Gurobi 5.0.1 (linux64) logging started Tue Dec 25 12:22:52 2012 Optimize a model with 40402 rows, 40401 columns and 182966 nonzeros Presolve removed 36319 rows and 20453 columns Presolve time: 0.31s Presolved: 4083 rows, 19948 columns, 50577 nonzeros Variable types: 197 continuous, 19751 integer (19751 binary) Root relaxation: objective 8.608097e+02, 1169 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 860.80974 0 281 - 860.80974 - - 0s 0 0 916.45931 0 382 - 916.45931 - - 0s 0 0 923.06148 0 382 - 923.06148 - - 0s 0 0 926.16865 0 435 - 926.16865 - - 0s 0 0 927.55774 0 412 - 927.55774 - - 0s 0 0 928.68285 0 409 - 928.68285 - - 1s 0 0 928.91202 0 406 - 928.91202 - - 1s 0 0 929.05160 0 401 - 929.05160 - - 1s 0 0 929.05160 0 416 - 929.05160 - - 1s 0 0 929.58285 0 318 - 929.58285 - - 1s 0 0 929.72435 0 371 - 929.72435 - - 1s 0 0 929.72435 0 341 - 929.72435 - - 1s 0 0 929.75417 0 337 - 929.75417 - - 1s 0 0 932.10882 0 328 - 932.10882 - - 1s 0 0 932.35882 0 393 - 932.35882 - - 1s 0 0 933.48382 0 330 - 933.48382 - - 2s 0 0 933.48382 0 367 - 933.48382 - - 2s 0 0 933.56339 0 339 - 933.56339 - - 2s 0 0 933.56399 0 353 - 933.56399 - - 2s 0 0 933.56399 0 346 - 933.56399 - - 2s 0 2 933.79613 0 341 - 933.79613 - - 3s 242 208 955.43899 10 393 - 953.79107 - 20.4 5s 603 535 955.98852 6 322 - 954.43899 - 20.6 17s 604 536 955.18452 13 342 - 954.43899 - 20.6 33s 605 537 969.97225 30 327 - 954.43899 - 20.5 42s 606 537 958.74425 6 344 - 958.74425 - 20.5 57s 607 538 969.97225 30 283 - 964.34428 - 20.5 66s 608 539 972.32709 23 329 - 972.32709 - 20.4 77s 609 539 973.99897 18 316 - 973.99897 - 20.4 88s 610 540 974.90924 37 302 - 974.90924 - 20.4 103s 611 541 993.71602 80 341 - 976.08477 - 20.3 114s 612 541 976.73646 13 355 - 976.73646 - 20.3 125s 613 542 977.43799 47 343 - 977.43799 - 20.3 137s 614 543 1017.81506 103 326 - 977.80709 - 20.2 153s 615 543 978.42252 6 349 - 978.42252 - 20.2 170s 616 544 978.78248 20 346 - 978.78248 - 20.2 183s 617 545 979.58526 50 322 - 979.58526 - 20.1 195s 618 545 980.06773 23 266 - 980.06773 - 20.1 206s 619 546 980.25450 30 168 - 980.25450 - 20.1 212s 620 547 980.31226 6 232 - 980.31226 - 20.0 220s 621 547 980.54455 47 162 - 980.54455 - 20.0 226s 622 548 981.21318 52 188 - 981.21318 - 20.0 233s 623 549 983.16491 72 180 - 981.64974 - 19.9 237s 624 549 982.20005 21 149 - 982.20005 - 19.9 243s 625 550 982.33347 45 144 - 982.33347 - 19.9 247s 626 551 982.34158 20 161 - 982.34158 - 19.8 250s 628 552 982.34158 21 161 - 982.34158 - 19.8 259s 629 555 983.05108 10 202 - 983.05108 - 51.6 261s 701 577 984.07161 21 169 - 983.13411 - 51.7 265s 943 681 986.82161 27 174 - 983.13411 - 47.6 270s 1305 889 1003.59948 65 168 - 983.16777 - 40.8 275s 1759 1157 1010.93504 65 217 - 983.16777 - 35.8 280s 2177 1404 1000.47701 56 205 - 983.16777 - 34.5 285s 2596 1781 1034.12288 117 138 - 983.16777 - 33.5 290s 3245 2316 1030.96258 158 130 - 983.16777 - 31.1 295s 3811 2813 994.75329 52 176 - 983.16777 - 29.7 300s 4273 3245 1020.00254 91 138 - 983.16777 - 29.1 305s 4949 3872 1092.73937 150 204 - 983.16777 - 27.4 310s 5375 4247 1032.57125 169 198 - 983.19198 - 27.4 315s 5817 4634 1032.32382 125 146 - 983.21050 - 27.4 320s 6374 5120 1091.10074 192 148 - 983.21050 - 26.8 325s 7015 5669 1144.72651 224 173 - 983.21050 - 25.9 330s 7574 6136 1005.13368 55 106 - 983.32161 - 25.6 335s 8267 6753 1009.95493 72 118 - 983.32161 - 25.0 340s 8868 7294 1083.63593 161 155 - 983.38411 - 24.7 345s 9300 7578 1015.45407 58 211 - 983.47520 - 25.2 350s 9912 8109 1040.33909 178 160 - 983.53567 - 24.8 355s 10271 8422 1009.29427 73 174 - 983.57235 - 25.0 360s 10832 8880 1017.29656 63 148 - 983.61092 - 25.0 365s 11453 9448 1044.23751 171 162 - 983.65495 - 24.8 370s 11920 9867 993.17059 23 192 - 983.66336 - 24.8 375s 12404 10279 1006.83380 61 172 - 983.67876 - 24.9 380s 12907 10741 1011.71829 96 143 - 983.69661 - 24.9 385s 13417 11161 1014.53450 37 142 - 983.82161 - 24.8 390s 13924 11598 1017.42033 94 133 - 983.82161 - 24.8 395s 14474 12087 1112.10153 112 156 - 983.82161 - 24.7 400s 14975 12501 992.39757 37 226 - 983.82161 - 24.7 405s 15493 12921 1030.22377 94 156 - 983.83560 - 24.7 410s 15934 13306 1023.13440 69 269 - 983.87155 - 24.9 415s 16487 13771 1116.65286 140 183 - 983.88411 - 24.7 420s 16986 14204 1101.68118 186 94 - 983.88828 - 24.6 425s 17341 14502 1004.08004 56 170 - 983.95495 - 24.9 430s 17640 14742 1010.66939 60 99 - 983.98828 - 25.1 435s 18161 15217 1001.40422 55 140 - 983.98828 - 24.8 440s 18660 15625 995.00345 32 100 - 984.01767 - 24.7 445s 19178 16060 1008.07002 56 156 - 984.09280 - 24.6 450s 19496 16284 990.19860 36 125 - 984.16777 - 24.9 455s 19879 16587 1017.30224 131 97 - 984.16777 - 25.0 460s 20221 16863 1016.10167 62 240 - 984.16777 - 25.1 465s 20436 16990 998.41360 32 152 - 984.19661 - 25.3 470s 20780 17219 infeasible 126 - 984.19661 - 25.7 475s 21085 17418 1009.70548 55 124 - 984.20840 - 26.0 480s 21469 17703 1015.00534 71 218 - 984.20840 - 26.1 485s 21888 17979 986.50266 36 264 - 984.27208 - 26.2 490s 22284 18267 1025.11179 96 126 - 984.28388 - 26.4 495s 22611 18492 1012.42481 99 147 - 984.32161 - 26.6 500s 23002 18735 999.05399 35 216 - 984.32161 - 26.7 505s 23273 18902 1005.74985 48 255 - 984.34713 - 27.1 510s 23665 19168 infeasible 139 - 984.38009 - 27.2 515s 24102 19488 1032.81088 104 121 - 984.39304 - 27.3 520s 24438 19690 1027.43115 61 286 - 984.41036 - 27.6 525s 24698 19845 1024.57120 71 285 - 984.43272 - 28.0 530s 24955 20001 1005.36374 40 223 - 984.46034 - 28.2 535s 25240 20156 996.95365 43 232 - 984.54898 - 28.6 540s 25659 20481 993.92393 39 164 - 984.57161 - 28.6 545s 25999 20688 1011.00874 38 174 - 984.57161 - 28.8 550s 26300 20869 989.03214 25 146 - 984.63979 - 29.0 555s 26662 21084 997.62988 22 191 - 984.68471 - 29.1 560s 26997 21270 998.85454 41 297 - 984.71050 - 29.1 565s 27318 21429 1025.08261 53 158 - 984.75254 - 29.3 570s 27613 21600 997.93037 40 175 - 984.79585 - 29.6 575s 27955 21765 infeasible 89 - 984.82161 - 29.7 580s 28212 21927 991.70792 27 208 - 984.82161 - 29.9 585s 28474 22075 998.42161 26 199 - 984.82161 - 30.2 590s 28758 22244 infeasible 54 - 984.82161 - 30.4 595s 29033 22369 998.73221 28 167 - 984.89408 - 30.5 600s 29297 22538 1001.09939 32 176 - 984.92725 - 30.8 605s 29576 22688 999.47118 30 165 - 984.97351 - 31.0 610s 29920 22835 989.75782 28 212 - 985.02058 - 31.2 615s 30186 22981 1030.30791 39 282 - 985.06824 - 31.4 620s 30468 23113 infeasible 39 - 985.10836 - 31.6 625s 30716 23251 986.48211 29 122 - 985.11050 - 31.7 630s 31013 23427 infeasible 43 - 985.12161 - 31.9 635s 31265 23577 1017.75118 45 263 - 985.15495 - 32.2 640s 31525 23716 985.19661 18 160 - 985.18272 - 32.4 645s 31862 23953 1025.40442 106 238 - 985.19661 - 32.5 650s 32077 24041 992.42679 33 152 - 985.26240 - 32.6 655s 32380 24165 992.19922 34 163 - 985.27995 - 32.7 660s 32616 24319 infeasible 85 - 985.28484 - 32.8 665s 32879 24425 1006.76049 37 246 - 985.32161 - 33.0 670s 33049 24491 infeasible 37 - 985.32161 - 33.2 675s 33257 24612 1002.57637 36 233 - 985.32161 - 33.5 680s 33482 24714 997.62613 18 292 - 985.35756 - 33.7 685s 33712 24834 1012.45425 46 292 - 985.36500 - 33.9 690s 33934 24939 1000.79775 34 211 - 985.40162 - 34.1 695s 34174 25111 985.80092 18 234 - 985.40495 - 34.2 700s 34466 25241 infeasible 39 - 985.47055 - 34.4 705s 34728 25361 1002.59637 32 182 - 985.50478 - 34.6 710s 34916 25448 infeasible 37 - 985.53287 - 34.8 715s 35151 25555 994.13646 37 157 - 985.57080 - 35.0 720s 35405 25680 989.15495 22 146 - 985.59280 - 35.2 725s 35633 25805 994.96352 41 171 - 985.63534 - 35.4 730s 35883 25931 990.33405 22 142 - 985.66944 - 35.6 735s 36135 26060 1006.10466 40 261 - 985.71050 - 35.7 740s 36380 26187 990.15195 33 211 - 985.71875 - 36.0 745s 36619 26319 1014.09913 52 156 - 985.73250 - 36.1 750s 36838 26423 992.32161 30 106 - 985.76286 - 36.3 755s 37025 26560 1020.81854 69 247 - 985.78534 - 36.5 760s 37282 26753 1073.91268 117 94 - 985.79026 - 36.6 765s 37549 26906 1008.55504 43 250 - 985.80070 - 36.7 770s 37803 27021 1014.59922 39 259 - 985.81139 - 36.8 775s 38057 27140 1014.14998 38 281 - 985.82161 - 37.0 780s 38278 27247 infeasible 44 - 985.82161 - 37.2 785s 38476 27331 1012.21409 20 290 - 985.84098 - 37.3 790s 38747 27459 991.25908 31 169 - 985.86731 - 37.4 795s 38936 27571 1024.49442 38 259 - 985.90662 - 37.5 800s 39155 27705 infeasible 51 - 985.92748 - 37.7 805s 39384 27800 1010.12846 34 269 - 985.96134 - 37.8 810s 39624 27938 993.72343 40 147 - 985.98384 - 37.9 815s 39880 28089 1006.67835 57 151 - 985.99891 - 38.0 820s 40094 28173 1015.16937 51 210 - 986.02995 - 38.1 825s 40424 28332 991.92038 29 141 - 986.09327 - 38.1 830s 40691 28485 1016.88646 40 159 - 986.13001 - 38.2 835s 40804 28518 1013.07062 40 274 - 986.13001 - 38.2 1101s 40956 28591 1007.16725 36 227 - 986.15495 - 38.3 1105s 41313 28857 1001.83624 26 254 - 986.17237 - 38.1 1110s 41656 28978 1004.50152 23 255 - 986.19779 - 38.2 1115s 41887 29065 992.30646 31 166 - 986.22405 - 38.3 1120s 42118 29184 infeasible 39 - 986.22786 - 38.4 1125s 42375 29309 1038.34668 60 218 - 986.23190 - 38.5 1130s 42659 29498 1085.60537 106 283 - 986.23190 - 38.5 1135s 42962 29698 1065.73240 82 253 - 986.24391 - 38.5 1140s 43262 29911 1122.86690 144 179 - 986.24694 - 38.5 1145s 43535 30098 1016.65133 35 260 - 986.27139 - 38.5 1150s 43747 30208 1033.49043 55 260 - 986.29817 - 38.6 1155s 43984 30319 infeasible 43 - 986.30220 - 38.7 1160s 44259 30483 996.85447 32 246 - 986.32161 - 38.8 1165s 44442 30577 1011.85690 33 244 - 986.32161 - 39.0 1170s 44660 30664 1009.77633 34 250 - 986.32161 - 39.2 1175s 44889 30773 1019.46243 52 274 - 986.34534 - 39.3 1180s 45185 30939 998.85382 33 143 - 986.38088 - 39.4 1185s 45396 31049 1025.04746 44 155 - 986.38595 - 39.6 1190s 45620 31169 1001.29805 46 264 - 986.38897 - 39.7 1195s 45878 31293 998.95033 24 189 - 986.39708 - 39.7 1200s 46132 31445 1036.85570 48 158 - 986.42631 - 39.8 1205s 46382 31572 993.64491 36 149 - 986.46613 - 39.9 1210s 46709 31816 1003.97873 40 169 - 986.46629 - 39.9 1215s 46988 31992 1036.72213 62 293 - 986.47780 - 39.9 1220s 47245 32114 1006.85727 34 255 - 986.50266 - 40.0 1225s 47490 32224 1006.51240 32 156 - 986.56207 - 40.2 1230s 47724 32326 989.04549 27 133 - 986.57161 - 40.2 1235s 48002 32520 1031.40911 121 59 - 986.58408 - 40.3 1240s 48223 32659 1031.39398 25 166 - 986.59408 - 40.3 1245s 48506 32796 1003.65628 32 243 - 986.62780 - 40.4 1250s 48817 32970 1053.31173 57 286 - 986.65195 - 40.4 1255s 49065 33073 987.66288 30 155 - 986.67915 - 40.4 1260s 49284 33193 infeasible 46 - 986.69394 - 40.5 1265s 49551 33289 991.24581 40 158 - 986.72161 - 40.6 1270s 49749 33424 1002.81866 66 134 - 986.72482 - 40.6 1275s 49991 33573 infeasible 37 - 986.72637 - 40.6 1280s 50287 33769 1008.20665 46 156 - 986.74304 - 40.6 1285s 50564 33979 1072.11476 132 147 - 986.76247 - 40.6 1290s 50786 34093 1012.86121 43 251 - 986.77995 - 40.8 1295s 51001 34215 1020.22173 45 250 - 986.82161 - 40.9 1300s 51182 34340 infeasible 110 - 986.82161 - 40.9 1305s 51410 34486 1041.36122 90 164 - 986.82161 - 40.9 1310s 51644 34616 1002.64343 35 252 - 986.82161 - 41.0 1315s 51835 34697 986.82161 24 152 - 986.82161 - 41.2 1320s 52089 34910 990.16845 31 240 - 986.82161 - 41.1 1325s 52361 35085 988.07503 30 260 - 986.82161 - 41.2 1330s 52600 35276 1005.24773 33 156 - 986.82161 - 41.2 1335s 52851 35475 1031.02259 111 99 - 986.82161 - 41.2 1340s 53155 35652 986.82161 29 154 - 986.82161 - 41.2 1345s 53342 35761 1023.88290 38 261 - 986.82764 - 41.4 1350s 53638 35920 1020.02686 38 254 - 986.84280 - 41.4 1355s 53838 35991 998.14419 34 128 - 986.86856 - 41.5 1360s 54098 36217 1025.38399 109 254 - 986.86878 - 41.5 1365s 54280 36288 997.98305 38 251 - 986.86878 - 41.5 1370s 54548 36501 1008.79794 52 151 - 986.86878 - 41.5 1375s 54835 36763 1075.82617 186 176 - 986.86878 - 41.5 1380s 55101 36988 1066.30906 135 81 - 986.86878 - 41.4 1385s 55397 37221 1018.93345 106 132 - 986.86878 - 41.3 1390s 55728 37488 988.68935 32 117 - 986.86878 - 41.2 1395s 55976 37671 990.04522 37 256 - 986.86878 - 41.2 1400s 56295 37974 1077.07902 183 83 - 986.86878 - 41.2 1405s 56544 38160 994.27967 38 252 - 986.86878 - 41.2 1410s 56829 38385 997.63138 61 210 - 986.86923 - 41.2 1415s 57145 38645 999.05746 39 163 - 986.87922 - 41.1 1420s 57390 38822 1038.69957 61 272 - 986.87922 - 41.2 1425s 57685 39023 990.43806 34 117 - 986.87922 - 41.1 1430s 57960 39257 1072.72576 156 168 - 986.87922 - 41.1 1435s 58293 39437 1012.33205 54 144 - 986.87922 - 41.0 1440s 58621 39728 990.99708 35 116 - 986.87922 - 40.9 1445s 58864 39943 1015.04371 79 115 - 986.87922 - 40.9 1450s 59259 40294 992.78405 49 180 - 986.87922 - 40.7 1455s 59526 40526 999.54340 44 289 - 986.88157 - 40.7 1460s 59744 40650 infeasible 52 - 986.88777 - 40.8 1465s 59946 40762 987.44860 34 162 - 986.90119 - 40.9 1470s 60161 40881 infeasible 36 - 986.90455 - 41.0 1475s 60398 41003 987.13625 27 255 - 986.91685 - 41.1 1480s 60624 41144 1006.73608 40 259 - 986.92665 - 41.2 1485s 60817 41236 1004.59158 45 179 - 986.93467 - 41.3 1490s 61027 41363 1003.24598 28 274 - 986.94602 - 41.3 1495s 61206 41464 1033.29692 54 287 - 986.96034 - 41.5 1501s 61378 41521 989.32750 28 253 - 986.96867 - 41.5 1505s 61593 41602 1023.60891 47 283 - 986.97911 - 41.6 1510s 61782 41706 1027.75410 57 277 - 986.98356 - 41.7 1515s 61983 41824 1008.16731 34 280 - 986.99237 - 41.8 1520s 62273 42036 1033.09165 26 174 - 987.02392 - 41.8 1525s 62467 42131 1027.83549 45 269 - 987.03249 - 41.9 1530s 62717 42260 infeasible 36 - 987.04096 - 41.9 1535s 62953 42412 1024.88172 87 129 - 987.05971 - 42.0 1540s 63188 42514 infeasible 51 - 987.08393 - 42.0 1545s 63470 42713 990.82161 26 131 - 987.09939 - 42.0 1550s 63679 42825 1024.36228 49 173 - 987.12251 - 42.1 1555s 63945 43042 995.75901 31 128 - 987.12251 - 42.1 1560s 64235 43223 998.29255 34 146 - 987.13294 - 42.1 1565s 64499 43422 994.68585 32 171 - 987.13534 - 42.1 1570s 64772 43561 1020.83425 53 147 - 987.14701 - 42.2 1575s 65074 43819 1002.49324 32 258 - 987.15004 - 42.1 1580s 65331 43964 1037.67007 54 141 - 987.15901 - 42.1 1585s 65602 44108 996.66111 38 252 - 987.17665 - 42.2 1590s 65802 44216 1009.66909 46 130 - 987.19198 - 42.3 1595s 66014 44309 1002.82837 40 247 - 987.20242 - 42.4 1600s 66242 44394 infeasible 34 - 987.20408 - 42.5 1605s 66534 44554 infeasible 37 - 987.21968 - 42.5 1610s 66735 44649 infeasible 39 - 987.23205 - 42.6 1615s 67022 44934 1052.52524 184 113 - 987.23426 - 42.5 1620s 67302 45107 1009.96288 52 282 - 987.23984 - 42.5 1625s 67578 45329 1002.33494 53 162 - 987.24286 - 42.5 1630s 67869 45559 1027.75421 56 119 - 987.24780 - 42.4 1635s 68122 45692 1002.22301 60 183 - 987.25756 - 42.5 1640s 68415 45872 infeasible 73 - 987.26448 - 42.5 1645s 68654 46036 1041.51997 95 314 - 987.27071 - 42.5 1650s 68876 46163 infeasible 49 - 987.27146 - 42.6 1655s 69127 46313 987.50403 28 119 - 987.28190 - 42.6 1660s 69355 46453 1018.69955 52 297 - 987.29198 - 42.7 1665s 69629 46644 1030.56480 59 168 - 987.30278 - 42.7 1670s 69924 46865 1002.04526 49 148 - 987.30752 - 42.6 1675s 70228 47088 997.46923 39 183 - 987.31698 - 42.6 1680s 70487 47233 1019.70546 41 283 - 987.32161 - 42.6 1685s 70712 47338 1016.29818 38 274 - 987.32161 - 42.7 1690s 70993 47564 1039.45838 83 220 - 987.32366 - 42.7 1695s 71236 47700 995.51089 40 175 - 987.34013 - 42.8 1700s 71462 47844 1046.53557 115 172 - 987.34343 - 42.8 1705s 71686 47951 1014.98358 42 215 - 987.36217 - 42.8 1710s 71897 48120 infeasible 83 - 987.36274 - 42.8 1715s 72144 48231 991.40927 29 201 - 987.37061 - 42.9 1720s 72368 48332 1002.81779 40 142 - 987.39114 - 42.9 1725s 72653 48460 1008.35371 35 122 - 987.42161 - 42.9 1730s 72880 48613 1075.77224 86 158 - 987.43645 - 42.9 1735s 73217 48834 990.47635 31 260 - 987.44301 - 42.9 1740s 73439 48938 1008.05134 43 252 - 987.45188 - 42.9 1745s 73682 49062 infeasible 30 - 987.45452 - 42.9 1750s 73904 49169 infeasible 52 - 987.46300 - 43.0 1755s 74168 49304 1003.59122 37 257 - 987.46881 - 43.0 1760s 74458 49452 1005.88596 51 255 - 987.47951 - 43.0 1765s 74775 49693 990.45546 48 269 - 987.48828 - 42.9 1770s 74988 49814 1003.42690 42 142 - 987.49223 - 43.0 1775s 75196 49913 996.82411 40 148 - 987.50882 - 43.0 1780s 75469 50076 1035.09726 39 269 - 987.53197 - 43.0 1785s 75658 50173 1004.54310 42 191 - 987.54143 - 43.1 1790s 75876 50328 1005.57741 55 157 - 987.54924 - 43.1 1795s 76147 50523 999.81952 40 285 - 987.55851 - 43.1 1800s 76404 50690 992.62604 42 250 - 987.56621 - 43.1 1805s 76618 50793 1011.76343 32 167 - 987.57161 - 43.2 1810s 76901 50947 1036.05202 59 283 - 987.57569 - 43.2 1815s 77162 51115 1025.79450 52 158 - 987.58066 - 43.2 1820s 77406 51233 989.28511 39 268 - 987.58905 - 43.2 1825s 77679 51405 1008.94295 31 108 - 987.60153 - 43.3 1830s 77924 51569 993.36501 34 241 - 987.61182 - 43.2 1835s 78239 51811 1104.38213 136 162 - 987.61391 - 43.2 1840s 78513 51969 infeasible 84 - 987.62022 - 43.2 1845s 78704 52070 995.85141 39 243 - 987.62600 - 43.3 1850s 78980 52268 998.55538 41 264 - 987.63905 - 43.3 1855s 79235 52385 1018.22956 62 258 - 987.65446 - 43.3 1860s 79465 52517 1022.61746 67 270 - 987.65744 - 43.3 1865s 79822 52798 1042.79451 123 80 - 987.66088 - 43.2 1870s 80023 52906 infeasible 56 - 987.66635 - 43.3 1875s 80313 53036 1001.12947 41 133 - 987.68161 - 43.3 1880s 80609 53244 994.82161 34 160 - 987.68780 - 43.3 1885s 80865 53405 993.31397 39 249 - 987.69661 - 43.3 1890s 81065 53534 infeasible 40 - 987.70423 - 43.4 1895s 81368 53760 infeasible 101 - 987.71921 - 43.3 1900s 81608 53889 988.93797 43 145 - 987.72522 - 43.3 1906s 81755 53968 1009.20828 55 150 - 987.73161 - 43.4 1910s 81982 54076 1008.79652 38 114 - 987.74303 - 43.4 1915s 82214 54186 988.51209 27 167 - 987.75018 - 43.5 1920s 82480 54339 998.56862 45 217 - 987.75324 - 43.5 1925s 82732 54546 1090.97294 130 157 - 987.75938 - 43.5 1930s 82973 54721 infeasible 47 - 987.75982 - 43.5 1935s 83207 54856 1047.66355 44 240 - 987.77257 - 43.5 1940s 83501 55098 1046.41280 170 55 - 987.78227 - 43.4 1945s 83671 55265 1077.94355 292 116 - 987.78227 - 43.4 1950s 83804 55362 1031.59950 71 279 - 987.78390 - 43.4 1955s 84058 55517 989.04453 26 259 - 987.79111 - 43.4 1960s 84260 55640 999.50924 51 278 - 987.79759 - 43.5 1965s 84541 55865 1060.90146 142 94 - 987.80586 - 43.4 1970s 84770 56043 1162.45736 261 129 - 987.80586 - 43.4 1975s 85121 56298 1057.37747 197 187 - 987.81533 - 43.3 1980s 85421 56522 1008.63702 52 150 - 987.82161 - 43.3 1985s 85696 56729 993.98195 53 276 - 987.82161 - 43.3 1990s 86004 56965 1017.36250 37 265 - 987.82161 - 43.3 1995s 86282 57121 1011.11370 93 146 - 987.82161 - 43.3 2000s 86494 57232 1005.84628 37 254 - 987.82161 - 43.3 2005s 86693 57343 992.30144 47 263 - 987.82161 - 43.4 2010s 86890 57464 995.16059 29 266 - 987.82161 - 43.4 2015s 87081 57551 1013.96314 42 255 - 987.82161 - 43.5 2020s 87312 57645 997.63330 38 179 - 987.82161 - 43.6 2025s 87564 57778 1037.97757 37 264 - 987.82652 - 43.6 2030s 87840 57941 1002.40235 48 307 - 987.83205 - 43.6 2035s 88112 58108 1044.19671 77 292 - 987.83240 - 43.7 2040s 88367 58310 1060.85160 134 184 - 987.83828 - 43.7 2045s 88597 58485 1007.51948 26 257 - 987.84098 - 43.7 2050s 88927 58717 1004.83659 36 168 - 987.85889 - 43.6 2055s 89300 59016 1011.85358 72 149 - 987.85900 - 43.6 2060s 89574 59157 994.26477 36 265 - 987.86878 - 43.5 2065s 89822 59375 1056.58518 115 326 - 987.86878 - 43.6 2070s 90171 59660 1083.71595 203 178 - 987.86878 - 43.5 2075s 90506 59924 1004.90114 35 141 - 987.86878 - 43.4 2080s 90727 60118 1025.78740 86 129 - 987.86878 - 43.4 2087s 90869 60247 992.45479 38 223 - 987.86902 - 43.4 2090s 91199 60469 1012.67750 67 304 - 987.86938 - 43.3 2095s 91477 60674 1006.67747 46 146 - 987.86938 - 43.3 2100s 91803 60954 991.04482 41 268 - 987.86938 - 43.3 2105s 91916 61043 994.56821 45 140 - 987.87039 - 43.3 2110s 92253 61287 1025.96129 106 200 - 987.87666 - 43.3 2115s 92542 61480 infeasible 52 - 987.87920 - 43.2 2120s 92859 61768 996.36439 35 122 - 987.88434 - 43.2 2125s 93098 61912 998.27342 41 243 - 987.89304 - 43.2 2130s 93384 62105 997.40824 35 226 - 987.90004 - 43.2 2135s 93754 62440 992.54871 31 158 - 987.90488 - 43.1 2140s 94003 62621 1021.76220 39 252 - 987.90830 - 43.2 2145s 94264 62803 1024.30154 64 279 - 987.91001 - 43.2 2150s 94528 62944 1011.82388 68 148 - 987.91922 - 43.2 2155s 94782 63144 1002.29554 42 141 - 987.92260 - 43.2 2160s 95111 63408 1060.01856 150 249 - 987.92534 - 43.1 2165s 95441 63576 990.44226 21 194 - 987.93212 - 43.1 2170s 95695 63782 1046.96774 119 242 - 987.93915 - 43.1 2175s 96010 64071 1054.40001 178 65 - 987.94068 - 43.1 2180s 96291 64293 1041.02716 121 113 - 987.94475 - 43.1 2185s 96642 64591 1112.86108 206 297 - 987.94661 - 43.0 2190s 96877 64724 991.30327 35 199 - 987.94661 - 43.0 2195s 97109 64825 infeasible 29 - 987.95497 - 43.1 2200s 97397 64994 1007.41509 41 176 - 987.95903 - 43.1 2205s 97706 65294 1105.90466 236 144 - 987.95903 - 43.0 2210s 97910 65417 infeasible 55 - 987.96562 - 43.0 2215s 98220 65634 1033.53827 94 279 - 987.96770 - 43.0 2220s 98551 65889 990.32523 44 292 - 987.97761 - 43.0 2225s 98839 66125 1003.46425 58 120 - 987.98356 - 42.9 2230s 99148 66365 1000.23575 57 148 - 987.98660 - 42.9 2235s 99425 66530 1020.90098 40 152 - 987.98828 - 42.9 2240s 99700 66721 995.47570 43 182 - 987.99111 - 42.9 2245s 99889 66836 infeasible 47 - 988.00085 - 43.0 2250s 100133 67004 infeasible 40 - 988.00684 - 43.0 2255s 100426 67181 1060.13573 90 271 - 988.01558 - 43.0 2260s 100726 67339 1002.10159 36 164 - 988.02228 - 43.0 2265s 101028 67516 1065.20875 93 171 - 988.02847 - 43.0 2270s 101351 67741 1101.84523 96 253 - 988.03205 - 42.9 2275s 101727 68048 1047.31873 153 171 - 988.03806 - 42.9 2280s 102010 68245 996.02714 28 167 - 988.04091 - 42.8 2285s 102262 68389 999.88872 41 137 - 988.05989 - 42.9 2290s 102544 68555 infeasible 58 - 988.06497 - 42.9 2295s 102769 68702 996.87382 40 147 - 988.06878 - 42.9 2300s 103018 68847 992.53560 40 156 - 988.06919 - 42.9 2305s 103279 68999 991.72126 34 277 - 988.07161 - 42.9 2310s 103582 69199 991.38705 35 279 - 988.07164 - 42.9 2315s 103887 69421 1029.08163 109 113 - 988.07503 - 42.9 2320s 104353 69833 infeasible 247 - 988.07503 - 42.8 2325s 104693 70099 1038.88292 109 159 - 988.07503 - 42.7 2330s 105099 70310 1030.31975 77 125 - 988.07546 - 42.7 2335s 105321 70475 996.52372 40 252 - 988.08014 - 42.7 2340s 105621 70697 infeasible 38 - 988.08282 - 42.7 2345s 105875 70895 992.96280 52 248 - 988.08671 - 42.6 2350s 106259 71196 1043.05487 28 271 - 988.08967 - 42.6 2355s 106535 71411 1010.04063 48 171 - 988.09439 - 42.6 2360s 106792 71602 infeasible 46 - 988.10173 - 42.6 2365s 107146 71896 1042.97872 145 36 - 988.10857 - 42.6 2370s 107551 72223 1060.59199 149 77 - 988.11438 - 42.5 2375s 107783 72366 1021.26871 36 143 - 988.11489 - 42.5 2380s 108093 72611 1046.84147 100 167 - 988.11573 - 42.5 2385s 108417 72820 1005.46255 33 278 - 988.11956 - 42.5 2390s 108626 72937 1004.30025 42 116 - 988.12615 - 42.5 2395s 108836 73096 1019.17598 67 242 - 988.13418 - 42.6 2400s 109211 73428 1013.97364 62 159 - 988.13534 - 42.5 2405s 109499 73613 1001.12471 44 267 - 988.13878 - 42.5 2410s 109836 73911 1070.08150 134 205 - 988.13878 - 42.5 2415s 110220 74243 1004.17221 73 302 - 988.13878 - 42.4 2420s 110667 74600 1206.04327 195 263 - 988.14006 - 42.3 2425s 111036 74851 996.04530 40 253 - 988.14922 - 42.3 2430s 111383 75103 1021.29798 76 303 - 988.16094 - 42.2 2435s 111610 75228 1018.77497 45 246 - 988.16442 - 42.3 2440s 111831 75374 998.64809 50 182 - 988.16504 - 42.3 2445s 112069 75535 1027.07782 43 248 - 988.16937 - 42.3 2450s 112300 75691 1029.90032 89 155 - 988.17206 - 42.3 2456s 112597 75986 1095.29884 266 55 - 988.17206 - 42.3 2460s 112868 76187 1001.55981 36 267 - 988.17386 - 42.3 2465s 113100 76345 1006.97931 43 248 - 988.17479 - 42.3 2470s 113490 76656 1035.93085 115 120 - 988.17842 - 42.2 2475s 113672 76750 991.46305 40 250 - 988.18474 - 42.2 2480s 113963 76930 1076.71791 107 178 - 988.19246 - 42.3 2485s 114272 77136 994.52873 43 170 - 988.19734 - 42.2 2490s 114490 77307 1009.30654 39 161 - 988.19776 - 42.3 2495s 114768 77519 1005.40580 49 190 - 988.20410 - 42.3 2500s 115138 77801 1036.53378 61 287 - 988.21127 - 42.2 2505s 115430 78006 1001.52224 31 265 - 988.21511 - 42.2 2510s 115682 78158 1007.03065 44 159 - 988.22161 - 42.3 2515s 115986 78397 1089.21909 170 135 - 988.22161 - 42.2 2520s 116308 78591 1034.87908 41 170 - 988.22353 - 42.2 2525s 116691 78905 1086.88086 224 151 - 988.22384 - 42.1 2530s 116994 79142 990.47361 34 263 - 988.22394 - 42.1 2535s 117262 79346 1019.44758 48 257 - 988.22655 - 42.1 2540s 117530 79506 infeasible 77 - 988.23205 - 42.1 2545s 117808 79722 1020.22933 57 238 - 988.23216 - 42.1 2550s 118158 79951 998.49877 53 266 - 988.23698 - 42.1 2555s 118495 80162 995.02921 33 131 - 988.23808 - 42.1 2560s 118831 80464 infeasible 138 - 988.23880 - 42.1 2565s 119131 80620 infeasible 38 - 988.24098 - 42.1 2570s 119432 80817 998.82906 48 250 - 988.24787 - 42.0 2575s 119699 80988 infeasible 69 - 988.25142 - 42.1 2580s 120012 81208 1020.07087 75 178 - 988.25911 - 42.1 2585s 120433 81567 1069.25124 227 38 - 988.26144 - 42.0 2590s 120677 81713 995.52145 27 181 - 988.26745 - 42.0 2595s 120910 81866 988.55103 40 119 - 988.27131 - 42.0 2600s 121268 82146 988.49360 32 137 - 988.27146 - 42.0 2605s 121565 82298 infeasible 36 - 988.28003 - 42.0 2610s 121842 82520 993.50825 36 193 - 988.28383 - 42.0 2615s 122096 82696 1014.33182 38 264 - 988.28673 - 42.0 2620s 122418 82890 992.29191 37 96 - 988.29633 - 42.0 2625s 122596 83019 994.21382 37 188 - 988.29817 - 42.0 2630s 122899 83278 1066.31974 181 118 - 988.30281 - 41.9 2635s 123265 83542 993.92921 56 106 - 988.30492 - 41.9 2640s 123521 83716 994.95983 42 201 - 988.30833 - 41.9 2645s 123791 83918 1013.40389 55 186 - 988.30857 - 41.9 2650s 124159 84187 991.49796 35 254 - 988.30963 - 41.9 2655s 124403 84332 1023.26141 51 262 - 988.31239 - 41.9 2660s 124671 84538 1037.07284 88 148 - 988.31438 - 41.9 2665s 125053 84809 infeasible 41 - 988.31776 - 41.8 2670s 125275 84898 infeasible 41 - 988.32161 - 41.9 2675s 125466 84978 1000.67550 29 140 - 988.32161 - 41.9 2680s 125635 85088 996.87408 44 247 - 988.32161 - 41.9 2685s 125849 85183 992.67466 37 137 - 988.32448 - 42.0 2690s 126155 85422 1012.81324 74 269 - 988.32481 - 42.0 2695s 126475 85685 1037.93535 89 158 - 988.32481 - 41.9 2700s 126832 85971 996.08109 38 159 - 988.32559 - 41.9 2705s 127165 86269 1122.29876 151 176 - 988.32559 - 41.8 2710s 127486 86492 infeasible 70 - 988.32729 - 41.8 2715s 127709 86624 1003.39303 40 154 - 988.33942 - 41.8 2720s 127940 86683 infeasible 38 - 988.34013 - 41.9 2725s 128141 86731 infeasible 36 - 988.34021 - 41.9 2730s 128490 87032 1069.57807 96 141 - 988.34301 - 41.9 2735s 128750 87207 1027.50305 55 281 - 988.34533 - 41.9 2740s 128957 87299 995.57539 39 236 - 988.35089 - 41.9 2745s 129327 87605 997.32814 39 133 - 988.35733 - 41.9 2750s 129610 87758 993.47427 38 169 - 988.36217 - 41.9 2755s 129868 87968 1006.79158 73 172 - 988.36742 - 41.9 2760s 130202 88255 998.58872 59 287 - 988.37068 - 41.9 2765s 130504 88451 1038.27823 102 158 - 988.37740 - 41.8 2770s 130731 88620 1001.72894 36 274 - 988.37785 - 41.9 2775s 130985 88760 infeasible 46 - 988.37940 - 41.9 2780s 131290 88996 990.21635 37 154 - 988.38388 - 41.9 2785s 131525 89180 infeasible 117 - 988.38803 - 41.9 2790s 131823 89447 999.03438 49 169 - 988.39148 - 41.9 2795s 132096 89602 1026.65628 29 243 - 988.39908 - 41.9 2800s 132329 89771 1045.73936 101 169 - 988.40529 - 41.9 2805s 132606 89934 1037.45924 47 273 - 988.42161 - 41.9 2810s 132787 90001 1001.50763 40 157 - 988.42354 - 42.0 2815s 133076 90173 999.88392 53 254 - 988.42816 - 42.0 2820s 133412 90365 991.18104 32 137 - 988.44021 - 41.9 2825s 133629 90521 1019.04108 60 159 - 988.44077 - 42.0 2830s 133862 90675 996.59955 36 262 - 988.44487 - 42.0 2835s 134073 90817 997.59045 43 162 - 988.44554 - 42.0 2840s 134452 91123 infeasible 169 - 988.44598 - 42.0 2845s 134750 91328 994.38563 44 260 - 988.44661 - 42.0 2850s 135096 91597 994.35579 41 233 - 988.44661 - 42.0 2855s 135387 91821 1033.32615 139 292 - 988.44957 - 41.9 2860s 135640 91957 1003.96110 48 341 - 988.45272 - 42.0 2865s 135956 92205 998.83401 45 230 - 988.45411 - 41.9 2870s 136323 92469 992.12613 39 275 - 988.45675 - 41.9 2875s 136722 92759 1005.83600 63 154 - 988.45723 - 41.8 2880s 137054 92995 1003.82425 48 149 - 988.45986 - 41.8 2885s 137403 93208 1003.95345 39 222 - 988.46082 - 41.8 2890s 137686 93442 1065.28325 132 179 - 988.46128 - 41.8 2895s 138039 93723 1087.69798 125 249 - 988.46697 - 41.7 2900s 138377 93975 infeasible 56 - 988.46993 - 41.7 2905s 138755 94265 1145.74755 225 270 - 988.47113 - 41.6 2910s 139040 94420 1008.99680 53 171 - 988.47443 - 41.6 2915s 139268 94569 1009.11518 62 151 - 988.48205 - 41.7 2920s 139629 94899 1177.01496 200 84 - 988.48205 - 41.6 2925s 139876 95007 1013.06770 40 177 - 988.48341 - 41.6 2930s 140171 95252 infeasible 151 - 988.48342 - 41.6 2935s 140521 95488 995.76610 37 230 - 988.48513 - 41.6 2940s 140799 95711 1013.49397 35 246 - 988.48828 - 41.6 2945s 141085 95901 infeasible 70 - 988.48828 - 41.6 2950s 141360 96125 1034.22737 89 134 - 988.49266 - 41.6 2955s 141725 96390 1001.83384 72 252 - 988.49850 - 41.5 2960s 142083 96654 1027.26985 124 266 - 988.50029 - 41.5 2965s 142364 96863 1032.83768 129 87 - 988.50835 - 41.5 2970s 142714 97127 infeasible 59 - 988.51209 - 41.5 2975s 142965 97324 1031.78592 83 263 - 988.51369 - 41.5 2980s 143285 97519 1015.87549 31 266 - 988.51466 - 41.5 2985s 143568 97680 1046.92662 111 176 - 988.51638 - 41.5 2990s 143900 97934 1002.90876 44 166 - 988.51796 - 41.5 2995s 144143 98065 996.69398 38 245 - 988.52484 - 41.5 3000s 144492 98341 1022.98119 114 291 - 988.52897 - 41.5 3005s 144729 98484 1000.72481 40 231 - 988.53285 - 41.5 3010s 145008 98634 995.80199 37 242 - 988.53817 - 41.5 3015s 145306 98886 998.51975 47 250 - 988.53879 - 41.5 3020s 145597 99080 999.78686 36 239 - 988.54301 - 41.5 3025s 145972 99413 1060.73435 191 72 - 988.54301 - 41.4 3030s 146326 99673 1009.72353 86 310 - 988.54301 - 41.4 3035s 146655 99902 infeasible 88 - 988.54301 - 41.4 3040s 147062 100261 infeasible 41 - 988.54301 - 41.3 3045s 147440 100544 997.68009 33 150 - 988.54383 - 41.3 3050s 147685 100712 997.87649 32 259 - 988.55078 - 41.3 3055s 147998 100945 995.22011 55 233 - 988.55345 - 41.3 3060s 148375 101262 1006.57948 37 254 - 988.55345 - 41.2 3065s 148682 101493 1024.25865 94 252 - 988.55345 - 41.2 3070s 149129 101827 infeasible 54 - 988.55671 - 41.1 3075s 149453 102062 1052.32020 135 255 - 988.56308 - 41.1 3080s 149646 102178 1002.76310 52 282 - 988.56651 - 41.1 3085s 149897 102325 1036.32992 45 265 - 988.57161 - 41.2 3090s 150158 102454 infeasible 46 - 988.57161 - 41.2 3095s 150409 102646 1047.24575 110 149 - 988.57502 - 41.2 3100s 150693 102816 994.63357 38 234 - 988.58335 - 41.2 3105s 151061 103119 1015.99063 44 163 - 988.58657 - 41.2 3110s 151285 103245 1013.33999 53 264 - 988.58748 - 41.2 3115s 151537 103383 1003.28581 25 273 - 988.59009 - 41.2 3120s 151736 103478 996.81833 32 274 - 988.59784 - 41.2 3125s 152057 103712 infeasible 31 - 988.60199 - 41.2 3130s 152264 103806 997.36249 46 257 - 988.60405 - 41.3 3135s 152541 104004 1057.04155 109 148 - 988.60778 - 41.3 3140s 152859 104195 infeasible 63 - 988.60995 - 41.2 3145s 153104 104345 999.98168 38 146 - 988.61870 - 41.2 3150s 153286 104453 1006.02749 35 159 - 988.62161 - 41.3 3155s 153604 104683 1073.87558 155 167 - 988.62369 - 41.2 3160s 153940 104891 infeasible 35 - 988.62862 - 41.2 3165s 154283 105157 1075.35125 142 285 - 988.63128 - 41.2 3170s 154562 105351 1020.00184 71 170 - 988.63513 - 41.2 3175s 154843 105517 1018.79652 59 195 - 988.64100 - 41.2 3180s 155208 105776 1021.27565 66 206 - 988.64498 - 41.2 3185s 155427 105890 1001.05511 25 152 - 988.65105 - 41.2 3190s 155607 106013 1014.87793 57 249 - 988.65201 - 41.2 3195s 155894 106171 1001.55438 56 279 - 988.66133 - 41.2 3200s 156219 106422 1058.18677 95 268 - 988.66356 - 41.2 3205s 156606 106719 1105.29222 179 249 - 988.66356 - 41.2 3210s 157008 106982 1065.21819 87 277 - 988.66356 - 41.1 3215s 157307 107187 1010.64693 87 139 - 988.66902 - 41.1 3220s 157733 107556 1008.58819 75 181 - 988.67000 - 41.1 3225s 158028 107785 1015.50912 46 278 - 988.67541 - 41.0 3230s 158312 107993 1000.54615 46 266 - 988.68129 - 41.1 3235s 158577 108187 991.22208 30 153 - 988.68585 - 41.0 3240s 158789 108374 1081.49002 117 165 - 988.68585 - 41.0 3245s 159115 108607 1032.36384 58 315 - 988.68685 - 41.0 3250s 159433 108817 1008.38563 45 267 - 988.68742 - 41.0 3255s 159662 108966 1035.36967 59 263 - 988.68987 - 41.0 3260s 159948 109178 1003.32314 37 263 - 988.69066 - 41.0 3265s 160270 109363 997.08426 40 148 - 988.69458 - 41.0 3270s 160517 109566 990.16506 37 136 - 988.69977 - 41.0 3275s 160818 109768 993.47108 50 116 - 988.70233 - 41.0 3280s 161141 109985 1017.18298 67 298 - 988.70695 - 41.0 3285s 161505 110282 1026.89962 141 269 - 988.70742 - 41.0 3290s 161832 110529 994.50465 40 188 - 988.71050 - 40.9 3295s 162151 110765 1037.89072 62 165 - 988.71180 - 40.9 3300s 162476 110978 1000.35164 56 260 - 988.71410 - 40.9 3305s 162812 111220 infeasible 34 - 988.71830 - 40.9 3310s 163066 111388 1001.94018 61 291 - 988.72167 - 40.9 3315s 163305 111486 infeasible 36 - 988.72333 - 40.9 3321s 163565 111715 1009.70823 68 300 - 988.72481 - 40.9 3325s 163873 111934 1012.82252 43 255 - 988.72768 - 40.9 3330s 164218 112193 1007.40974 38 254 - 988.73070 - 40.9 3335s 164465 112352 1007.79221 31 256 - 988.73828 - 40.9 3340s 164656 112458 infeasible 55 - 988.74166 - 40.9 3345s 165001 112702 1045.57863 59 252 - 988.74871 - 40.9 3350s 165305 112903 1008.16744 65 165 - 988.75405 - 40.9 3355s 165612 113121 999.45694 46 153 - 988.75840 - 40.9 3360s 165915 113364 infeasible 68 - 988.76062 - 40.8 3365s 166284 113645 1116.38945 128 155 - 988.76251 - 40.8 3370s 166499 113801 1005.27574 60 139 - 988.76336 - 40.8 3375s 166780 113973 1000.14299 39 284 - 988.76926 - 40.8 3380s 167099 114228 1067.75923 99 178 - 988.77161 - 40.8 3385s 167347 114354 infeasible 46 - 988.77666 - 40.8 3390s 167636 114515 998.59416 41 175 - 988.78112 - 40.9 3395s 167911 114705 1047.55818 53 282 - 988.78205 - 40.9 3400s 168198 114867 999.97854 36 181 - 988.78852 - 40.9 3405s 168546 115168 1086.63303 135 140 - 988.78852 - 40.8 3410s 168913 115422 1044.08316 133 323 - 988.79111 - 40.8 3415s 169229 115660 1010.64064 39 122 - 988.79161 - 40.8 3420s 169522 115840 997.57160 39 261 - 988.79594 - 40.8 3425s 169850 116090 1008.07470 41 172 - 988.79633 - 40.7 3430s 170028 116181 996.21379 41 243 - 988.79922 - 40.8 3435s 170258 116360 1061.20031 76 199 - 988.80056 - 40.8 3440s 170524 116557 998.12386 42 132 - 988.80525 - 40.8 3445s 170824 116739 1022.93520 44 289 - 988.80966 - 40.8 3450s 171083 116915 999.50370 43 162 - 988.81467 - 40.8 3455s 171438 117163 998.36831 44 247 - 988.82161 - 40.8 3460s 171718 117365 990.07503 33 262 - 988.82161 - 40.8 3465s 171998 117567 1018.10149 47 241 - 988.82161 - 40.8 3470s 172222 117680 990.08264 33 251 - 988.82161 - 40.8 3475s 172500 117893 998.01468 36 229 - 988.82161 - 40.8 3480s 172763 118075 1005.55717 50 190 - 988.82161 - 40.8 3485s 173075 118272 990.23828 25 153 - 988.82161 - 40.8 3490s 173309 118426 1049.96455 83 232 - 988.82161 - 40.9 3495s 173506 118539 1023.39590 63 154 - 988.82161 - 40.9 3500s 173780 118730 990.07503 27 253 - 988.82161 - 40.9 3505s 174006 118894 1017.98541 37 276 - 988.82161 - 40.9 3510s 174258 119075 1015.23659 37 267 - 988.82161 - 40.9 3515s 174503 119246 1006.17413 54 155 - 988.82161 - 40.9 3520s 174810 119473 infeasible 34 - 988.82161 - 40.9 3525s 175029 119610 infeasible 42 - 988.82161 - 40.9 3530s 175384 119866 1053.64598 108 282 - 988.82230 - 40.9 3535s 175600 120020 1000.65306 47 269 - 988.82566 - 40.9 3540s 175941 120264 infeasible 37 - 988.82638 - 40.9 3545s 176152 120399 989.75672 34 108 - 988.83205 - 40.9 3550s 176416 120552 1002.40639 45 165 - 988.83261 - 41.0 3555s 176722 120781 infeasible 60 - 988.83356 - 41.0 3560s 177086 121062 infeasible 47 - 988.83667 - 40.9 3565s 177316 121228 1008.65336 62 117 - 988.83828 - 40.9 3570s 177599 121466 996.19613 35 282 - 988.83828 - 40.9 3575s 177917 121762 1040.20185 153 91 - 988.83828 - 40.9 3580s 178190 121982 1031.65999 80 196 - 988.83828 - 40.9 3585s 178491 122228 997.01709 48 348 - 988.83981 - 40.9 3590s 178836 122516 1001.58228 54 135 - 988.83981 - 40.9 3595s Cutting planes: Learned: 37 Gomory: 125 Cover: 45 Implied bound: 359 Clique: 44 MIR: 903 GUB cover: 36 Zero half: 438 Mod-K: 1 Explored 179159 nodes (7331951 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 9.890000000000e+02, gap -