63469 - 24.7 3315s 469016 330161 905.05173 41 98 - 896.63703 - 24.7 3320s 469699 330679 952.71901 71 69 - 896.63808 - 24.7 3325s 470525 331283 968.73772 66 95 - 896.63996 - 24.7 3330s 471223 331768 978.40031 82 64 - 896.64100 - 24.7 3335s 472079 332394 934.80201 71 50 - 896.64278 - 24.7 3340s 472929 332938 914.17614 61 190 - 896.64456 - 24.7 3345s 473817 333493 935.15368 63 75 - 896.64674 - 24.7 3350s 474742 334123 infeasible 91 - 896.64936 - 24.7 3355s 475677 334779 infeasible 76 - 896.65144 - 24.6 3360s 476545 335400 infeasible 75 - 896.65314 - 24.6 3365s 477430 336011 905.25468 37 154 - 896.65690 - 24.6 3370s 478295 336624 904.99095 51 131 - 896.66033 - 24.6 3375s 479169 337225 951.33205 73 63 - 896.66222 - 24.6 3380s 479803 337655 901.88129 35 91 - 896.66408 - 24.6 3385s 480602 338220 956.89584 75 125 - 896.66630 - 24.6 3390s 481504 338821 953.28274 70 127 - 896.66862 - 24.6 3395s 482402 339376 924.01404 53 77 - 896.67056 - 24.6 3400s 483321 340023 897.01037 43 92 - 896.67230 - 24.6 3405s 484127 340616 957.74248 82 80 - 896.67451 - 24.6 3410s 484990 341241 982.27785 116 72 - 896.67598 - 24.6 3415s 485821 341789 920.01256 55 74 - 896.67982 - 24.6 3420s 486707 342454 918.33621 73 64 - 896.68074 - 24.6 3425s 487595 343096 930.85916 81 77 - 896.68325 - 24.6 3430s 488515 343729 958.22068 60 129 - 896.68554 - 24.6 3435s 489402 344359 942.99443 63 61 - 896.68812 - 24.6 3440s 490104 344833 944.99034 64 101 - 896.68939 - 24.6 3445s 491023 345446 916.71667 41 91 - 896.69167 - 24.6 3450s 491877 346061 977.80305 71 125 - 896.69341 - 24.6 3455s 492781 346674 984.98592 83 65 - 896.69678 - 24.6 3460s 493667 347332 908.79386 53 60 - 896.69922 - 24.6 3465s 494565 347975 897.76157 38 184 - 896.70077 - 24.6 3470s 495474 348619 939.38588 69 108 - 896.70283 - 24.6 3475s 496397 349212 923.50490 58 128 - 896.70634 - 24.6 3480s 497400 349925 919.61990 58 75 - 896.70997 - 24.6 3485s 498251 350539 943.28082 66 65 - 896.71131 - 24.6 3490s 499156 351176 970.21168 85 69 - 896.71292 - 24.5 3495s 500020 351770 infeasible 100 - 896.71480 - 24.5 3500s 500744 352240 917.97932 47 128 - 896.71731 - 24.5 3505s 501684 352905 infeasible 68 - 896.71957 - 24.5 3510s 502625 353551 947.57512 80 81 - 896.72308 - 24.5 3515s 503506 354156 infeasible 76 - 896.72474 - 24.5 3520s 504382 354805 infeasible 82 - 896.72619 - 24.5 3525s 505302 355461 913.84945 52 94 - 896.72963 - 24.5 3530s 506215 356095 965.84361 78 53 - 896.73191 - 24.5 3535s 507131 356709 996.47202 70 122 - 896.73414 - 24.5 3540s 508029 357356 897.20128 38 203 - 896.73656 - 24.5 3545s 508916 357952 911.07840 56 101 - 896.73827 - 24.5 3550s 509832 358563 951.46512 80 48 - 896.74046 - 24.5 3555s 510483 358976 infeasible 83 - 896.74226 - 24.5 3560s 511419 359632 928.51850 55 155 - 896.74577 - 24.5 3565s 512415 360285 900.59717 49 101 - 896.74788 - 24.5 3570s 513339 360907 925.53594 53 117 - 896.74963 - 24.5 3575s 514197 361509 918.40108 58 130 - 896.75086 - 24.5 3580s 515055 362126 918.38428 62 54 - 896.75254 - 24.5 3585s 515866 362672 922.05890 53 48 - 896.75459 - 24.5 3590s 516792 363321 infeasible 84 - 896.75713 - 24.5 3595s Cutting planes: Learned: 13 Gomory: 36 Cover: 330 Implied bound: 277 Clique: 30 MIR: 366 GUB cover: 32 Zero half: 80 Explored 517710 nodes (12675829 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 8.970000000000e+02, gap -