Gurobi 5.0.1 (linux64) logging started Sun Dec 23 10:58:47 2012 Optimize a model with 23102 rows, 22801 columns and 138215 nonzeros Presolve removed 10818 rows and 11677 columns Presolve time: 0.29s Presolved: 12284 rows, 11124 columns, 60448 nonzeros Variable types: 144 continuous, 10980 integer (10980 binary) Root relaxation: objective 8.533348e+02, 1253 iterations, 0.11 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 853.33475 0 280 - 853.33475 - - 0s 0 0 885.01346 0 200 - 885.01346 - - 1s 0 0 887.28951 0 291 - 887.28951 - - 1s 0 0 888.08788 0 305 - 888.08788 - - 1s 0 0 888.22638 0 315 - 888.22638 - - 1s 0 0 888.97007 0 309 - 888.97007 - - 1s 0 0 890.30512 0 267 - 890.30512 - - 2s 0 0 890.50936 0 321 - 890.50936 - - 2s 0 0 890.70681 0 303 - 890.70681 - - 2s 0 0 890.94925 0 284 - 890.94925 - - 2s 0 0 890.95599 0 284 - 890.95599 - - 2s 0 0 890.95599 0 209 - 890.95599 - - 3s 0 0 890.95599 0 208 - 890.95599 - - 3s 0 0 890.95599 0 211 - 890.95599 - - 3s 0 0 890.95599 0 214 - 890.95599 - - 3s 0 0 890.95599 0 214 - 890.95599 - - 4s 0 2 891.14067 0 202 - 891.14067 - - 5s 335 277 910.65737 11 140 - 898.44792 - 23.3 10s 603 502 922.97916 9 287 - 898.54408 - 23.7 32s 604 503 927.14634 32 243 - 898.54408 - 23.7 40s 605 504 948.97500 53 321 - 899.99870 - 23.6 64s 606 504 988.20726 74 276 - 902.93581 - 23.6 75s 607 505 932.21390 43 260 - 904.26533 - 23.6 87s 608 506 946.25105 61 305 - 905.80460 - 23.5 100s 609 506 925.61133 29 323 - 907.09126 - 23.5 111s 610 507 939.96729 43 310 - 907.77619 - 23.4 128s 611 508 921.67357 23 263 - 909.05354 - 23.4 142s 612 508 922.47468 21 300 - 910.65810 - 23.4 153s 613 509 939.96729 43 274 - 911.15731 - 23.3 167s 614 510 911.39867 10 328 - 911.39867 - 23.3 177s 615 510 922.47468 21 324 - 911.74249 - 23.3 190s 616 511 938.48673 36 261 - 911.86057 - 23.2 204s 617 512 921.67357 23 261 - 912.10974 - 23.2 214s 618 512 916.78437 13 300 - 912.25135 - 23.1 234s 619 513 916.11709 10 348 - 912.92797 - 23.1 247s 620 514 935.55770 43 345 - 913.11721 - 23.1 271s 621 514 927.14634 32 338 - 913.38868 - 23.0 289s 622 515 916.11709 10 358 - 913.70814 - 23.0 306s 623 516 920.05420 12 282 - 913.89513 - 23.0 325s 624 516 946.25105 61 297 - 913.97849 - 22.9 338s 625 517 988.20726 74 304 - 913.98930 - 22.9 353s 626 518 916.11709 10 300 - 913.98930 - 22.8 365s 628 521 914.00473 13 323 - 914.00473 - 40.4 371s 777 578 917.54869 21 281 - 914.66791 - 39.3 375s 1122 716 920.23366 24 280 - 915.08932 - 35.8 380s 1371 832 919.47323 21 278 - 915.36168 - 35.5 385s 1500 906 infeasible 78 - 915.36168 - 36.8 390s 1703 1014 958.31169 66 178 - 915.44624 - 37.1 395s 1949 1156 988.65203 102 112 - 915.48695 - 37.0 400s 2236 1316 948.15400 86 182 - 915.98600 - 36.3 405s 2502 1503 929.25305 39 271 - 916.04882 - 36.6 410s 2823 1769 918.77884 31 248 - 916.16177 - 35.8 415s 3173 2050 923.37298 52 141 - 916.36102 - 35.0 420s 3509 2337 925.30786 33 171 - 916.51307 - 34.5 425s 3877 2624 944.07005 42 285 - 916.57251 - 34.2 430s 4016 2721 933.32663 55 168 - 916.63255 - 34.4 435s 4346 2955 918.86360 20 224 - 916.98600 - 34.4 440s 4654 3216 921.17794 27 280 - 916.99147 - 34.2 445s 4928 3445 946.01366 79 172 - 916.99600 - 33.9 450s 5193 3660 951.48678 58 187 - 917.12837 - 33.7 455s 5432 3852 967.12550 90 154 - 917.18925 - 33.7 460s 5764 4113 940.47727 63 186 - 917.30568 - 33.4 465s 6037 4308 922.37681 39 262 - 917.33701 - 33.5 470s 6340 4572 993.40534 78 212 - 917.42531 - 33.5 475s 6568 4756 infeasible 67 - 917.43390 - 33.7 480s 6838 4959 937.53688 31 311 - 917.45921 - 33.7 485s 7072 5121 934.65610 47 243 - 917.58566 - 33.9 490s 7345 5371 936.07530 40 203 - 917.60843 - 33.9 495s 7629 5611 943.97314 39 181 - 917.67096 - 34.0 500s 7921 5837 infeasible 56 - 917.79374 - 34.1 505s 8166 6054 1032.60320 133 173 - 917.83382 - 34.0 510s 8428 6253 infeasible 42 - 917.86212 - 34.2 515s 8662 6437 921.40208 31 218 - 917.86461 - 34.5 520s 8869 6619 966.84760 47 213 - 917.93333 - 34.8 525s 9081 6773 938.25174 35 196 - 918.00327 - 35.1 530s 9343 7006 infeasible 109 - 918.05779 - 35.1 535s 9670 7285 951.61853 112 215 - 918.06736 - 35.0 540s 9982 7552 980.85955 116 165 - 918.09867 - 34.9 545s 10201 7727 924.89200 35 227 - 918.09867 - 34.9 550s 10503 7972 infeasible 54 - 918.11760 - 34.8 555s 10838 8249 962.57416 62 162 - 918.13442 - 34.6 560s 11119 8492 948.91782 85 149 - 918.13770 - 34.5 565s 11408 8742 939.52941 52 148 - 918.16151 - 34.6 570s 11737 9006 927.08691 32 213 - 918.16739 - 34.4 575s 12019 9218 929.76452 34 245 - 918.25236 - 34.3 580s 12348 9476 infeasible 109 - 918.26662 - 34.3 585s 12675 9685 927.30687 34 187 - 918.28298 - 34.3 590s 12961 9918 966.28952 87 131 - 918.32076 - 34.4 595s 13192 10106 941.98301 58 134 - 918.35890 - 34.5 600s 13480 10340 infeasible 125 - 918.36643 - 34.5 605s 13787 10595 963.57413 68 191 - 918.39238 - 34.5 610s 14091 10832 infeasible 45 - 918.40552 - 34.6 615s 14375 11058 956.33374 65 211 - 918.41612 - 34.6 620s 14628 11256 988.36731 74 224 - 918.47367 - 34.8 625s 14918 11470 937.79222 32 207 - 918.50278 - 34.9 630s 15107 11621 1005.29340 130 147 - 918.50278 - 35.0 635s 15353 11825 967.28073 104 215 - 918.51563 - 35.1 640s 15711 12110 931.81445 52 183 - 918.53513 - 34.9 645s 15952 12318 947.38786 86 227 - 918.55838 - 34.9 650s 16219 12561 1021.72887 110 181 - 918.58027 - 35.1 655s 16508 12782 950.81481 40 213 - 918.60571 - 35.1 660s 16794 13036 infeasible 137 - 918.61466 - 35.1 665s 17000 13195 944.98902 63 207 - 918.63980 - 35.2 670s 17265 13412 937.15022 39 211 - 918.64668 - 35.3 675s 17507 13623 971.50662 101 234 - 918.68235 - 35.3 680s 17774 13823 966.05942 77 162 - 918.73092 - 35.4 685s 17984 13996 967.72575 55 220 - 918.73194 - 35.4 690s 18266 14219 994.59537 69 199 - 918.74979 - 35.5 695s 18571 14437 976.31370 67 207 - 918.77175 - 35.5 700s 18852 14670 944.74441 38 203 - 918.78231 - 35.6 705s 19112 14877 929.87769 38 257 - 918.78452 - 35.6 710s 19367 15068 920.00645 36 227 - 918.78912 - 35.6 715s 19679 15304 941.24468 45 253 - 918.80035 - 35.6 720s 19965 15559 940.55602 46 197 - 918.80265 - 35.6 725s 20226 15774 973.34989 74 184 - 918.81513 - 35.7 730s 20417 15885 924.22202 38 196 - 918.84787 - 35.8 735s 20734 16157 959.34668 80 149 - 918.84789 - 35.8 740s 20981 16349 919.21377 28 212 - 918.87730 - 35.9 745s 21359 16671 967.95796 75 113 - 918.88703 - 35.7 750s 21682 16922 934.99878 42 212 - 918.89749 - 35.7 755s 21985 17160 1003.22553 91 189 - 918.91809 - 35.7 760s 22307 17407 1011.04233 74 188 - 918.92260 - 35.7 765s 22617 17637 infeasible 85 - 918.92480 - 35.6 770s 22911 17900 943.00058 76 173 - 918.94886 - 35.7 775s 23229 18158 927.54982 27 218 - 918.95199 - 35.6 780s 23542 18414 969.88009 55 295 - 918.96335 - 35.7 785s 23856 18660 980.44770 95 190 - 918.96698 - 35.7 790s 24156 18904 967.97071 98 123 - 918.98143 - 35.7 795s 24440 19101 infeasible 87 - 918.98665 - 35.7 800s 24735 19349 965.58601 96 180 - 918.98917 - 35.7 805s 24941 19509 933.82597 34 171 - 918.98917 - 35.7 810s 25227 19714 933.45099 34 206 - 918.99408 - 35.7 815s 25458 19886 937.39529 45 215 - 919.01854 - 35.8 820s 25743 20114 942.64539 42 201 - 919.04773 - 35.9 825s 26034 20366 959.60633 95 137 - 919.05284 - 35.9 830s 26269 20530 974.53844 90 163 - 919.06643 - 36.0 835s 26519 20717 948.79961 69 124 - 919.08458 - 36.1 840s 26772 20927 937.61405 51 219 - 919.09259 - 36.1 845s 26969 21080 932.65277 37 218 - 919.10345 - 36.3 850s 27252 21325 957.91912 68 150 - 919.10685 - 36.2 855s 27516 21533 930.81425 36 196 - 919.12411 - 36.3 860s 27732 21693 942.08284 35 211 - 919.15715 - 36.4 865s 28009 21902 933.29554 43 223 - 919.17325 - 36.5 870s 28287 22121 937.08183 40 212 - 919.18117 - 36.5 875s 28626 22381 941.28206 42 168 - 919.20512 - 36.4 880s 28857 22554 955.29359 47 238 - 919.23771 - 36.6 885s 29108 22744 946.34171 54 140 - 919.24712 - 36.6 890s 29473 23021 934.41019 42 196 - 919.26243 - 36.5 895s 29778 23272 949.16509 49 235 - 919.26749 - 36.5 900s 30046 23480 925.22859 36 221 - 919.27718 - 36.6 905s 30298 23702 1048.50272 121 183 - 919.30126 - 36.7 910s 30548 23883 939.88604 53 178 - 919.31917 - 36.8 915s 30781 24079 963.59066 86 144 - 919.32250 - 36.8 920s 31100 24308 931.48996 36 206 - 919.32504 - 36.8 925s 31426 24587 infeasible 74 - 919.32667 - 36.7 930s 31669 24775 978.37713 60 147 - 919.37769 - 36.8 935s 31913 24947 936.27885 30 216 - 919.40068 - 36.9 940s 32167 25172 951.07104 59 132 - 919.41487 - 37.0 945s 32484 25403 942.23665 39 231 - 919.42149 - 37.0 950s 32794 25658 924.29931 36 227 - 919.44440 - 36.9 955s 33056 25866 935.00182 38 190 - 919.45470 - 37.0 960s 33368 26112 932.30680 45 205 - 919.45934 - 37.0 965s 33686 26371 931.57363 30 214 - 919.46775 - 36.9 970s 33999 26612 934.75287 34 220 - 919.47547 - 36.9 975s 34202 26792 944.77713 42 255 - 919.47681 - 36.9 980s 34472 26985 932.31299 40 206 - 919.49302 - 37.0 985s 34785 27246 948.18668 75 158 - 919.49902 - 37.0 990s 35070 27473 956.78874 78 156 - 919.50564 - 37.0 995s 35195 27550 942.68738 29 231 - 919.50936 - 37.2 1000s 35448 27725 infeasible 63 - 919.51298 - 37.2 1005s 35695 27928 1021.69333 60 197 - 919.51587 - 37.3 1010s 35974 28140 945.25984 67 157 - 919.51666 - 37.3 1015s 36191 28301 932.11085 34 236 - 919.53123 - 37.4 1020s 36381 28446 941.54903 36 231 - 919.55697 - 37.5 1025s 36633 28642 951.78107 62 166 - 919.56887 - 37.5 1030s 36858 28793 936.32212 32 212 - 919.58318 - 37.6 1035s 37110 28994 infeasible 98 - 919.59267 - 37.6 1040s 37356 29196 952.05467 62 199 - 919.61194 - 37.6 1045s 37641 29409 931.68747 36 201 - 919.62088 - 37.6 1050s 37944 29639 935.44678 36 256 - 919.63767 - 37.6 1055s 38211 29840 975.68634 79 164 - 919.64555 - 37.7 1060s 38411 29979 947.07899 43 229 - 919.67210 - 37.8 1065s 38672 30174 infeasible 41 - 919.69169 - 37.8 1070s 38930 30361 922.73282 47 153 - 919.70196 - 37.8 1075s 39208 30588 952.04106 55 209 - 919.70742 - 37.8 1080s 39446 30777 936.48043 53 194 - 919.71377 - 37.9 1085s 39663 30941 infeasible 60 - 919.71377 - 38.0 1090s 39915 31129 947.31629 38 237 - 919.71935 - 38.0 1095s 40096 31277 infeasible 76 - 919.73391 - 38.1 1100s 40377 31509 965.06645 80 226 - 919.77051 - 38.1 1105s 40677 31739 955.60469 63 206 - 919.78575 - 38.1 1110s 40804 31827 929.51537 34 219 - 919.78844 - 38.1 1279s 40849 31868 961.00023 55 236 - 919.78844 - 38.1 1280s 41090 32039 963.11148 53 214 - 919.80074 - 38.2 1285s 41366 32267 985.69934 77 201 - 919.83291 - 38.2 1290s 41607 32436 infeasible 71 - 919.83399 - 38.2 1295s 41874 32645 935.33452 51 228 - 919.84789 - 38.2 1300s 42142 32872 infeasible 53 - 919.85017 - 38.2 1305s 42487 33165 1020.72434 145 166 - 919.86410 - 38.1 1310s 42766 33351 984.96195 50 252 - 919.88301 - 38.2 1315s 43069 33603 infeasible 93 - 919.89811 - 38.1 1320s 43364 33835 934.09772 41 228 - 919.91663 - 38.1 1325s 43544 33970 962.74677 55 204 - 919.92156 - 38.2 1330s 43780 34151 934.41834 47 242 - 919.93882 - 38.2 1335s 44122 34430 923.74182 38 231 - 919.96077 - 38.2 1340s 44433 34706 984.11703 59 221 - 919.97930 - 38.2 1345s 44701 34920 920.58258 26 264 - 919.98917 - 38.2 1350s 44939 35125 966.01741 82 185 - 919.99554 - 38.2 1355s 45211 35346 937.18423 42 205 - 919.99956 - 38.2 1360s 45460 35516 940.40607 44 204 - 920.02006 - 38.2 1365s 45736 35731 1018.35251 92 220 - 920.03260 - 38.2 1370s 45970 35886 957.56526 51 241 - 920.04023 - 38.2 1375s 46162 36026 941.15831 48 216 - 920.04769 - 38.3 1380s 46453 36248 1014.06422 70 186 - 920.06736 - 38.3 1385s 46763 36513 930.54551 38 245 - 920.08893 - 38.3 1390s 47079 36750 968.18019 96 166 - 920.11273 - 38.2 1395s 47341 36942 972.91730 80 196 - 920.11624 - 38.2 1400s 47612 37120 945.73852 48 216 - 920.11904 - 38.3 1405s 47857 37319 938.40300 42 243 - 920.13328 - 38.3 1410s 48070 37492 925.87027 26 216 - 920.13442 - 38.3 1415s 48299 37653 926.34108 29 208 - 920.13723 - 38.4 1420s 48529 37833 927.66250 39 184 - 920.15719 - 38.4 1425s 48835 38109 991.35342 84 127 - 920.15899 - 38.4 1430s 49131 38345 943.99081 50 210 - 920.17802 - 38.4 1435s 49423 38539 1002.68881 43 236 - 920.18952 - 38.4 1440s 49716 38740 infeasible 114 - 920.20823 - 38.4 1445s 49940 38915 938.52426 32 266 - 920.23292 - 38.4 1450s 50208 39130 940.21093 48 214 - 920.24871 - 38.4 1455s 50463 39311 956.35155 49 210 - 920.25754 - 38.5 1460s 50759 39538 944.45817 68 184 - 920.27135 - 38.5 1465s 51005 39717 926.44956 38 175 - 920.30237 - 38.4 1470s 51308 39975 942.19370 38 204 - 920.31076 - 38.4 1475s 51559 40154 989.33762 65 179 - 920.31510 - 38.5 1480s 51784 40312 infeasible 37 - 920.33989 - 38.5 1485s 52012 40480 939.34059 34 208 - 920.34312 - 38.5 1490s 52267 40649 958.05304 55 238 - 920.34824 - 38.5 1495s 52616 40877 921.98028 28 271 - 920.35693 - 38.4 1500s 52857 41076 946.48249 60 147 - 920.36630 - 38.5 1505s 53131 41282 993.08774 73 179 - 920.37379 - 38.5 1510s 53395 41475 942.47543 50 199 - 920.37973 - 38.5 1515s 53691 41729 infeasible 130 - 920.38527 - 38.5 1520s 53931 41907 infeasible 69 - 920.40519 - 38.6 1526s 54047 42003 995.90366 85 160 - 920.40556 - 38.7 1530s 54357 42244 939.23381 45 210 - 920.41821 - 38.7 1535s 54674 42465 953.19563 56 251 - 920.42703 - 38.7 1540s 54996 42711 957.30122 102 158 - 920.45162 - 38.6 1545s 55212 42851 942.81983 37 195 - 920.46698 - 38.7 1550s 55454 43044 962.80444 88 134 - 920.47087 - 38.7 1555s 55734 43248 934.28987 62 261 - 920.49527 - 38.7 1560s 55886 43340 926.56532 28 231 - 920.50564 - 38.8 1565s 56154 43551 939.61385 50 201 - 920.51846 - 38.8 1570s 56383 43690 936.77877 34 183 - 920.52662 - 38.8 1575s 56658 43891 980.21121 85 164 - 920.55151 - 38.8 1580s 56889 44079 963.99835 55 213 - 920.57467 - 38.9 1585s 57134 44254 982.16690 83 211 - 920.58294 - 38.9 1590s 57411 44431 infeasible 52 - 920.59633 - 38.9 1595s 57658 44617 942.18593 46 259 - 920.60429 - 38.9 1600s 57924 44815 929.95162 34 254 - 920.60947 - 38.9 1605s 58179 44974 infeasible 46 - 920.63413 - 38.9 1610s 58451 45165 927.66993 40 199 - 920.64768 - 38.9 1615s 58742 45388 938.17097 34 201 - 920.66730 - 38.9 1620s 59008 45579 1022.19639 73 226 - 920.67524 - 38.9 1625s 59302 45791 973.99401 56 242 - 920.69904 - 38.9 1630s 59559 45979 1013.69511 75 171 - 920.70444 - 38.9 1635s 59756 46080 936.34714 25 269 - 920.72217 - 39.0 1640s 60022 46275 infeasible 54 - 920.73858 - 39.0 1645s 60307 46455 922.83621 42 180 - 920.76534 - 39.0 1650s 60560 46659 infeasible 84 - 920.77175 - 39.0 1655s 60851 46877 925.51408 24 287 - 920.78354 - 39.0 1660s 61110 47054 942.28971 36 234 - 920.80310 - 39.0 1665s 61306 47187 1038.92906 77 207 - 920.81281 - 39.0 1670s 61618 47409 955.18990 39 239 - 920.82444 - 39.0 1675s 61886 47621 939.38204 43 181 - 920.83081 - 39.0 1680s 62230 47928 1047.61428 109 177 - 920.83291 - 38.9 1685s 62497 48121 951.39521 57 168 - 920.84377 - 39.0 1690s 62754 48298 940.15761 35 195 - 920.84912 - 39.0 1695s 62960 48401 933.53753 34 207 - 920.85763 - 39.0 1700s 63193 48579 1022.17477 72 179 - 920.86577 - 39.1 1705s 63460 48774 infeasible 55 - 920.87193 - 39.1 1710s 63674 48913 938.45027 37 260 - 920.88102 - 39.2 1715s 63923 49086 921.63185 35 255 - 920.89431 - 39.2 1720s 64165 49211 941.64693 38 210 - 920.89663 - 39.2 1725s 64419 49405 infeasible 35 - 920.89867 - 39.3 1730s 64657 49603 932.06448 37 213 - 920.90620 - 39.3 1735s 64918 49784 963.98716 48 204 - 920.90853 - 39.3 1740s 65121 49936 967.26985 43 218 - 920.92981 - 39.3 1745s 65441 50140 929.93188 28 230 - 920.94530 - 39.3 1750s 65737 50368 924.93573 40 193 - 920.95022 - 39.3 1755s 66016 50557 988.94062 71 151 - 920.95061 - 39.3 1760s 66262 50722 936.24539 33 223 - 920.95883 - 39.4 1765s 66534 50929 943.30781 51 209 - 920.96210 - 39.4 1770s 66786 51117 infeasible 49 - 920.97098 - 39.4 1775s 67071 51327 979.35335 57 212 - 920.98407 - 39.4 1780s 67361 51486 994.59373 48 193 - 920.98977 - 39.4 1785s 67596 51673 925.14850 30 197 - 921.00105 - 39.4 1790s 67794 51812 1026.72321 66 224 - 921.00793 - 39.4 1795s 68094 52084 970.06962 93 102 - 921.00793 - 39.4 1800s 68365 52246 936.46408 30 238 - 921.01677 - 39.4 1805s 68628 52419 977.17880 42 228 - 921.03255 - 39.4 1810s 68853 52592 1028.78958 104 174 - 921.03255 - 39.4 1815s 69112 52760 infeasible 96 - 921.03386 - 39.4 1820s 69367 52952 infeasible 63 - 921.03544 - 39.4 1825s 69613 53101 946.02373 71 214 - 921.05765 - 39.5 1830s 69887 53302 988.79634 47 243 - 921.06819 - 39.5 1835s 70102 53431 935.54207 34 200 - 921.08391 - 39.5 1840s 70277 53524 944.51669 40 191 - 921.08621 - 39.6 1845s 70486 53665 941.81450 40 209 - 921.09075 - 39.6 1850s 70729 53833 990.27197 49 256 - 921.09867 - 39.6 1855s 70971 53991 931.49462 29 235 - 921.10707 - 39.6 1860s 71250 54198 969.24320 74 205 - 921.11338 - 39.6 1865s 71409 54285 933.61111 38 217 - 921.11819 - 39.6 1870s 71647 54450 939.86364 49 186 - 921.12153 - 39.7 1875s 71884 54634 941.50631 43 159 - 921.12587 - 39.7 1880s 72205 54876 infeasible 49 - 921.13196 - 39.6 1885s 72410 55010 923.59925 28 188 - 921.13442 - 39.6 1890s 72627 55175 985.09189 49 260 - 921.14336 - 39.7 1895s 72926 55420 968.70717 80 157 - 921.14771 - 39.7 1900s 73176 55582 937.16258 32 184 - 921.16280 - 39.7 1905s 73388 55708 959.48642 53 226 - 921.16973 - 39.7 1910s 73678 55920 1039.61529 106 203 - 921.17157 - 39.7 1915s 73911 56076 932.94428 38 282 - 921.17953 - 39.7 1920s 74108 56242 958.25679 117 49 - 921.18618 - 39.7 1925s 74423 56477 949.58512 74 113 - 921.19236 - 39.7 1930s 74775 56726 993.53235 80 181 - 921.19575 - 39.7 1935s 75118 56969 951.86684 51 163 - 921.19672 - 39.6 1940s 75385 57197 984.09121 160 61 - 921.19678 - 39.6 1945s 75660 57418 968.68920 109 88 - 921.19896 - 39.6 1950s 75843 57566 infeasible 69 - 921.21463 - 39.6 1955s 76056 57704 932.91230 21 253 - 921.22815 - 39.6 1960s 76261 57813 932.63652 40 184 - 921.23686 - 39.7 1965s 76501 58004 953.03837 92 30 - 921.24018 - 39.7 1970s 76769 58219 928.64367 43 185 - 921.24243 - 39.6 1975s 77032 58418 infeasible 78 - 921.24313 - 39.6 1980s 77342 58661 1030.17252 87 173 - 921.24510 - 39.6 1985s 77626 58813 983.01479 86 238 - 921.25862 - 39.6 1990s 77891 58995 964.23599 74 113 - 921.26592 - 39.6 1995s 78144 59166 966.96883 47 204 - 921.27386 - 39.7 2000s 78412 59304 950.24419 46 245 - 921.28528 - 39.7 2005s 78688 59491 945.19432 56 189 - 921.30261 - 39.7 2010s 78957 59702 1005.43478 56 242 - 921.31054 - 39.7 2015s 79223 59896 963.05888 78 123 - 921.33265 - 39.7 2020s 79530 60111 935.00650 28 175 - 921.33675 - 39.7 2025s 79773 60305 969.58910 87 163 - 921.34406 - 39.7 2030s 80033 60470 infeasible 90 - 921.34759 - 39.7 2035s 80301 60666 infeasible 101 - 921.36426 - 39.7 2040s 80551 60868 933.03407 38 174 - 921.36837 - 39.7 2045s 80825 61093 997.86842 42 231 - 921.37272 - 39.7 2050s 81053 61243 971.19663 58 190 - 921.37855 - 39.8 2055s 81322 61431 946.63743 44 201 - 921.38361 - 39.8 2060s 81537 61597 979.16904 46 218 - 921.39160 - 39.8 2065s 81755 61779 935.79162 61 131 - 921.39298 - 39.8 2070s 82062 61992 934.07845 36 198 - 921.40857 - 39.8 2075s 82338 62214 942.42550 41 220 - 921.41322 - 39.8 2080s 82650 62462 941.24837 39 181 - 921.42163 - 39.7 2085s 82940 62699 933.43464 37 206 - 921.42977 - 39.7 2090s 83183 62849 infeasible 80 - 921.43637 - 39.8 2095s 83479 63128 1001.29585 119 181 - 921.44518 - 39.7 2100s 83738 63307 1032.56417 87 208 - 921.44655 - 39.8 2105s 84005 63424 943.22760 54 178 - 921.45923 - 39.8 2110s 84275 63602 infeasible 56 - 921.46643 - 39.8 2115s 84507 63742 926.89495 27 248 - 921.47566 - 39.8 2120s 84740 63895 933.91095 40 264 - 921.48410 - 39.8 2125s 85008 64053 infeasible 55 - 921.49173 - 39.8 2130s 85360 64330 1035.85847 120 117 - 921.49665 - 39.8 2135s 85619 64525 1003.45898 59 202 - 921.49960 - 39.8 2140s 85866 64720 948.00938 32 252 - 921.50564 - 39.8 2145s 86105 64891 997.69277 48 236 - 921.52135 - 39.9 2150s 86423 65112 943.38761 47 178 - 921.52357 - 39.9 2155s 86745 65372 991.58938 79 175 - 921.52718 - 39.8 2160s 87080 65623 992.12193 57 186 - 921.53077 - 39.8 2165s 87363 65800 955.49453 30 218 - 921.53684 - 39.8 2170s 87573 65945 962.35812 59 187 - 921.54580 - 39.8 2175s 87820 66104 928.97160 36 193 - 921.55695 - 39.8 2180s 88098 66276 1033.60726 88 181 - 921.56811 - 39.8 2185s 88343 66437 934.83581 39 240 - 921.57707 - 39.9 2190s 88582 66598 1029.49981 79 165 - 921.57901 - 39.9 2195s 88792 66717 infeasible 93 - 921.58403 - 39.9 2200s 89033 66882 945.20887 35 271 - 921.59433 - 40.0 2205s 89284 67045 926.68785 36 176 - 921.60332 - 40.0 2210s 89531 67204 946.29559 37 232 - 921.61061 - 40.0 2215s 89781 67391 952.37200 47 224 - 921.61962 - 40.0 2220s 89959 67530 993.40265 57 218 - 921.62331 - 40.1 2225s 90234 67681 931.51532 25 190 - 921.62779 - 40.1 2230s 90475 67843 945.59508 52 189 - 921.63082 - 40.1 2235s 90730 67996 933.82501 48 123 - 921.63587 - 40.1 2240s 91001 68181 953.23286 62 115 - 921.64790 - 40.1 2245s 91278 68380 957.00474 53 162 - 921.65662 - 40.1 2250s 91533 68553 930.55533 39 139 - 921.65662 - 40.1 2255s 91801 68740 933.12729 53 171 - 921.66136 - 40.1 2260s 91981 68855 1030.02928 52 252 - 921.67309 - 40.1 2265s 92210 69027 962.42484 49 249 - 921.67709 - 40.2 2270s 92456 69191 1020.64033 75 213 - 921.67802 - 40.2 2275s 92668 69310 958.75897 40 231 - 921.68789 - 40.2 2280s 92869 69437 950.18856 34 246 - 921.70053 - 40.2 2285s 93127 69623 1018.41348 53 224 - 921.70360 - 40.3 2290s 93425 69826 959.50083 67 107 - 921.70957 - 40.2 2295s 93707 70028 955.25445 47 187 - 921.71443 - 40.2 2300s 93940 70164 987.56228 45 234 - 921.72113 - 40.3 2305s 94165 70302 928.50353 33 187 - 921.73405 - 40.3 2310s 94376 70462 1002.24434 59 234 - 921.73480 - 40.3 2315s 94656 70631 966.45587 52 144 - 921.73933 - 40.4 2320s 94904 70789 946.44218 42 174 - 921.74578 - 40.4 2325s 95193 71032 933.27810 24 240 - 921.75017 - 40.4 2330s 95448 71197 928.52983 41 213 - 921.75687 - 40.4 2335s 95682 71367 950.28539 53 193 - 921.76196 - 40.4 2340s 95929 71519 961.65802 52 171 - 921.76999 - 40.4 2345s 96243 71746 947.77262 86 120 - 921.78081 - 40.4 2350s 96515 71895 946.88978 35 215 - 921.78550 - 40.4 2355s 96730 72045 infeasible 56 - 921.78581 - 40.4 2360s 96990 72231 996.00292 45 212 - 921.79492 - 40.4 2365s 97252 72412 957.21211 44 138 - 921.80381 - 40.4 2370s 97544 72601 962.80450 88 140 - 921.81502 - 40.4 2375s 97756 72753 944.29941 48 191 - 921.82444 - 40.4 2380s 97982 72916 949.63845 70 152 - 921.83139 - 40.5 2385s 98235 73117 970.60254 57 213 - 921.83694 - 40.5 2390s 98414 73246 926.15192 29 221 - 921.84789 - 40.5 2395s 98681 73451 927.36307 27 242 - 921.84789 - 40.5 2400s 99019 73725 965.18076 96 174 - 921.85380 - 40.5 2405s 99266 73878 1033.29893 66 159 - 921.85380 - 40.5 2410s 99547 74069 947.45290 31 181 - 921.85688 - 40.5 2415s 99785 74199 infeasible 43 - 921.86210 - 40.5 2420s 100120 74488 1009.47301 169 177 - 921.86348 - 40.5 2425s 100410 74708 968.21040 67 155 - 921.86765 - 40.5 2430s 100679 74913 940.17176 50 225 - 921.87433 - 40.5 2435s 100932 75095 938.56997 34 230 - 921.88147 - 40.5 2440s 101214 75318 970.53322 88 157 - 921.88468 - 40.5 2445s 101501 75515 954.41385 35 223 - 921.89485 - 40.5 2450s 101714 75635 963.92854 44 263 - 921.89706 - 40.5 2455s 102010 75851 infeasible 66 - 921.89906 - 40.5 2461s 102302 76096 940.44755 44 217 - 921.90377 - 40.4 2465s 102548 76276 935.61482 34 246 - 921.90620 - 40.5 2470s 102872 76523 933.72701 39 225 - 921.90620 - 40.4 2475s 103091 76690 999.90874 76 237 - 921.91234 - 40.5 2480s 103345 76856 924.42043 46 127 - 921.91685 - 40.5 2485s 103663 77111 infeasible 61 - 921.91833 - 40.4 2490s 104009 77367 infeasible 94 - 921.93131 - 40.4 2495s 104255 77558 951.05945 54 168 - 921.94222 - 40.4 2500s 104552 77752 925.56452 31 264 - 921.94746 - 40.4 2505s 104793 77929 937.28071 32 201 - 921.95565 - 40.4 2510s 105020 78074 948.72122 40 204 - 921.95981 - 40.5 2515s 105347 78317 infeasible 76 - 921.97213 - 40.4 2520s 105644 78537 950.29677 46 268 - 921.97541 - 40.4 2525s 105865 78735 1018.77527 76 200 - 921.97541 - 40.5 2530s 106164 78953 948.03916 57 125 - 921.98127 - 40.5 2535s 106464 79172 996.76435 41 202 - 921.98630 - 40.4 2540s 106746 79372 1003.85063 63 222 - 921.98917 - 40.4 2545s 107016 79560 1004.95927 51 213 - 921.99161 - 40.4 2550s 107323 79785 993.97327 46 223 - 921.99521 - 40.4 2555s 107562 79934 923.60777 28 245 - 922.00276 - 40.5 2560s 107772 80087 959.68349 50 249 - 922.00394 - 40.5 2565s 108089 80302 984.44674 66 184 - 922.00988 - 40.5 2570s 108239 80380 935.68515 38 209 - 922.01729 - 40.5 2575s 108507 80576 1031.61784 102 123 - 922.02151 - 40.5 2580s 108746 80739 935.01212 32 254 - 922.02293 - 40.5 2585s 108996 80909 957.94384 61 175 - 922.02642 - 40.5 2590s 109264 81115 944.84316 34 269 - 922.04201 - 40.6 2595s 109585 81353 946.76389 51 176 - 922.05188 - 40.5 2600s 109868 81550 942.31788 46 140 - 922.05916 - 40.5 2605s 110174 81774 931.86234 29 239 - 922.06201 - 40.5 2610s 110403 81942 937.49835 48 181 - 922.06835 - 40.5 2615s 110665 82139 966.77346 67 187 - 922.06891 - 40.5 2620s 110939 82330 941.01695 41 301 - 922.07493 - 40.5 2625s 111158 82491 937.01419 37 257 - 922.07590 - 40.6 2630s 111392 82642 947.29077 57 243 - 922.08049 - 40.6 2635s 111647 82830 973.31868 58 239 - 922.08706 - 40.6 2640s 111850 82969 955.54575 44 217 - 922.09793 - 40.6 2645s 112132 83180 940.06488 51 82 - 922.10099 - 40.6 2650s 112343 83352 1008.52348 68 234 - 922.10178 - 40.6 2655s 112636 83555 983.43464 47 215 - 922.10916 - 40.6 2660s 112898 83735 953.40619 43 315 - 922.11336 - 40.6 2665s 113164 83930 924.87466 32 167 - 922.11654 - 40.6 2670s 113389 84079 924.02688 33 168 - 922.12649 - 40.6 2675s 113628 84246 infeasible 61 - 922.13119 - 40.6 2680s 113948 84496 1003.07822 85 210 - 922.13442 - 40.6 2685s 114196 84688 939.99415 39 201 - 922.13442 - 40.6 2690s 114453 84894 961.46920 56 139 - 922.13442 - 40.6 2695s 114730 85078 928.01013 44 270 - 922.13728 - 40.6 2700s 114989 85232 945.69305 45 206 - 922.13919 - 40.6 2705s 115218 85383 966.24088 64 208 - 922.14835 - 40.6 2710s 115455 85555 942.98029 32 200 - 922.14850 - 40.6 2715s 115687 85722 infeasible 56 - 922.15182 - 40.6 2720s 115943 85883 939.29448 37 178 - 922.15820 - 40.7 2725s 116177 86041 infeasible 59 - 922.16432 - 40.7 2730s 116523 86282 962.07552 35 237 - 922.16815 - 40.6 2735s 116792 86467 935.60153 40 162 - 922.17793 - 40.6 2740s 117071 86696 939.15839 71 108 - 922.17994 - 40.6 2745s 117332 86870 1014.72798 111 105 - 922.18106 - 40.6 2750s 117586 87058 934.52188 35 224 - 922.18516 - 40.6 2755s 117858 87260 infeasible 34 - 922.19080 - 40.6 2760s H117952 65689 970.0000000 922.19080 4.93% 40.6 2761s H118100 45368 951.0000000 922.19640 3.03% 40.6 2765s 118101 45369 946.33939 60 214 951.00000 922.19640 3.03% 40.6 2773s 118104 45371 927.22484 38 260 951.00000 922.19640 3.03% 40.6 2775s 118107 45373 948.55251 41 285 951.00000 922.19640 3.03% 40.6 2780s 118111 45376 948.84702 49 267 951.00000 922.19640 3.03% 40.6 2785s H118113 43107 949.0000000 922.19640 2.82% 40.6 2788s 118116 43111 924.49237 25 270 949.00000 922.19640 2.82% 40.6 2790s 118121 43114 922.19640 28 278 949.00000 922.19640 2.82% 40.7 2795s 118141 43128 922.19640 38 244 949.00000 922.19640 2.82% 40.7 2800s 118261 43183 933.89636 53 307 949.00000 922.19640 2.82% 40.7 2805s 118490 43248 922.19640 39 305 949.00000 922.19640 2.82% 40.6 2810s 118737 43319 927.76030 43 297 949.00000 922.19640 2.82% 40.6 2815s 118965 43398 939.87937 78 213 949.00000 922.19640 2.82% 40.6 2820s 119352 43545 922.19640 44 184 949.00000 922.19640 2.82% 40.6 2825s 119640 43635 922.19640 32 225 949.00000 922.19640 2.82% 40.6 2830s 120049 43774 cutoff 55 949.00000 922.19640 2.82% 40.6 2835s 120422 43876 922.82106 39 282 949.00000 922.19640 2.82% 40.6 2840s 120766 44003 927.24117 60 186 949.00000 922.19640 2.82% 40.5 2845s 121117 44125 925.43824 46 184 949.00000 922.19640 2.82% 40.5 2850s 121531 44235 922.19640 33 236 949.00000 922.19640 2.82% 40.5 2855s 121888 44314 922.19640 34 235 949.00000 922.19640 2.82% 40.5 2860s 122286 44459 924.69520 53 235 949.00000 922.19640 2.82% 40.5 2865s 122502 44511 924.07299 47 214 949.00000 922.19640 2.82% 40.5 2975s 122507 44514 939.70280 81 289 949.00000 922.19640 2.82% 40.5 2980s 122511 44519 922.19640 34 294 949.00000 922.19640 2.82% 40.5 2985s 122518 44522 922.19640 37 276 949.00000 922.19640 2.82% 40.5 2990s 122607 44556 925.37842 53 262 949.00000 922.19640 2.82% 40.5 2995s 122782 44572 942.86524 47 205 949.00000 922.19640 2.82% 40.5 3000s 123006 44619 936.86481 47 221 949.00000 922.19640 2.82% 40.5 3005s 123272 44646 945.38282 65 174 949.00000 922.19640 2.82% 40.5 3010s 123550 44693 932.13299 50 289 949.00000 922.19640 2.82% 40.5 3015s 123739 44718 934.32709 61 308 949.00000 922.19640 2.82% 40.5 3020s 124035 44768 928.64935 59 241 949.00000 922.19640 2.82% 40.5 3025s 124321 44836 923.11257 55 209 949.00000 922.19640 2.82% 40.5 3030s 124690 44986 944.00405 122 141 949.00000 922.19640 2.82% 40.4 3035s 125055 45044 932.84744 59 185 949.00000 922.25933 2.82% 40.4 3040s 125393 45146 946.27034 62 209 949.00000 922.34332 2.81% 40.4 3045s 125767 45267 928.74188 61 204 949.00000 922.49259 2.79% 40.4 3050s 126174 45398 931.27340 53 178 949.00000 922.62132 2.78% 40.4 3055s 126541 45454 930.84557 55 264 949.00000 922.77340 2.76% 40.4 3060s 126891 45531 939.94001 58 265 949.00000 922.88622 2.75% 40.4 3065s 127384 45675 933.55139 63 196 949.00000 923.11277 2.73% 40.3 3070s 127729 45749 935.65495 60 206 949.00000 923.23986 2.71% 40.3 3075s 128196 45878 941.29667 94 127 949.00000 923.32697 2.71% 40.3 3080s H128271 43585 946.0000000 923.36368 2.39% 40.3 3083s 128404 43611 934.69276 56 218 946.00000 923.45601 2.38% 40.3 3085s 128769 43670 931.52744 65 203 946.00000 923.67659 2.36% 40.3 3090s 129204 43790 924.79289 48 315 946.00000 923.81009 2.35% 40.2 3095s 129583 43888 941.80515 53 181 946.00000 923.92814 2.33% 40.2 3100s 129963 43963 931.88823 54 297 946.00000 924.01562 2.32% 40.2 3105s 130371 44059 cutoff 66 946.00000 924.13598 2.31% 40.2 3110s 130774 44132 931.88451 54 189 946.00000 924.27340 2.30% 40.2 3115s 131129 44177 937.25166 66 191 946.00000 924.39683 2.28% 40.2 3120s 131502 44207 941.08601 84 153 946.00000 924.49227 2.27% 40.2 3125s 131902 44264 926.97142 51 187 946.00000 924.61489 2.26% 40.2 3130s 132365 44395 931.37080 51 199 946.00000 924.71575 2.25% 40.2 3135s 132629 44474 929.49875 58 256 946.00000 924.77340 2.24% 40.2 3140s 132942 44550 infeasible 59 946.00000 924.83969 2.24% 40.2 3145s 133338 44577 cutoff 78 946.00000 924.99188 2.22% 40.2 3150s 133721 44628 933.13772 55 261 946.00000 925.12684 2.21% 40.1 3155s 134119 44687 941.55677 57 193 946.00000 925.18105 2.20% 40.1 3160s 134507 44703 936.75817 60 208 946.00000 925.23086 2.20% 40.1 3165s 134876 44711 936.33791 76 216 946.00000 925.36793 2.18% 40.1 3170s H135211 42403 944.0000000 925.46178 1.96% 40.1 3175s 135558 42440 941.38935 53 195 944.00000 925.58179 1.95% 40.1 3180s 135901 42450 942.02030 59 200 944.00000 925.67291 1.94% 40.1 3185s 136299 42506 infeasible 48 944.00000 925.80324 1.93% 40.1 3190s 136804 42579 937.04108 53 220 944.00000 925.88436 1.92% 40.1 3195s 137191 42603 936.02675 69 232 944.00000 925.96644 1.91% 40.1 3200s 137581 42614 935.91054 66 191 944.00000 926.07716 1.90% 40.1 3205s 138022 42657 cutoff 49 944.00000 926.16225 1.89% 40.0 3210s 138400 42616 929.97955 54 192 944.00000 926.28541 1.88% 40.0 3215s 138623 42603 935.83744 61 214 944.00000 926.34861 1.87% 40.0 3220s 139022 42631 931.99847 59 182 944.00000 926.43111 1.86% 40.0 3225s 139390 42714 929.37025 50 239 944.00000 926.50458 1.85% 40.0 3230s 139873 42785 939.86909 68 168 944.00000 926.61254 1.84% 40.0 3235s 140282 42837 935.19200 75 180 944.00000 926.67090 1.84% 40.0 3240s 140652 42834 932.86879 64 259 944.00000 926.74191 1.83% 40.0 3245s 141045 42842 942.50693 89 79 944.00000 926.77805 1.82% 40.0 3250s 141336 42878 939.57807 55 162 944.00000 926.82452 1.82% 40.0 3255s 141670 42911 937.60602 51 257 944.00000 926.86825 1.81% 40.0 3260s 142017 42959 cutoff 55 944.00000 926.94519 1.81% 40.0 3265s 142385 43008 cutoff 66 944.00000 926.97383 1.80% 40.0 3270s 142741 43044 938.44628 67 207 944.00000 927.03943 1.80% 40.0 3275s H142850 40802 943.0000000 927.06647 1.69% 40.0 3277s 143000 40796 931.13913 57 187 943.00000 927.12371 1.68% 40.0 3280s 143342 40768 935.67047 60 188 943.00000 927.22835 1.67% 40.0 3285s 143653 40768 939.52333 55 173 943.00000 927.27340 1.67% 40.0 3290s 143947 40754 941.90547 43 211 943.00000 927.30383 1.66% 40.1 3295s 144328 40781 938.52161 67 172 943.00000 927.36611 1.66% 40.1 3300s 144695 40815 935.60871 58 255 943.00000 927.44576 1.65% 40.1 3305s 145066 40847 940.28017 57 328 943.00000 927.51786 1.64% 40.1 3310s 145477 40904 932.22527 74 205 943.00000 927.58476 1.63% 40.0 3315s 145870 40918 931.40369 56 208 943.00000 927.64765 1.63% 40.0 3320s 146220 40900 932.13706 60 229 943.00000 927.69376 1.62% 40.0 3325s 146588 40916 930.04297 55 197 943.00000 927.75661 1.62% 40.0 3330s 146970 40979 928.19040 51 241 943.00000 927.77340 1.61% 40.0 3335s 147314 41003 cutoff 51 943.00000 927.77340 1.61% 40.0 3340s 147678 41025 cutoff 58 943.00000 927.80701 1.61% 40.0 3345s 148014 40967 936.44381 56 185 943.00000 927.89025 1.60% 40.0 3350s 148478 41055 939.87619 116 146 943.00000 927.94193 1.60% 40.0 3355s 148832 41041 cutoff 60 943.00000 928.00615 1.59% 40.0 3360s 149164 41014 933.98045 60 303 943.00000 928.09379 1.58% 40.0 3365s 149514 40966 940.51714 59 166 943.00000 928.15786 1.57% 40.0 3370s 149831 40929 933.88729 55 225 943.00000 928.21817 1.57% 40.0 3375s 150175 40901 931.52256 67 210 943.00000 928.26979 1.56% 40.0 3380s 150528 40860 941.67758 70 199 943.00000 928.34927 1.55% 40.1 3385s 150888 40804 940.34124 60 197 943.00000 928.41863 1.55% 40.1 3390s 151271 40757 cutoff 53 943.00000 928.49272 1.54% 40.1 3395s 151591 40735 934.63865 60 236 943.00000 928.56362 1.53% 40.1 3400s 151911 40705 cutoff 71 943.00000 928.61845 1.53% 40.1 3405s 152239 40658 930.77456 51 221 943.00000 928.63467 1.52% 40.1 3410s 152602 40662 cutoff 48 943.00000 928.67707 1.52% 40.1 3415s 152985 40644 930.74024 54 186 943.00000 928.72657 1.51% 40.1 3420s 153247 40626 932.25414 62 212 943.00000 928.76217 1.51% 40.1 3425s 153663 40651 929.09483 48 186 943.00000 928.77932 1.51% 40.1 3430s 154059 40675 930.39611 61 227 943.00000 928.81993 1.50% 40.1 3435s 154480 40707 cutoff 66 943.00000 928.86379 1.50% 40.1 3440s 154853 40681 930.78639 55 217 943.00000 928.90857 1.49% 40.1 3445s 155204 40626 937.25903 72 233 943.00000 928.97552 1.49% 40.1 3450s 155244 40618 934.17118 66 158 943.00000 928.98593 1.49% 40.1 3456s 155516 40615 infeasible 60 943.00000 929.01092 1.48% 40.1 3460s 155878 40558 934.85323 55 200 943.00000 929.04340 1.48% 40.1 3465s 155964 40535 933.37996 53 184 943.00000 929.05476 1.48% 40.1 3470s 156331 40493 936.77450 61 169 943.00000 929.12024 1.47% 40.1 3475s 156728 40463 930.20798 52 198 943.00000 929.15522 1.47% 40.1 3480s 156922 40508 935.41990 91 167 943.00000 929.16670 1.47% 40.1 3486s 157291 40538 936.00869 55 178 943.00000 929.19386 1.46% 40.1 3490s 157641 40495 cutoff 60 943.00000 929.22901 1.46% 40.1 3495s 158032 40488 933.63760 45 251 943.00000 929.25536 1.46% 40.1 3500s 158401 40450 934.62010 81 135 943.00000 929.28229 1.45% 40.1 3505s 158801 40504 cutoff 56 943.00000 929.30383 1.45% 40.1 3510s 159180 40508 cutoff 63 943.00000 929.32979 1.45% 40.2 3515s 159561 40495 934.09416 56 179 943.00000 929.36553 1.45% 40.2 3520s 159950 40452 933.03646 72 209 943.00000 929.41853 1.44% 40.2 3525s 160320 40443 931.04791 55 190 943.00000 929.45468 1.44% 40.2 3530s 160726 40391 934.30227 57 175 943.00000 929.50572 1.43% 40.2 3535s 161106 40375 939.90776 60 152 943.00000 929.53138 1.43% 40.2 3540s 161458 40307 936.30897 58 274 943.00000 929.59445 1.42% 40.2 3545s 161881 40275 931.98515 58 256 943.00000 929.64667 1.42% 40.2 3550s 162310 40316 937.54976 62 185 943.00000 929.68644 1.41% 40.2 3555s 162638 40247 cutoff 52 943.00000 929.72996 1.41% 40.2 3560s 163034 40204 936.23403 54 242 943.00000 929.77221 1.40% 40.2 3565s 163402 40200 934.95709 64 199 943.00000 929.77340 1.40% 40.2 3571s 163744 40208 940.06022 54 153 943.00000 929.77340 1.40% 40.2 3575s 164240 40236 931.54139 55 217 943.00000 929.78838 1.40% 40.2 3580s 164378 40215 932.69887 55 210 943.00000 929.80193 1.40% 40.2 3588s 164478 40208 935.36457 54 220 943.00000 929.81697 1.40% 40.2 3590s 164886 40235 936.82111 47 220 943.00000 929.85490 1.39% 40.2 3595s Cutting planes: Learned: 47 Gomory: 74 Cover: 348 Implied bound: 1 Clique: 29 MIR: 409 GUB cover: 62 Zero half: 121 Mod-K: 1 Explored 165247 nodes (6644536 simplex iterations) in 3600.02 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 9.430000000000e+02, best bound 9.300000000000e+02, gap 1.3786%