Gurobi 5.0.1 (linux64) logging started Mon Dec 24 20:10:14 2012 Optimize a model with 40802 rows, 40401 columns and 243257 nonzeros Presolve removed 21037 rows and 21838 columns Presolve time: 0.66s Presolved: 19765 rows, 18563 columns, 96919 nonzeros Variable types: 189 continuous, 18374 integer (18374 binary) Root relaxation: objective 9.028959e+02, 1686 iterations, 0.16 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 902.89588 0 350 - 902.89588 - - 1s 0 0 924.53374 0 230 - 924.53374 - - 1s 0 0 929.21264 0 262 - 929.21264 - - 2s 0 0 930.34515 0 254 - 930.34515 - - 2s 0 0 930.56899 0 254 - 930.56899 - - 2s 0 0 930.88149 0 249 - 930.88149 - - 2s 0 0 930.94399 0 287 - 930.94399 - - 3s 0 0 930.97970 0 245 - 930.97970 - - 3s 0 0 931.07494 0 258 - 931.07494 - - 3s 0 0 931.40827 0 261 - 931.40827 - - 3s 0 0 931.40827 0 260 - 931.40827 - - 3s 0 0 931.40827 0 187 - 931.40827 - - 5s 0 2 931.40827 0 187 - 931.40827 - - 6s 322 292 936.80564 28 249 - 933.98486 - 13.1 10s 601 523 965.24756 55 187 - 934.84249 - 14.7 17s 603 524 965.24756 53 357 - 934.84249 - 14.7 32s 604 525 973.43751 45 147 - 934.84249 - 14.6 39s 605 526 953.24756 27 171 - 934.84249 - 14.6 49s 606 526 965.24756 55 187 - 938.09397 - 14.6 61s 607 527 995.03521 87 237 - 941.85331 - 14.6 75s 608 528 972.27697 45 202 - 943.04436 - 14.5 89s 609 528 991.87422 82 226 - 944.71078 - 14.5 102s 610 529 946.08393 12 222 - 946.08393 - 14.5 114s 611 530 956.24756 37 218 - 947.39566 - 14.5 128s 612 530 972.27697 45 218 - 948.69857 - 14.5 143s 613 531 965.24756 57 257 - 949.33339 - 14.4 155s 614 532 956.24756 29 224 - 950.14775 - 14.4 171s 615 532 953.24756 27 191 - 950.92120 - 14.4 187s 616 533 951.92188 12 229 - 951.92188 - 14.4 266s 617 534 953.84423 21 208 - 953.84423 - 14.3 282s 618 534 954.75101 43 235 - 954.75101 - 14.3 293s 619 535 965.24756 53 215 - 955.10692 - 14.3 307s 620 536 955.73779 19 264 - 955.73779 - 14.3 324s 621 536 956.56997 43 218 - 956.56997 - 14.2 346s 622 537 956.68035 43 180 - 956.68035 - 14.2 358s 623 538 967.24756 58 165 - 956.97778 - 14.2 371s 624 538 965.24756 55 185 - 957.29592 - 14.2 387s 625 539 967.24756 58 215 - 957.49664 - 14.2 400s 626 540 957.64444 18 177 - 957.64444 - 14.1 415s 627 540 957.64444 27 183 - 957.64444 - 14.1 420s 628 541 967.24756 58 183 - 957.64444 - 14.1 427s 631 544 967.24756 58 187 - 957.75064 - 38.7 433s 633 545 957.75064 27 372 - 957.75064 - 38.6 448s 634 546 957.75064 27 227 - 957.75064 - 38.5 463s 635 547 965.24756 53 171 - 957.75064 - 38.5 477s 636 547 957.75064 19 196 - 957.75064 - 38.4 492s 637 548 957.89538 12 173 - 957.89538 - 38.3 504s 638 549 973.43751 45 170 - 957.93656 - 38.3 518s 639 549 958.01698 12 173 - 958.01698 - 38.2 533s 640 550 973.43751 45 168 - 958.01698 - 38.2 546s 641 551 958.01698 27 177 - 958.01698 - 38.1 555s 642 551 958.01698 19 172 - 958.01698 - 38.0 561s 643 552 958.01698 27 172 - 958.01698 - 38.0 573s 644 555 958.10513 28 155 - 958.10513 - 49.4 576s 677 577 962.81703 44 135 - 958.32777 - 48.7 580s 838 658 965.40198 38 187 - 958.33411 - 44.2 585s 1084 737 959.32798 34 176 - 958.74682 - 40.4 590s 1370 891 infeasible 102 - 958.76856 - 37.2 595s 1695 1042 987.14584 75 135 - 958.76856 - 34.2 600s 2018 1175 980.65905 71 93 - 958.81326 - 32.1 605s 2331 1325 959.67992 36 168 - 959.31328 - 30.5 610s 2624 1562 infeasible 74 - 959.32466 - 29.8 615s 2975 1830 infeasible 91 - 959.32798 - 28.6 620s 3311 2101 992.43584 74 137 - 959.34889 - 28.1 625s 3648 2382 974.75468 49 100 - 959.38841 - 27.8 630s 4036 2702 968.71919 44 143 - 959.42992 - 27.2 635s 4347 2967 994.01478 66 202 - 959.53930 - 27.0 640s 4716 3224 962.92992 41 173 - 959.60176 - 26.7 645s 5076 3506 966.64507 46 167 - 959.67992 - 26.5 650s 5399 3718 1023.46088 119 153 - 959.72159 - 26.3 655s 5751 3987 1001.02071 80 102 - 959.79358 - 26.3 660s 6050 4178 982.26959 57 98 - 959.93901 - 26.6 665s 6351 4411 967.88817 46 145 - 959.94659 - 26.6 670s 6647 4669 989.61323 104 72 - 959.94659 - 26.4 675s 6932 4893 983.03196 66 130 - 959.98564 - 26.2 680s 7243 5159 infeasible 86 - 960.02992 - 26.1 685s 7583 5444 1001.65323 115 11 - 960.09090 - 25.8 690s * 7587 4825 116 1002.0000000 960.09090 4.18% 25.7 690s H 7700 4747 1000.0000000 960.10639 3.99% 25.7 692s 7701 4748 996.11143 88 187 1000.00000 960.10639 3.99% 25.7 698s 7703 4749 986.79587 70 359 1000.00000 960.10639 3.99% 25.7 714s 7704 4750 965.66798 40 220 1000.00000 960.10639 3.99% 25.7 731s 7705 4751 996.11143 88 187 1000.00000 960.10639 3.99% 25.7 743s 7706 4751 998.57143 93 131 1000.00000 960.10639 3.99% 25.7 755s 7707 4752 982.67917 66 135 1000.00000 960.10639 3.99% 25.7 766s 7708 4753 972.59526 56 164 1000.00000 960.10639 3.99% 25.7 777s 7709 4753 996.52606 84 177 1000.00000 960.10639 3.99% 25.7 791s 7710 4754 971.34440 48 180 1000.00000 960.10639 3.99% 25.7 801s 7711 4755 998.57143 93 180 1000.00000 960.10639 3.99% 25.7 806s 7713 4758 960.10639 43 180 1000.00000 960.10639 3.99% 26.5 810s 7717 4761 960.10639 45 140 1000.00000 960.10639 3.99% 26.6 815s 7748 4776 987.85047 60 185 1000.00000 960.10639 3.99% 26.7 820s 7832 4816 995.64716 102 113 1000.00000 960.10639 3.99% 26.9 825s 7931 4831 963.43045 65 155 1000.00000 960.10639 3.99% 27.1 830s 8031 4861 978.82270 86 114 1000.00000 960.10639 3.99% 27.3 835s 8152 4910 982.40509 95 202 1000.00000 960.10639 3.99% 27.3 840s 8255 4947 964.81308 57 190 1000.00000 960.10639 3.99% 27.5 847s 8347 4974 966.59495 58 148 1000.00000 960.10639 3.99% 27.5 850s 8635 5076 972.20040 62 182 1000.00000 960.10639 3.99% 27.5 855s 8911 5175 967.69766 73 146 1000.00000 960.10639 3.99% 27.7 860s 9160 5250 964.89866 58 107 1000.00000 960.26858 3.97% 27.9 865s 9440 5355 989.50732 101 115 1000.00000 960.39103 3.96% 27.8 870s 9766 5462 966.22388 59 172 1000.00000 960.74988 3.93% 27.7 875s 10142 5591 infeasible 48 1000.00000 960.99808 3.90% 27.6 880s 10303 5631 967.08759 67 145 1000.00000 961.16361 3.88% 27.7 885s 10651 5713 973.38584 60 108 1000.00000 961.40155 3.86% 27.8 890s 10977 5828 973.93792 54 170 1000.00000 961.51098 3.85% 27.8 895s 11351 5948 975.06441 74 119 1000.00000 961.76268 3.82% 27.7 900s 11710 6037 979.12317 62 108 1000.00000 961.99845 3.80% 27.7 905s 12109 6153 964.31441 57 143 1000.00000 962.08945 3.79% 27.6 910s 12401 6235 979.62509 84 161 1000.00000 962.14256 3.79% 27.6 915s 12627 6275 972.96790 58 174 1000.00000 962.24986 3.78% 27.7 920s H12788 6059 999.0000000 962.37770 3.67% 27.7 923s 12855 6081 983.90470 63 177 999.00000 962.38872 3.66% 27.7 925s 13135 6174 976.54618 66 121 999.00000 962.43934 3.66% 27.8 930s 13452 6309 976.44606 72 113 999.00000 962.46847 3.66% 27.8 935s 13870 6463 991.13059 115 121 999.00000 962.52992 3.65% 27.7 940s 13962 6475 968.71917 56 206 999.00000 962.55386 3.65% 27.7 957s 14152 6532 966.03158 56 207 999.00000 962.60457 3.64% 27.7 960s 14538 6678 972.96917 56 131 999.00000 962.65250 3.64% 27.6 965s 14910 6749 969.39182 61 231 999.00000 962.79075 3.62% 27.6 970s 15229 6835 969.26352 63 160 999.00000 962.86203 3.62% 27.6 975s 15623 6951 966.56441 60 126 999.00000 962.96783 3.61% 27.6 980s 15924 7013 968.94353 61 167 999.00000 963.00195 3.60% 27.8 985s 16283 7107 966.91616 58 156 999.00000 963.08354 3.60% 27.8 990s 16589 7194 965.19157 62 148 999.00000 963.15581 3.59% 27.9 995s 16949 7309 993.46845 71 118 999.00000 963.20528 3.58% 27.9 1000s 17251 7403 969.42633 63 154 999.00000 963.25158 3.58% 28.0 1005s 17577 7525 infeasible 69 999.00000 963.30494 3.57% 27.9 1010s 17883 7590 infeasible 66 999.00000 963.40492 3.56% 28.0 1015s 18195 7677 975.59319 66 130 999.00000 963.51171 3.55% 28.0 1020s 18499 7744 972.67074 62 171 999.00000 963.60279 3.54% 28.1 1025s 18806 7817 995.86679 69 172 999.00000 963.69629 3.53% 28.3 1030s 19108 7902 infeasible 80 999.00000 963.72446 3.53% 28.3 1035s 19432 7983 974.88584 78 121 999.00000 963.85789 3.52% 28.3 1040s 19750 8101 982.67884 81 145 999.00000 963.89866 3.51% 28.4 1045s 20159 8242 977.85806 80 164 999.00000 963.95105 3.51% 28.3 1050s 20402 8335 978.74840 83 156 999.00000 963.96917 3.51% 28.2 1055s 20700 8413 967.82276 66 121 999.00000 964.01698 3.50% 28.2 1060s 21068 8572 989.82524 72 115 999.00000 964.05250 3.50% 28.1 1065s 21504 8758 975.30483 64 180 999.00000 964.09096 3.49% 28.0 1070s 21925 9038 973.11396 67 172 999.00000 964.16056 3.49% 27.8 1075s 22313 9298 987.47448 84 119 999.00000 964.20965 3.48% 27.8 1080s 22698 9536 992.20141 70 133 999.00000 964.27045 3.48% 27.8 1085s 23059 9733 967.41798 58 144 999.00000 964.31761 3.47% 27.8 1090s 23390 9935 964.50525 58 107 999.00000 964.34500 3.47% 27.8 1095s 23787 10238 988.00993 106 165 999.00000 964.37294 3.47% 27.8 1100s 24166 10505 970.87197 64 145 999.00000 964.40033 3.46% 27.7 1105s 24535 10716 976.38584 55 116 999.00000 964.44927 3.46% 27.7 1110s 24815 10927 991.51515 94 98 999.00000 964.49804 3.45% 27.7 1115s 25110 11056 972.31597 70 190 999.00000 964.54793 3.45% 27.8 1120s 25183 11092 967.81802 60 155 999.00000 964.55846 3.45% 27.8 1125s 25197 11106 975.44961 74 140 999.00000 964.55846 3.45% 27.8 1130s 25209 11118 985.78294 86 125 999.00000 964.55846 3.45% 27.8 1135s 25221 11122 967.81846 66 118 999.00000 964.56268 3.45% 27.8 1140s 25236 11123 969.35316 53 186 999.00000 964.57111 3.45% 27.8 1145s 25243 11130 973.31149 60 188 999.00000 964.57111 3.45% 27.8 1150s 25250 11134 986.84622 67 184 999.00000 964.57111 3.45% 27.8 1155s 25257 11136 968.68649 53 162 999.00000 964.58127 3.45% 27.8 1160s 25263 11142 970.46494 57 159 999.00000 964.58127 3.45% 27.8 1165s 25269 11148 975.13811 63 145 999.00000 964.58127 3.45% 27.8 1174s 25298 11169 971.18584 61 170 999.00000 964.58584 3.44% 27.8 1175s 25589 11332 967.88584 57 176 999.00000 964.67588 3.44% 27.9 1180s 25968 11584 965.21007 62 144 999.00000 964.71298 3.43% 27.8 1185s 26241 11739 968.50250 56 143 999.00000 964.75106 3.43% 27.9 1190s 26626 11980 967.44905 57 122 999.00000 964.79747 3.42% 27.9 1195s 26938 12107 981.12713 64 116 999.00000 964.83028 3.42% 27.9 1200s 27266 12295 993.13761 68 145 999.00000 964.88009 3.42% 27.9 1205s 27682 12554 966.99856 59 171 999.00000 964.88987 3.41% 27.9 1210s 28033 12796 997.50000 77 64 999.00000 964.92814 3.41% 27.9 1215s 28436 13051 985.18584 82 110 999.00000 964.96917 3.41% 27.8 1220s 28809 13274 980.05250 63 150 999.00000 964.98592 3.40% 27.8 1225s 29116 13441 974.84545 59 187 999.00000 965.04038 3.40% 27.8 1230s 29444 13579 967.06677 61 188 999.00000 965.06404 3.40% 27.9 1235s 29808 13791 cutoff 91 999.00000 965.14555 3.39% 27.9 1240s 30148 14012 966.16709 64 187 999.00000 965.19157 3.38% 27.9 1245s 30550 14271 989.73584 76 145 999.00000 965.24436 3.38% 27.8 1250s 30767 14408 cutoff 93 999.00000 965.27045 3.38% 27.7 1255s 31142 14640 979.96917 79 139 999.00000 965.30250 3.37% 27.7 1260s 31402 14765 973.67265 69 142 999.00000 965.32125 3.37% 27.8 1265s 31765 15029 971.63584 72 160 999.00000 965.33361 3.37% 27.7 1270s 32057 15227 982.73878 78 104 999.00000 965.34273 3.37% 27.7 1275s 32358 15391 981.15955 59 156 999.00000 965.35171 3.37% 27.8 1280s 32688 15591 975.86844 70 155 999.00000 965.38584 3.36% 27.8 1285s 32997 15740 984.29324 66 140 999.00000 965.43346 3.36% 27.8 1290s 33349 15937 971.12268 67 156 999.00000 965.46342 3.36% 27.8 1295s 33657 16147 977.30012 80 146 999.00000 965.47741 3.36% 27.8 1300s 33980 16298 967.05153 58 188 999.00000 965.53478 3.35% 27.9 1305s 34344 16494 cutoff 101 999.00000 965.56441 3.35% 27.9 1310s 34712 16690 982.67591 75 145 999.00000 965.60458 3.34% 27.8 1315s 35060 16874 cutoff 65 999.00000 965.63193 3.34% 27.9 1320s 35429 17088 cutoff 91 999.00000 965.65444 3.34% 27.9 1325s 35814 17295 986.75962 73 177 999.00000 965.69585 3.33% 27.9 1330s 36143 17476 979.41218 58 118 999.00000 965.72973 3.33% 27.9 1335s 36543 17716 969.63114 56 185 999.00000 965.75740 3.33% 27.9 1340s 36860 17834 977.38584 67 114 999.00000 965.80250 3.32% 27.9 1345s 37142 18022 987.95163 80 107 999.00000 965.81441 3.32% 27.9 1350s 37520 18227 971.76391 62 176 999.00000 965.86920 3.32% 27.9 1355s 37864 18409 cutoff 78 999.00000 965.88472 3.31% 28.0 1360s 38191 18534 967.55896 64 126 999.00000 965.91275 3.31% 28.0 1365s 38564 18716 977.52750 65 180 999.00000 965.96456 3.31% 28.0 1370s 38922 18928 983.84802 63 152 999.00000 965.98584 3.30% 28.0 1375s 39283 19137 978.70991 69 178 999.00000 965.99952 3.30% 28.0 1380s 39630 19281 973.74695 75 168 999.00000 966.03800 3.30% 28.0 1385s 39973 19489 985.98550 82 105 999.00000 966.04889 3.30% 28.0 1390s 40296 19643 968.04059 57 218 999.00000 966.05846 3.30% 28.0 1395s 40611 19831 982.10391 66 177 999.00000 966.08121 3.30% 28.1 1400s 40805 19936 969.38560 67 187 999.00000 966.10250 3.29% 28.1 1667s 40807 19937 976.29641 72 365 999.00000 966.10250 3.29% 28.1 1678s 40808 19938 975.29365 75 184 999.00000 966.10250 3.29% 28.1 1693s 40809 19939 969.00973 75 155 999.00000 966.10250 3.29% 28.1 1707s 40810 19939 967.59765 56 154 999.00000 966.10250 3.29% 28.1 1723s 40811 19940 966.45193 59 194 999.00000 966.10250 3.29% 28.1 1743s 40812 19941 981.81419 87 165 999.00000 966.10250 3.29% 28.1 1758s 40813 19941 969.38560 67 158 999.00000 966.10250 3.29% 28.1 1773s 40814 19942 969.00973 75 164 999.00000 966.10250 3.29% 28.1 1792s 40815 19943 981.81419 87 165 999.00000 966.10250 3.29% 28.1 1811s 40816 19943 971.70460 72 175 999.00000 966.10250 3.29% 28.1 1830s 40817 19944 976.29641 72 167 999.00000 966.10250 3.29% 28.1 1847s 40818 19945 991.73737 88 175 999.00000 966.10250 3.29% 28.1 1865s 40819 19945 975.29365 75 179 999.00000 966.10250 3.29% 28.1 1886s 40820 19946 990.80250 91 172 999.00000 966.10250 3.29% 28.1 1904s 40821 19947 991.73737 88 177 999.00000 966.10250 3.29% 28.1 1922s 40822 19947 979.93129 88 137 999.00000 966.10250 3.29% 28.1 1939s 40823 19948 981.81419 87 146 999.00000 966.10250 3.29% 28.1 1957s 40824 19949 979.93129 88 130 999.00000 966.10250 3.29% 28.1 1975s 40825 19949 975.12178 69 137 999.00000 966.10250 3.29% 28.1 1991s 40826 19950 975.29365 75 146 999.00000 966.10250 3.29% 28.1 2006s 40827 19951 969.00973 75 138 999.00000 966.10250 3.29% 28.1 2022s 40828 19951 969.13966 69 145 999.00000 966.10250 3.29% 28.1 2040s 40829 19952 980.05250 81 198 999.00000 966.10250 3.29% 28.1 2060s 40830 19953 981.81419 87 166 999.00000 966.10250 3.29% 28.1 2079s 40831 19953 975.29365 75 193 999.00000 966.10250 3.29% 28.1 2096s 40832 19954 969.00973 75 178 999.00000 966.10250 3.29% 28.1 2117s 40833 19955 984.64429 73 186 999.00000 966.10250 3.29% 28.1 2139s 40834 19955 973.72533 70 179 999.00000 966.10250 3.29% 28.1 2157s 40835 19956 966.10599 60 173 999.00000 966.10250 3.29% 28.1 2172s 40836 19957 979.93129 88 132 999.00000 966.10250 3.29% 28.1 2189s 40837 19957 981.81419 87 175 999.00000 966.10250 3.29% 28.1 2207s 40838 19958 989.18584 69 169 999.00000 966.10250 3.29% 28.1 2226s 40839 19959 966.10599 60 172 999.00000 966.10250 3.29% 28.1 2243s 40840 19959 971.70460 72 193 999.00000 966.10250 3.29% 28.1 2263s 40841 19960 969.38560 67 206 999.00000 966.10250 3.29% 28.1 2284s 40842 19961 976.29641 72 191 999.00000 966.10250 3.29% 28.1 2339s 40843 19961 981.81419 87 186 999.00000 966.10250 3.29% 28.1 2360s 40844 19962 966.45193 59 196 999.00000 966.10250 3.29% 28.1 2380s 40845 19963 975.12178 69 206 999.00000 966.10250 3.29% 28.1 2402s 40846 19963 975.29365 75 209 999.00000 966.10250 3.29% 28.1 2423s 40847 19964 989.18584 69 208 999.00000 966.10250 3.29% 28.1 2446s 40848 19965 995.02352 93 201 999.00000 966.10250 3.29% 28.1 2464s 40849 19965 967.59765 56 197 999.00000 966.10250 3.29% 28.1 2485s 40850 19966 973.72533 70 205 999.00000 966.10250 3.29% 28.1 2502s 40851 19967 975.12178 69 204 999.00000 966.10250 3.29% 28.1 2519s 40852 19967 989.18584 69 204 999.00000 966.10250 3.29% 28.1 2539s 40853 19968 980.05250 81 204 999.00000 966.10250 3.29% 28.1 2557s 40854 19969 967.59765 56 204 999.00000 966.10250 3.29% 28.1 2566s 40856 19972 966.10250 52 207 999.00000 966.10250 3.29% 28.5 2573s 40858 19973 966.10250 53 181 999.00000 966.10250 3.29% 28.5 2576s 40861 19975 966.10250 54 179 999.00000 966.10250 3.29% 28.5 2580s 40865 19978 969.51195 56 189 999.00000 966.10250 3.29% 28.5 2585s 40876 19984 968.47639 62 211 999.00000 966.10250 3.29% 28.5 2590s 40888 19991 973.50675 68 211 999.00000 966.10250 3.29% 28.5 2595s 40901 19996 983.31765 74 187 999.00000 966.10250 3.29% 28.5 2600s 40931 20000 966.10250 56 182 999.00000 966.10250 3.29% 28.5 2605s 40962 20021 966.62581 71 199 999.00000 966.10250 3.29% 28.5 2610s 41014 20049 983.76009 97 104 999.00000 966.10250 3.29% 28.6 2615s 41097 20078 980.78161 70 120 999.00000 966.10250 3.29% 28.5 2620s 41207 20123 967.54500 72 206 999.00000 966.10250 3.29% 28.5 2625s 41278 20153 966.10250 60 182 999.00000 966.10250 3.29% 28.5 2630s 41351 20175 966.10250 55 167 999.00000 966.10250 3.29% 28.5 2635s 41403 20193 967.04644 63 200 999.00000 966.10250 3.29% 28.6 2640s 41469 20190 991.52189 72 196 999.00000 966.10250 3.29% 28.6 2645s 41534 20208 976.68780 70 209 999.00000 966.10250 3.29% 28.6 2650s 41625 20252 982.35248 86 235 999.00000 966.10250 3.29% 28.6 2655s 41686 20272 988.47156 70 180 999.00000 966.10250 3.29% 28.6 2660s 41776 20294 cutoff 77 999.00000 966.10250 3.29% 28.6 2665s 41859 20321 980.78723 84 197 999.00000 966.10250 3.29% 28.6 2670s 41956 20353 991.78261 78 133 999.00000 966.10250 3.29% 28.6 2675s 42050 20386 991.74216 79 111 999.00000 966.10250 3.29% 28.7 2680s 42215 20433 985.54604 101 175 999.00000 966.10250 3.29% 28.6 2685s 42430 20512 978.54335 71 207 999.00000 966.10250 3.29% 28.7 2690s 42656 20591 979.92503 69 169 999.00000 966.10250 3.29% 28.7 2695s 42873 20650 981.87411 69 201 999.00000 966.10250 3.29% 28.7 2700s 43144 20703 966.74587 67 183 999.00000 966.10250 3.29% 28.7 2705s 43391 20752 975.92988 70 184 999.00000 966.10250 3.29% 28.8 2710s 43607 20807 990.71457 99 116 999.00000 966.10250 3.29% 28.8 2715s 43873 20887 970.17014 71 154 999.00000 966.10250 3.29% 28.8 2720s 44127 20983 992.59100 94 116 999.00000 966.10250 3.29% 28.8 2725s 44394 21093 994.41509 106 118 999.00000 966.10250 3.29% 28.8 2730s 44613 21162 975.12636 74 130 999.00000 966.10250 3.29% 28.8 2735s 44865 21266 996.73994 100 159 999.00000 966.10250 3.29% 28.8 2740s 45090 21348 infeasible 83 999.00000 966.10250 3.29% 28.8 2745s 45337 21418 984.47649 67 213 999.00000 966.10250 3.29% 28.9 2750s 45590 21475 981.71709 73 162 999.00000 966.10250 3.29% 28.9 2755s 45862 21544 979.01760 74 172 999.00000 966.10250 3.29% 28.9 2760s 46100 21619 978.43688 75 160 999.00000 966.14237 3.29% 28.9 2765s 46364 21717 971.40224 58 192 999.00000 966.32002 3.27% 28.9 2770s 46667 21810 993.98337 86 192 999.00000 966.45226 3.26% 28.9 2775s 46923 21876 cutoff 80 999.00000 966.53501 3.25% 28.9 2780s 47191 21952 969.60076 68 177 999.00000 966.62340 3.24% 28.9 2785s 47449 22040 996.47548 97 201 999.00000 966.67904 3.24% 28.9 2790s 47691 22099 978.47293 67 187 999.00000 966.77790 3.23% 29.0 2795s 47938 22168 970.53436 78 132 999.00000 966.94255 3.21% 29.0 2800s 48207 22244 972.93585 66 183 999.00000 966.99956 3.20% 29.0 2805s H48244 20342 992.0000000 967.01412 2.52% 29.0 2806s 48431 20372 973.96200 77 205 992.00000 967.10223 2.51% 29.0 2810s 48679 20411 973.23934 74 211 992.00000 967.15234 2.50% 29.0 2815s 48886 20446 cutoff 101 992.00000 967.20819 2.50% 29.1 2820s 49113 20507 980.37367 89 180 992.00000 967.24364 2.50% 29.1 2825s 49368 20554 980.25145 69 156 992.00000 967.35201 2.48% 29.1 2830s 49402 20558 984.24030 75 158 992.00000 967.35743 2.48% 29.1 2851s 49527 20582 985.77404 77 180 992.00000 967.41051 2.48% 29.1 2855s 49770 20581 cutoff 88 992.00000 967.48973 2.47% 29.1 2860s 49997 20598 968.30246 60 138 992.00000 967.59845 2.46% 29.2 2865s 50258 20670 987.70212 84 135 992.00000 967.62439 2.46% 29.2 2870s 50532 20718 979.38305 77 177 992.00000 967.69579 2.45% 29.2 2875s 50773 20763 989.34085 76 168 992.00000 967.75041 2.44% 29.2 2880s 51006 20797 986.05089 86 187 992.00000 967.81426 2.44% 29.2 2975s 51008 20798 987.45675 84 359 992.00000 967.81426 2.44% 29.2 2991s 51009 20799 983.00910 76 201 992.00000 967.81426 2.44% 29.2 3004s 51010 20800 976.44651 64 159 992.00000 967.81426 2.44% 29.2 3020s 51011 20800 975.88009 80 192 992.00000 967.81426 2.44% 29.2 3038s 51012 20801 983.00910 76 148 992.00000 967.81426 2.44% 29.2 3053s 51013 20802 974.74590 62 194 992.00000 967.81426 2.44% 29.2 3070s 51014 20802 986.91266 78 194 992.00000 967.81426 2.44% 29.2 3087s 51015 20803 973.65539 70 216 992.00000 967.81426 2.44% 29.2 3109s 51016 20804 990.59168 83 229 992.00000 967.81426 2.44% 29.2 3133s 51017 20804 977.65543 71 222 992.00000 967.81426 2.44% 29.2 3150s 51018 20805 972.91765 65 222 992.00000 967.81426 2.44% 29.2 3168s 51019 20806 983.00910 76 228 992.00000 967.81426 2.44% 29.2 3189s 51020 20806 973.65539 70 232 992.00000 967.81426 2.44% 29.2 3207s 51021 20807 987.45675 84 230 992.00000 967.81426 2.44% 29.2 3228s 51022 20808 974.99406 77 225 992.00000 967.81426 2.44% 29.2 3253s 51023 20808 986.05089 86 223 992.00000 967.81426 2.44% 29.2 3276s 51024 20809 982.01505 113 220 992.00000 967.81426 2.44% 29.2 3294s 51025 20810 974.99406 77 218 992.00000 967.81426 2.44% 29.2 3312s 51026 20810 973.38189 71 211 992.00000 967.81426 2.44% 29.2 3328s 51027 20811 978.04816 93 224 992.00000 967.81426 2.44% 29.2 3344s 51028 20812 981.80290 61 225 992.00000 967.81426 2.44% 29.2 3362s 51029 20812 986.91266 78 219 992.00000 967.81426 2.44% 29.2 3377s 51030 20813 983.00910 76 221 992.00000 967.81426 2.44% 29.2 3392s 51031 20814 986.05089 86 219 992.00000 967.81426 2.44% 29.2 3412s 51032 20814 982.01505 113 224 992.00000 967.81426 2.44% 29.2 3432s 51033 20815 986.91266 78 229 992.00000 967.81426 2.44% 29.2 3451s 51034 20816 981.80290 61 221 992.00000 967.81426 2.44% 29.2 3468s 51035 20816 972.91765 65 226 992.00000 967.81426 2.44% 29.2 3487s 51036 20817 977.65543 71 224 992.00000 967.81426 2.44% 29.2 3504s 51037 20818 990.59168 83 230 992.00000 967.81426 2.44% 29.2 3523s 51038 20818 976.44651 64 224 992.00000 967.81426 2.44% 29.2 3545s 51039 20819 987.94454 78 227 992.00000 967.81426 2.44% 29.2 3564s 51040 20820 981.80290 61 228 992.00000 967.81426 2.44% 29.2 3582s 51041 20820 987.94454 78 228 992.00000 967.81426 2.44% 29.2 3599s Cutting planes: Learned: 3 Gomory: 55 Cover: 5 Clique: 2 MIR: 95 Flow cover: 1 GUB cover: 24 Zero half: 77 Mod-K: 1 Explored 51041 nodes (1504940 simplex iterations) in 3600.43 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 9.920000000000e+02, best bound 9.680000000000e+02, gap 2.4194%