Optimize a model with 439 rows, 96141 columns and 192282 nonzeros Presolve time: 0.43s Presolved: 439 rows, 96141 columns, 192282 nonzeros Variable types: 0 continuous, 96141 integer (96141 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 565 1.5082680e+07 8.0256827e+03 0s 2 1193 7.0867785e+06 1.2216120e+04 0s 3 1813 9.3755500e+04 8.6587801e+04 0s Sifting complete Root relaxation: objective 9.374050e+04, 2307 iterations, 0.07 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 93740.5000 0 68 - 93740.5000 - - 0s 0 0 94039.5000 0 48 - 94039.5000 - - 1s 0 0 94286.1667 0 66 - 94286.1667 - - 2s 0 0 94447.2083 0 77 - 94447.2083 - - 2s 0 0 94570.2500 0 76 - 94570.2500 - - 2s 0 0 94614.4048 0 73 - 94614.4048 - - 2s 0 0 94724.4583 0 84 - 94724.4583 - - 2s 0 0 94772.5000 0 32 - 94772.5000 - - 3s 0 0 94785.7456 0 108 - 94785.7456 - - 3s 0 0 94812.9750 0 81 - 94812.9750 - - 3s 0 0 94858.9286 0 69 - 94858.9286 - - 3s 0 0 94889.1944 0 78 - 94889.1944 - - 4s 0 0 94907.0970 0 86 - 94907.0970 - - 4s 0 0 94912.5051 0 98 - 94912.5051 - - 4s 0 0 94912.5051 0 98 - 94912.5051 - - 5s 0 2 94912.6008 0 98 - 94912.6008 - - 12s 17 19 99194.5000 12 18 - 98762.8093 - 12.3 15s 55 57 99619.5000 43 16 - 98762.8093 - 6.0 20s 93 95 100086.000 71 8 - 98762.8093 - 5.3 25s 132 134 100310.500 103 6 - 98762.8093 - 4.6 30s 171 173 101238.500 132 6 - 98762.8093 - 4.6 35s 210 212 101716.500 168 8 - 98762.8093 - 4.2 40s 248 250 102167.000 200 6 - 98762.8093 - 4.0 45s 287 289 102717.000 231 8 - 98762.8093 - 3.9 50s 325 327 102897.000 258 6 - 98762.8093 - 3.8 55s 364 366 103135.000 291 6 - 98762.8093 - 3.6 60s 403 405 103577.500 321 6 - 98762.8093 - 3.6 65s 443 445 104366.000 353 6 - 98762.8093 - 3.5 70s 481 483 104548.500 388 6 - 98762.8093 - 3.5 75s 520 522 104721.500 422 18 - 98762.8093 - 3.4 80s 559 561 105050.000 451 8 - 98762.8093 - 3.4 85s 597 599 105263.500 482 8 - 98762.8093 - 3.4 90s 636 638 105686.500 516 6 - 98762.8093 - 3.4 95s 674 676 105834.000 550 8 - 98762.8093 - 3.4 100s 713 715 106085.500 583 6 - 98762.8093 - 3.3 105s 751 753 106532.000 614 8 - 98762.8093 - 3.3 110s 790 792 106794.500 646 8 - 98762.8093 - 3.3 115s 828 830 107179.000 678 10 - 98762.8093 - 3.4 120s 866 868 107431.500 713 10 - 98762.8093 - 3.4 125s 904 906 108036.000 746 8 - 98762.8093 - 3.4 130s 944 946 109491.000 777 6 - 98762.8093 - 3.4 135s 983 985 109576.500 808 6 - 98762.8093 - 3.4 140s 1022 1024 109973.500 836 6 - 98762.8093 - 3.3 145s 1062 1064 110908.000 868 6 - 98762.8093 - 3.3 150s 1101 1103 112394.500 897 6 - 98762.8093 - 3.3 155s 1140 1142 113660.500 925 8 - 98762.8093 - 3.3 160s 1178 1180 113932.000 959 8 - 98762.8093 - 3.3 165s 1217 1219 114939.500 989 6 - 98762.8093 - 3.3 170s 1256 1258 116283.500 1025 6 - 98762.8093 - 3.3 175s 1295 1297 117589.000 1055 6 - 98762.8093 - 3.2 180s 1333 1335 119649.500 1083 8 - 98762.8093 - 3.2 185s 1372 1374 120950.500 1116 6 - 98762.8093 - 3.2 190s 1410 1412 122722.500 1149 8 - 98762.8093 - 3.2 195s 1449 1451 123635.000 1187 6 - 98762.8093 - 3.2 200s 1487 1489 125396.500 1215 8 - 98762.8093 - 3.2 205s 1526 1528 126299.000 1248 6 - 98762.8093 - 3.3 210s 1565 1567 127687.000 1275 6 - 98762.8093 - 3.3 215s 1601 1582 103165.500 273 98 - 98763.1440 - 3.5 220s 1606 1585 105401.500 489 80 - 100980.550 - 3.5 225s 1611 1589 109762.500 818 130 - 101129.268 - 3.5 230s 1617 1593 101724.500 159 147 - 101185.450 - 3.5 235s 1622 1596 104379.500 355 199 - 101230.105 - 3.5 240s 1623 1597 101232.382 37 235 - 101232.382 - 3.5 247s 1625 1598 111581.000 881 233 - 101232.382 - 3.5 255s 1630 1603 106069.070 13 194 - 105214.438 - 6.7 260s 1650 1617 106346.214 23 101 - 105214.438 - 6.9 265s 1673 1632 106504.300 34 111 - 105214.438 - 6.9 270s 1697 1648 106547.800 46 117 - 105214.438 - 6.9 275s 1720 1663 106459.767 58 96 - 105214.438 - 7.0 280s 1754 1686 106470.292 75 105 - 105214.438 - 7.0 285s 1788 1709 107104.000 92 20 - 105214.438 - 7.1 290s 1820 1730 107458.000 108 12 - 105214.438 - 7.1 295s 1853 1752 107582.500 124 6 - 105214.438 - 7.0 300s 1880 1770 108001.000 138 18 - 105214.438 - 7.0 305s 1913 1792 108376.500 154 18 - 105214.438 - 7.0 310s 1945 1813 108602.000 170 6 - 105214.438 - 7.0 315s 1978 1835 108734.000 187 8 - 105214.438 - 6.9 320s 2009 1856 108976.000 202 8 - 105214.438 - 6.9 325s 2043 1879 109610.500 219 6 - 105214.438 - 6.9 330s 2076 1901 109917.000 236 8 - 105214.438 - 6.8 335s 2110 1923 110007.000 253 6 - 105214.438 - 6.8 340s * 2114 1839 255 110134.00000 105214.438 4.47% 6.8 341s 2135 1835 106504.992 18 136 110134.000 105225.438 4.46% 6.9 345s 2167 1856 107192.417 34 52 110134.000 105225.438 4.46% 6.9 350s 2202 1880 107503.500 51 6 110134.000 105225.438 4.46% 6.9 355s 2205 1881 109708.000 222 98 110134.000 105225.438 4.46% 6.9 362s 2208 1883 107371.500 41 174 110134.000 106098.931 3.66% 6.8 366s 2210 1884 109126.000 200 253 110134.000 106325.532 3.46% 6.8 373s 2211 1885 106642.500 63 225 110134.000 106391.223 3.40% 6.8 376s 2214 1887 106773.417 78 242 110134.000 106504.743 3.30% 6.8 380s 2217 1889 106642.500 63 302 110134.000 106538.430 3.26% 6.8 385s 2220 1891 106773.417 78 214 110134.000 106584.885 3.22% 6.8 390s 2223 1893 109903.500 231 296 110134.000 106614.910 3.20% 6.8 395s 2226 1897 106634.453 20 305 110134.000 106618.900 3.19% 7.7 400s 2238 1905 106646.605 26 122 110134.000 106640.342 3.17% 7.8 405s 2252 1914 106851.988 33 212 110134.000 106640.342 3.17% 7.9 410s 2270 1926 107029.937 42 99 110134.000 106640.342 3.17% 8.0 415s 2279 1932 107068.228 46 110 110134.000 106640.342 3.17% 8.1 421s 2295 1943 107220.210 54 76 110134.000 106640.342 3.17% 8.1 425s 2315 1956 107279.688 64 64 110134.000 106640.342 3.17% 8.3 430s 2334 1969 107269.897 74 78 110134.000 106640.342 3.17% 8.5 435s 2360 1986 107785.808 87 73 110134.000 106640.342 3.17% 8.7 440s 2385 2003 107926.037 99 49 110134.000 106640.342 3.17% 8.7 445s 2410 2020 108212.037 112 49 110134.000 106640.342 3.17% 8.6 450s 2434 2036 108307.704 124 64 110134.000 106640.342 3.17% 8.6 455s 2455 2050 108422.537 134 43 110134.000 106640.342 3.17% 8.6 460s 2477 2064 108519.037 145 51 110134.000 106640.342 3.17% 8.7 465s 2499 2079 108669.020 156 44 110134.000 106640.342 3.17% 8.8 470s 2521 2094 108762.500 167 14 110134.000 106640.342 3.17% 8.9 475s 2543 2108 109193.278 178 61 110134.000 106640.342 3.17% 9.1 480s 2570 2126 109508.612 192 59 110134.000 106640.342 3.17% 9.1 485s 2588 2138 109567.278 201 51 110134.000 106640.342 3.17% 9.0 490s 2590 2140 109570.778 202 51 110134.000 106640.342 3.17% 9.0 496s 2611 2154 109703.241 212 43 110134.000 106640.342 3.17% 9.1 500s 2634 2169 109808.457 224 44 110134.000 106640.342 3.17% 9.2 505s 2654 2182 109850.250 234 56 110134.000 106640.342 3.17% 9.4 510s 2681 2200 110000.434 247 83 110134.000 106640.342 3.17% 9.6 515s 2718 2217 110021.889 266 28 110134.000 106640.342 3.17% 9.8 520s 2746 2226 107625.841 33 234 110134.000 106642.615 3.17% 10.0 525s 2778 2247 107722.797 49 224 110134.000 106642.615 3.17% 10.1 530s 2809 2268 108126.638 65 212 110134.000 106642.615 3.17% 10.2 535s 2843 2290 108408.408 82 74 110134.000 106642.615 3.17% 10.3 540s 2874 2311 108562.991 97 64 110134.000 106642.615 3.17% 10.3 545s 2889 2321 108506.491 105 66 110134.000 106642.615 3.17% 10.3 550s 2904 2331 108661.491 112 64 110134.000 106642.615 3.17% 10.3 555s 2910 2335 108686.991 115 64 110134.000 106642.615 3.17% 10.3 560s 2923 2344 109222.272 122 122 110134.000 106642.615 3.17% 10.4 565s 2945 2358 109244.487 133 108 110134.000 106642.615 3.17% 10.6 570s 2966 2372 109469.387 143 105 110134.000 106642.615 3.17% 10.7 575s 2995 2391 109957.663 158 187 110134.000 106642.615 3.17% 10.9 580s 3030 2395 106994.451 27 186 110134.000 106642.889 3.17% 11.0 585s 3060 2415 107142.106 42 118 110134.000 106642.889 3.17% 11.1 590s 3090 2435 107175.490 57 68 110134.000 106642.889 3.17% 11.2 595s 3103 2444 107178.012 64 74 110134.000 106642.889 3.17% 11.3 606s 3123 2457 107296.387 74 86 110134.000 106642.889 3.17% 11.4 610s 3153 2477 107333.631 89 107 110134.000 106642.889 3.17% 11.5 615s 3183 2497 107427.914 104 94 110134.000 106642.889 3.17% 11.6 620s * 3190 1796 107 107599.00000 106642.889 0.89% 11.7 621s 3208 1793 107562.667 114 20 107599.000 106642.889 0.89% 11.7 625s 3240 1807 107164.713 41 204 107599.000 106655.542 0.88% 11.9 630s 3269 1826 107286.315 56 112 107599.000 106655.542 0.88% 12.1 635s 3296 1844 107311.632 78 122 107599.000 106655.542 0.88% 12.2 640s 3301 1847 107239.127 63 98 107599.000 106655.542 0.88% 12.2 647s 3304 1849 107205.132 47 217 107599.000 106655.542 0.88% 12.1 650s 3308 1852 107342.851 95 291 107599.000 106786.076 0.76% 12.1 656s 3311 1854 107430.750 96 286 107599.000 106826.378 0.72% 12.1 660s 3320 1862 106878.731 29 293 107599.000 106860.593 0.69% 12.7 665s 3347 1880 107230.488 42 192 107599.000 106878.868 0.67% 12.8 670s 3360 1888 107149.939 49 194 107599.000 106878.868 0.67% 12.9 675s 3373 1897 107191.623 55 175 107599.000 106878.868 0.67% 13.0 680s 3400 1915 107209.603 69 173 107599.000 106878.868 0.67% 13.3 685s 3432 1936 107251.983 85 161 107599.000 106878.868 0.67% 13.6 690s 3465 1958 107314.868 101 145 107599.000 106878.868 0.67% 13.9 695s 3497 1980 107408.398 117 161 107599.000 106878.868 0.67% 14.2 700s 3514 1986 107574.784 126 79 107599.000 106878.868 0.67% 14.3 705s * 3520 1886 129 107580.00000 106878.868 0.65% 14.3 705s 3546 1901 107057.389 42 228 107580.000 106928.340 0.61% 14.5 710s 3578 1923 107188.146 58 146 107580.000 106928.340 0.61% 14.9 715s 3613 1946 107139.066 76 185 107580.000 106928.340 0.61% 15.3 720s 3644 1967 107305.366 91 139 107580.000 106928.340 0.61% 15.7 725s 3675 1987 107257.000 107 14 107580.000 106928.340 0.61% 16.1 730s * 3681 1702 110 107217.00000 106928.340 0.27% 16.1 731s 3706 1702 107199.553 42 228 107217.000 106996.291 0.21% 16.3 735s 3745 1694 107092.361 31 261 107217.000 107021.792 0.18% 16.4 740s 3779 1697 107191.672 41 278 107217.000 107025.442 0.18% 16.5 745s 3802 1702 107100.907 35 98 107217.000 107025.515 0.18% 16.6 750s 3812 1708 107197.764 67 405 107217.000 107025.515 0.18% 16.5 755s 3834 1721 107081.007 47 280 107217.000 107025.515 0.18% 17.1 760s 3869 1727 107110.601 46 234 107217.000 107025.515 0.18% 17.3 765s 3902 1744 107089.914 63 168 107217.000 107025.515 0.18% 17.6 770s 3936 1752 107116.243 80 129 107217.000 107025.515 0.18% 17.9 775s 3971 1755 cutoff 97 107217.000 107025.515 0.18% 18.1 780s 4004 1751 cutoff 111 107217.000 107025.515 0.18% 18.0 785s 4034 1756 107081.727 56 226 107217.000 107025.515 0.18% 18.1 790s 4057 1772 107111.159 75 186 107217.000 107025.515 0.18% 18.1 795s 4079 1783 107141.070 91 134 107217.000 107025.515 0.18% 18.2 800s 4102 1789 107192.300 106 130 107217.000 107025.515 0.18% 18.2 805s 4122 1792 107047.042 46 319 107217.000 107033.924 0.17% 18.3 810s 4139 1786 cutoff 46 107217.000 107034.363 0.17% 18.4 815s 4156 1798 107155.696 60 229 107217.000 107034.363 0.17% 18.4 820s 4182 1805 cutoff 76 107217.000 107034.363 0.17% 18.5 825s 4218 1792 cutoff 48 107217.000 107050.399 0.16% 18.6 830s 4234 1792 107133.176 44 244 107217.000 107053.850 0.15% 18.7 835s 4250 1802 107168.784 60 213 107217.000 107053.850 0.15% 18.7 840s 4266 1802 107141.812 41 223 107217.000 107060.468 0.15% 18.7 845s 4283 1801 107181.166 47 229 107217.000 107060.468 0.15% 18.8 850s 4299 1797 107209.206 57 123 107217.000 107060.468 0.15% 18.8 855s 4327 1796 107120.089 52 192 107217.000 107062.814 0.14% 18.9 860s 4343 1804 107185.878 67 210 107217.000 107062.814 0.14% 18.9 865s 4366 1812 107160.280 63 196 107217.000 107063.755 0.14% 18.9 870s 4410 1826 107142.518 65 161 107217.000 107064.227 0.14% 19.0 875s 4454 1836 cutoff 53 107217.000 107067.169 0.14% 19.1 880s 4498 1832 107198.384 55 179 107217.000 107069.363 0.14% 19.2 885s 4537 1844 cutoff 71 107217.000 107070.581 0.14% 19.4 890s 4581 1859 107162.520 83 162 107217.000 107073.501 0.13% 19.5 895s 4625 1863 107174.024 54 185 107217.000 107076.404 0.13% 19.6 900s 4654 1861 107211.431 53 229 107217.000 107076.419 0.13% 19.7 905s 4697 1853 cutoff 60 107217.000 107077.269 0.13% 19.8 910s 4740 1867 107212.167 58 199 107217.000 107080.189 0.13% 20.1 915s 4784 1872 107214.965 65 173 107217.000 107081.980 0.13% 20.2 920s 4827 1871 107205.106 55 204 107217.000 107086.843 0.12% 20.4 925s 4871 1860 cutoff 64 107217.000 107087.148 0.12% 20.5 930s 4915 1861 cutoff 44 107217.000 107089.497 0.12% 20.5 935s 4959 1869 107206.661 70 178 107217.000 107089.773 0.12% 20.6 940s 5003 1872 cutoff 61 107217.000 107090.814 0.12% 20.7 945s 5047 1872 107126.025 60 222 107217.000 107092.784 0.12% 20.8 950s 5090 1885 107189.100 86 136 107217.000 107092.784 0.12% 20.9 955s 5134 1887 107198.313 63 120 107217.000 107093.995 0.11% 21.0 960s 5178 1879 107162.278 62 96 107217.000 107096.099 0.11% 21.0 965s 5222 1878 107153.535 59 168 107217.000 107097.873 0.11% 21.2 970s 5265 1888 107170.125 70 195 107217.000 107099.081 0.11% 21.3 975s 5308 1891 107154.585 62 189 107217.000 107099.168 0.11% 21.4 980s 5351 1898 107134.434 56 182 107217.000 107100.108 0.11% 21.5 985s 5394 1906 107158.728 59 215 107217.000 107100.729 0.11% 21.7 990s 5438 1901 107184.971 59 164 107217.000 107100.866 0.11% 21.7 995s 5482 1898 107169.014 67 171 107217.000 107102.114 0.11% 21.8 1000s 5527 1911 107160.358 68 189 107217.000 107102.191 0.11% 21.8 1005s 5570 1910 107198.674 51 150 107217.000 107102.702 0.11% 21.9 1010s 5614 1912 107175.678 54 157 107217.000 107104.322 0.11% 22.1 1015s 5658 1903 107194.485 70 131 107217.000 107107.246 0.10% 22.1 1020s 5699 1899 107213.634 63 192 107217.000 107108.479 0.10% 22.2 1025s 5743 1909 107203.581 72 119 107217.000 107108.547 0.10% 22.3 1030s 5767 1898 cutoff 55 107217.000 107108.859 0.10% 22.4 1035s 5810 1907 107165.693 57 176 107217.000 107109.567 0.10% 22.4 1040s 5853 1907 107176.317 58 179 107217.000 107109.921 0.10% 22.5 1045s 5897 1905 cutoff 59 107217.000 107110.680 0.10% 22.5 1050s 5941 1901 107191.221 66 171 107217.000 107112.714 0.10% 22.6 1055s 5985 1905 107123.685 51 233 107217.000 107112.748 0.10% 22.7 1060s 6017 1906 107186.708 43 235 107217.000 107113.751 0.10% 22.7 1065s 6030 1907 107168.051 48 201 107217.000 107113.753 0.10% 22.7 1070s 6044 1901 cutoff 57 107217.000 107113.997 0.10% 22.8 1075s 6058 1896 107180.871 55 159 107217.000 107115.081 0.10% 22.8 1080s 6071 1894 cutoff 58 107217.000 107115.198 0.09% 22.8 1085s 6085 1888 cutoff 58 107217.000 107115.415 0.09% 22.8 1090s 6098 1879 cutoff 54 107217.000 107115.874 0.09% 22.9 1095s 6112 1880 107184.694 60 187 107217.000 107116.026 0.09% 22.9 1100s 6151 1870 infeasible 59 107217.000 107116.365 0.09% 23.0 1105s 6193 1872 107165.349 56 215 107217.000 107116.921 0.09% 23.1 1110s 6234 1869 107207.447 49 233 107217.000 107118.270 0.09% 23.2 1115s 6275 1854 107194.223 60 149 107217.000 107119.655 0.09% 23.3 1120s 6317 1843 107195.846 63 210 107217.000 107119.839 0.09% 23.3 1125s 6357 1848 107171.591 57 180 107217.000 107120.236 0.09% 23.3 1130s 6399 1852 cutoff 68 107217.000 107120.876 0.09% 23.3 1135s 6440 1854 107185.119 55 163 107217.000 107121.203 0.09% 23.4 1140s 6482 1847 107204.782 62 145 107217.000 107121.822 0.09% 23.4 1145s 6523 1851 107128.157 60 204 107217.000 107122.110 0.09% 23.5 1150s 6564 1852 107172.149 54 110 107217.000 107122.674 0.09% 23.5 1155s 6604 1841 cutoff 67 107217.000 107123.230 0.09% 23.5 1160s 6645 1844 107166.432 50 208 107217.000 107123.889 0.09% 23.6 1165s 6686 1839 107207.240 94 72 107217.000 107124.561 0.09% 23.7 1170s 6727 1834 107211.356 84 135 107217.000 107125.019 0.09% 23.7 1175s 6768 1829 107198.148 65 141 107217.000 107125.177 0.09% 23.8 1180s 6809 1828 cutoff 77 107217.000 107125.728 0.09% 23.8 1185s 6850 1834 107186.037 61 85 107217.000 107125.859 0.09% 23.8 1190s 6891 1837 107183.887 83 237 107217.000 107126.066 0.08% 23.8 1195s 6933 1845 cutoff 51 107217.000 107126.666 0.08% 23.8 1200s 6973 1834 107194.258 77 164 107217.000 107127.165 0.08% 23.9 1205s 7014 1827 107156.149 54 110 107217.000 107127.389 0.08% 23.9 1210s 7055 1822 cutoff 63 107217.000 107127.760 0.08% 24.0 1215s 7095 1811 cutoff 57 107217.000 107128.202 0.08% 24.0 1220s 7135 1805 cutoff 46 107217.000 107129.323 0.08% 24.1 1225s 7176 1797 cutoff 66 107217.000 107129.727 0.08% 24.1 1230s 7217 1781 107178.784 55 202 107217.000 107130.792 0.08% 24.1 1235s 7258 1785 107204.524 65 162 107217.000 107130.970 0.08% 24.2 1240s 7299 1774 107189.921 54 162 107217.000 107131.922 0.08% 24.2 1245s 7340 1768 infeasible 65 107217.000 107132.219 0.08% 24.3 1250s 7378 1748 107179.175 56 169 107217.000 107132.536 0.08% 24.4 1255s 7417 1745 107170.184 65 234 107217.000 107132.900 0.08% 24.5 1260s 7458 1738 107147.954 50 236 107217.000 107133.275 0.08% 24.5 1265s 7499 1743 107204.529 50 222 107217.000 107133.477 0.08% 24.6 1270s 7538 1730 cutoff 53 107217.000 107133.736 0.08% 24.7 1275s 7579 1720 cutoff 69 107217.000 107134.264 0.08% 24.7 1280s 7592 1716 107206.744 62 164 107217.000 107134.322 0.08% 24.7 1285s 7631 1702 107180.527 56 123 107217.000 107134.778 0.08% 24.8 1290s 7673 1697 107183.398 56 200 107217.000 107134.949 0.08% 24.8 1295s 7714 1691 107212.486 71 178 107217.000 107135.198 0.08% 24.8 1300s 7755 1696 cutoff 66 107217.000 107135.482 0.08% 24.8 1305s 7797 1682 cutoff 57 107217.000 107136.542 0.08% 24.7 1310s 7837 1676 107200.699 56 169 107217.000 107136.776 0.07% 24.8 1315s 7877 1655 107204.274 58 210 107217.000 107137.460 0.07% 24.9 1320s 7917 1650 cutoff 88 107217.000 107137.797 0.07% 24.9 1325s 7961 1640 cutoff 59 107217.000 107138.703 0.07% 25.0 1330s 7985 1645 107206.407 75 139 107217.000 107138.916 0.07% 25.0 1335s 7998 1642 107187.220 61 111 107217.000 107139.181 0.07% 25.0 1340s 8012 1638 107213.161 57 149 107217.000 107139.473 0.07% 25.0 1345s 8025 1628 107198.982 54 150 107217.000 107139.951 0.07% 25.0 1350s 8039 1625 107178.062 68 246 107217.000 107140.055 0.07% 25.0 1355s 8052 1631 cutoff 81 107217.000 107140.055 0.07% 25.0 1360s 8066 1629 107168.979 55 175 107217.000 107140.339 0.07% 25.0 1365s 8080 1631 107176.337 59 213 107217.000 107140.415 0.07% 25.0 1370s 8093 1632 107166.692 54 211 107217.000 107140.440 0.07% 25.0 1375s 8107 1639 107207.079 68 158 107217.000 107140.440 0.07% 25.0 1380s 8120 1635 107159.724 70 102 107217.000 107140.541 0.07% 25.0 1385s 8134 1628 cutoff 75 107217.000 107140.541 0.07% 25.0 1390s 8148 1622 cutoff 60 107217.000 107140.722 0.07% 25.1 1395s 8161 1618 107207.000 46 204 107217.000 107140.826 0.07% 25.1 1400s 8175 1612 cutoff 69 107217.000 107140.986 0.07% 25.1 1405s 8189 1607 cutoff 60 107217.000 107141.240 0.07% 25.1 1410s 8202 1607 107178.738 63 181 107217.000 107141.465 0.07% 25.1 1415s 8216 1608 107181.759 65 158 107217.000 107141.619 0.07% 25.1 1420s 8230 1608 107200.447 66 162 107217.000 107141.833 0.07% 25.1 1425s 8243 1604 107214.922 42 222 107217.000 107142.334 0.07% 25.1 1430s 8257 1606 107172.964 72 179 107217.000 107142.516 0.07% 25.1 1435s 8270 1614 107206.644 85 141 107217.000 107142.516 0.07% 25.1 1440s 8284 1605 107177.997 63 166 107217.000 107142.716 0.07% 25.2 1445s 8297 1604 107198.191 61 197 107217.000 107142.861 0.07% 25.2 1450s 8311 1599 107200.110 57 191 107217.000 107142.924 0.07% 25.2 1455s 8325 1592 107176.120 57 119 107217.000 107143.245 0.07% 25.2 1460s 8338 1593 cutoff 65 107217.000 107143.245 0.07% 25.2 1465s 8352 1589 107201.131 58 125 107217.000 107143.469 0.07% 25.2 1470s 8366 1589 107192.131 58 125 107217.000 107143.487 0.07% 25.2 1475s 8379 1583 cutoff 64 107217.000 107143.487 0.07% 25.2 1480s 8393 1583 cutoff 62 107217.000 107143.531 0.07% 25.2 1485s 8406 1577 cutoff 52 107217.000 107143.543 0.07% 25.2 1490s 8420 1580 107203.591 64 231 107217.000 107143.644 0.07% 25.2 1495s 8434 1578 107176.952 64 224 107217.000 107143.701 0.07% 25.2 1500s 8447 1577 cutoff 47 107217.000 107143.762 0.07% 25.2 1505s 8461 1570 cutoff 80 107217.000 107144.115 0.07% 25.3 1510s 8474 1558 cutoff 53 107217.000 107144.652 0.07% 25.3 1515s 8488 1557 cutoff 96 107217.000 107144.769 0.07% 25.3 1520s 8501 1550 cutoff 80 107217.000 107145.450 0.07% 25.3 1525s 8515 1543 107195.055 57 187 107217.000 107145.717 0.07% 25.3 1530s 8528 1536 107195.113 61 175 107217.000 107145.895 0.07% 25.3 1535s 8542 1526 107182.466 62 213 107217.000 107146.204 0.07% 25.4 1540s 8555 1523 107200.566 67 213 107217.000 107146.204 0.07% 25.4 1545s 8569 1515 107154.664 55 184 107217.000 107146.353 0.07% 25.4 1550s 8583 1524 107189.705 69 207 107217.000 107146.353 0.07% 25.4 1555s 8596 1521 cutoff 57 107217.000 107146.428 0.07% 25.4 1560s 8610 1518 107205.442 60 198 107217.000 107146.508 0.07% 25.4 1565s 8623 1514 cutoff 73 107217.000 107146.572 0.07% 25.4 1570s 8637 1509 cutoff 66 107217.000 107146.657 0.07% 25.4 1575s 8651 1508 107199.277 70 195 107217.000 107146.830 0.07% 25.4 1580s 8664 1510 107179.605 68 213 107217.000 107147.006 0.07% 25.4 1585s 8678 1509 cutoff 78 107217.000 107147.006 0.07% 25.4 1590s 8692 1509 cutoff 73 107217.000 107147.023 0.07% 25.4 1595s 8705 1505 107198.476 58 157 107217.000 107147.307 0.07% 25.4 1600s 8719 1494 infeasible 58 107217.000 107147.359 0.06% 25.4 1605s 8732 1492 107208.827 72 165 107217.000 107147.466 0.06% 25.4 1610s 8746 1480 cutoff 56 107217.000 107147.840 0.06% 25.4 1615s 8760 1477 107210.886 63 159 107217.000 107147.921 0.06% 25.4 1620s 8773 1469 cutoff 57 107217.000 107148.232 0.06% 25.4 1625s 8787 1466 cutoff 64 107217.000 107148.239 0.06% 25.4 1630s 8800 1461 cutoff 70 107217.000 107148.392 0.06% 25.5 1635s 8814 1459 107202.871 58 159 107217.000 107148.437 0.06% 25.5 1640s 8828 1457 107208.146 53 207 107217.000 107148.453 0.06% 25.5 1645s 8841 1449 107201.611 56 203 107217.000 107148.540 0.06% 25.5 1650s 8855 1442 cutoff 67 107217.000 107148.654 0.06% 25.5 1655s 8868 1433 107182.619 46 208 107217.000 107148.846 0.06% 25.6 1660s 8882 1426 107202.772 59 170 107217.000 107148.871 0.06% 25.6 1665s 8895 1421 cutoff 66 107217.000 107148.879 0.06% 25.6 1670s 8909 1413 107186.149 54 110 107217.000 107149.266 0.06% 25.6 1675s 8923 1413 cutoff 62 107217.000 107149.266 0.06% 25.6 1680s 8936 1405 107168.829 53 222 107217.000 107149.525 0.06% 25.6 1685s 8950 1400 cutoff 48 107217.000 107149.602 0.06% 25.6 1690s 8964 1399 107195.068 64 104 107217.000 107149.812 0.06% 25.6 1695s 8977 1398 107190.546 76 136 107217.000 107149.871 0.06% 25.6 1700s 8991 1395 107171.493 62 171 107217.000 107150.030 0.06% 25.6 1705s 9004 1406 cutoff 75 107217.000 107150.030 0.06% 25.6 1710s 9018 1403 107213.000 66 40 107217.000 107150.354 0.06% 25.6 1715s 9031 1407 107166.073 79 210 107217.000 107150.416 0.06% 25.6 1720s 9045 1410 107179.381 58 82 107217.000 107150.422 0.06% 25.6 1725s 9059 1406 cutoff 62 107217.000 107150.656 0.06% 25.6 1730s 9072 1411 cutoff 64 107217.000 107150.725 0.06% 25.6 1735s 9086 1417 cutoff 78 107217.000 107150.742 0.06% 25.6 1740s 9100 1417 cutoff 84 107217.000 107150.835 0.06% 25.6 1745s 9113 1415 infeasible 50 107217.000 107150.992 0.06% 25.6 1750s 9127 1416 107180.214 59 142 107217.000 107151.212 0.06% 25.6 1755s 9141 1414 cutoff 66 107217.000 107151.212 0.06% 25.6 1760s 9154 1413 infeasible 49 107217.000 107151.228 0.06% 25.6 1765s 9168 1413 cutoff 55 107217.000 107151.280 0.06% 25.6 1770s 9181 1411 cutoff 65 107217.000 107151.305 0.06% 25.6 1775s 9194 1414 107188.862 66 207 107217.000 107151.507 0.06% 25.6 1780s 9208 1417 infeasible 62 107217.000 107151.585 0.06% 25.6 1785s 9222 1424 107206.017 65 142 107217.000 107151.613 0.06% 25.6 1790s 9235 1418 cutoff 46 107217.000 107151.865 0.06% 25.6 1795s 9249 1416 107185.999 47 225 107217.000 107152.189 0.06% 25.7 1800s 9262 1421 107186.110 61 205 107217.000 107152.275 0.06% 25.7 1805s 9276 1423 107179.928 54 196 107217.000 107152.340 0.06% 25.7 1810s 9291 1419 107197.119 67 163 107217.000 107152.835 0.06% 25.7 1815s 9311 1427 107200.435 69 161 107217.000 107152.835 0.06% 25.7 1820s 9331 1423 107192.316 87 117 107217.000 107152.969 0.06% 25.7 1825s 9351 1428 107189.548 80 221 107217.000 107153.169 0.06% 25.7 1830s 9372 1425 107199.505 59 205 107217.000 107153.336 0.06% 25.8 1835s 9393 1421 107157.950 61 110 107217.000 107153.674 0.06% 25.7 1840s 9413 1420 cutoff 57 107217.000 107153.896 0.06% 25.8 1845s 9433 1422 107199.081 60 201 107217.000 107154.143 0.06% 25.8 1850s 9454 1417 cutoff 71 107217.000 107154.310 0.06% 25.8 1855s 9474 1415 107200.230 58 191 107217.000 107154.634 0.06% 25.9 1860s 9494 1412 cutoff 64 107217.000 107154.703 0.06% 25.9 1865s 9531 1408 107209.560 56 194 107217.000 107155.283 0.06% 25.9 1870s 9574 1420 107185.178 53 190 107217.000 107155.507 0.06% 25.9 1875s 9616 1414 107198.913 68 216 107217.000 107155.858 0.06% 25.9 1880s 9658 1413 107208.756 75 138 107217.000 107156.179 0.06% 26.0 1885s 9701 1407 107187.147 48 211 107217.000 107156.714 0.06% 26.0 1890s 9744 1404 107167.933 57 211 107217.000 107157.044 0.06% 26.0 1895s 9786 1410 107201.045 77 130 107217.000 107157.295 0.06% 26.0 1900s 9830 1417 107200.017 49 255 107217.000 107157.506 0.06% 26.0 1905s 9872 1415 107207.758 59 174 107217.000 107157.783 0.06% 26.0 1910s 9914 1411 cutoff 53 107217.000 107158.362 0.05% 26.0 1915s 9957 1411 107187.952 77 182 107217.000 107158.834 0.05% 26.0 1920s 9979 1411 107168.614 61 193 107217.000 107158.921 0.05% 26.0 1925s 9993 1424 107201.787 75 182 107217.000 107158.921 0.05% 26.0 1930s 10007 1417 cutoff 61 107217.000 107159.162 0.05% 26.0 1935s 10020 1423 107182.971 75 102 107217.000 107159.454 0.05% 26.0 1940s 10034 1426 107215.137 62 186 107217.000 107159.470 0.05% 26.0 1945s 10047 1420 107205.684 74 240 107217.000 107159.675 0.05% 26.0 1950s 10061 1418 cutoff 82 107217.000 107159.675 0.05% 26.0 1955s 10075 1417 107169.033 76 175 107217.000 107159.735 0.05% 26.0 1960s 10088 1422 cutoff 51 107217.000 107159.741 0.05% 26.0 1965s 10102 1417 107204.987 61 156 107217.000 107160.102 0.05% 26.0 1970s 10115 1412 cutoff 59 107217.000 107160.204 0.05% 26.0 1975s 10129 1404 107215.245 64 134 107217.000 107160.756 0.05% 26.0 1980s 10142 1403 107171.615 76 171 107217.000 107160.842 0.05% 26.1 1985s 10155 1416 107209.978 89 120 107217.000 107160.842 0.05% 26.1 1990s 10168 1419 infeasible 60 107217.000 107160.866 0.05% 26.1 1995s 10182 1408 cutoff 63 107217.000 107161.072 0.05% 26.1 2000s 10195 1402 107197.927 71 101 107217.000 107161.470 0.05% 26.1 2005s 10208 1405 cutoff 61 107217.000 107161.565 0.05% 26.1 2010s 10221 1401 107204.537 62 172 107217.000 107161.747 0.05% 26.1 2015s 10235 1397 cutoff 59 107217.000 107161.794 0.05% 26.1 2020s 10248 1391 107189.364 50 202 107217.000 107162.375 0.05% 26.1 2025s 10262 1387 107164.444 63 129 107217.000 107162.482 0.05% 26.1 2030s 10275 1386 cutoff 69 107217.000 107162.482 0.05% 26.0 2035s 10288 1384 cutoff 66 107217.000 107162.509 0.05% 26.0 2040s 10302 1382 cutoff 71 107217.000 107162.644 0.05% 26.0 2045s 10315 1383 107207.514 50 181 107217.000 107162.754 0.05% 26.0 2050s 10328 1381 cutoff 44 107217.000 107162.802 0.05% 26.0 2055s 10341 1380 107163.674 54 212 107217.000 107162.855 0.05% 26.1 2060s 10355 1380 cutoff 56 107217.000 107162.952 0.05% 26.1 2065s 10368 1382 107205.235 60 157 107217.000 107163.046 0.05% 26.1 2070s 10381 1380 107188.442 55 221 107217.000 107163.145 0.05% 26.1 2075s 10395 1372 cutoff 54 107217.000 107163.231 0.05% 26.1 2080s 10408 1368 cutoff 58 107217.000 107163.471 0.05% 26.1 2085s 10421 1372 107196.235 65 189 107217.000 107163.471 0.05% 26.1 2090s 10435 1367 cutoff 66 107217.000 107163.530 0.05% 26.1 2095s 10448 1365 cutoff 53 107217.000 107163.572 0.05% 26.1 2100s 10461 1366 107191.914 58 205 107217.000 107163.665 0.05% 26.1 2105s 10474 1368 cutoff 62 107217.000 107163.701 0.05% 26.1 2110s 10487 1367 cutoff 56 107217.000 107163.753 0.05% 26.1 2115s 10501 1369 cutoff 64 107217.000 107163.897 0.05% 26.1 2120s 10514 1360 infeasible 59 107217.000 107164.340 0.05% 26.1 2125s 10528 1360 cutoff 65 107217.000 107164.399 0.05% 26.1 2130s 10541 1357 cutoff 55 107217.000 107164.615 0.05% 26.1 2135s 10554 1359 107188.961 53 94 107217.000 107164.670 0.05% 26.1 2140s 10568 1362 107200.482 81 146 107217.000 107164.764 0.05% 26.1 2145s 10581 1359 cutoff 50 107217.000 107164.825 0.05% 26.1 2150s 10594 1355 cutoff 60 107217.000 107165.132 0.05% 26.1 2155s 10608 1350 107207.497 62 88 107217.000 107165.354 0.05% 26.1 2160s 10621 1349 cutoff 56 107217.000 107165.401 0.05% 26.1 2165s 10634 1348 107176.574 61 212 107217.000 107165.515 0.05% 26.1 2170s 10648 1362 107208.372 75 181 107217.000 107165.515 0.05% 26.1 2175s 10661 1359 107191.986 57 195 107217.000 107165.636 0.05% 26.1 2180s 10675 1354 107172.889 54 191 107217.000 107165.923 0.05% 26.1 2185s 10688 1354 cutoff 58 107217.000 107166.012 0.05% 26.1 2190s 10701 1352 107186.964 54 202 107217.000 107166.198 0.05% 26.1 2195s 10714 1351 cutoff 78 107217.000 107166.250 0.05% 26.1 2200s 10728 1348 107201.234 66 168 107217.000 107166.485 0.05% 26.1 2205s 10741 1344 107196.612 54 182 107217.000 107166.594 0.05% 26.1 2210s 10754 1341 107195.981 62 146 107217.000 107166.709 0.05% 26.1 2215s 10768 1337 107209.758 70 115 107217.000 107167.027 0.05% 26.1 2220s 10781 1337 107204.274 62 90 107217.000 107167.172 0.05% 26.1 2225s 10795 1335 cutoff 61 107217.000 107167.199 0.05% 26.1 2230s 10808 1330 107177.421 64 185 107217.000 107167.347 0.05% 26.1 2235s 10821 1331 cutoff 68 107217.000 107167.347 0.05% 26.1 2240s 10834 1322 107186.028 57 188 107217.000 107167.725 0.05% 26.1 2245s 10848 1316 cutoff 70 107217.000 107168.140 0.05% 26.1 2250s 10861 1319 cutoff 69 107217.000 107168.231 0.05% 26.1 2255s 10874 1317 cutoff 62 107217.000 107168.592 0.05% 26.1 2260s 10888 1313 107186.625 58 166 107217.000 107168.845 0.04% 26.1 2265s 10901 1311 cutoff 69 107217.000 107169.024 0.04% 26.1 2270s 10914 1306 cutoff 67 107217.000 107169.275 0.04% 26.1 2275s 10928 1299 107212.325 64 108 107217.000 107169.510 0.04% 26.1 2280s 10941 1295 107202.949 63 164 107217.000 107169.867 0.04% 26.1 2285s 10954 1295 cutoff 69 107217.000 107169.929 0.04% 26.1 2290s 10967 1301 107212.233 73 119 107217.000 107170.004 0.04% 26.1 2295s 10981 1296 cutoff 62 107217.000 107170.025 0.04% 26.1 2300s 10994 1296 cutoff 76 107217.000 107170.145 0.04% 26.1 2305s 11008 1297 107201.044 59 166 107217.000 107170.287 0.04% 26.1 2310s 11022 1287 cutoff 70 107217.000 107170.521 0.04% 26.1 2315s 11035 1281 cutoff 55 107217.000 107170.641 0.04% 26.1 2320s 11049 1277 cutoff 64 107217.000 107170.898 0.04% 26.1 2325s 11063 1276 107199.536 70 163 107217.000 107170.986 0.04% 26.1 2330s 11076 1266 cutoff 66 107217.000 107171.272 0.04% 26.1 2335s 11090 1260 cutoff 67 107217.000 107171.398 0.04% 26.1 2340s 11103 1254 107178.978 72 211 107217.000 107171.685 0.04% 26.1 2345s 11117 1263 cutoff 85 107217.000 107171.685 0.04% 26.1 2350s 11131 1255 cutoff 63 107217.000 107171.885 0.04% 26.1 2355s 11144 1261 107210.374 66 142 107217.000 107171.934 0.04% 26.1 2360s 11158 1259 cutoff 67 107217.000 107172.006 0.04% 26.1 2365s 11171 1254 107199.632 48 233 107217.000 107172.126 0.04% 26.1 2370s 11185 1250 cutoff 62 107217.000 107172.161 0.04% 26.1 2375s 11199 1248 cutoff 58 107217.000 107172.261 0.04% 26.1 2380s 11212 1256 107199.259 66 144 107217.000 107172.288 0.04% 26.1 2385s 11226 1251 cutoff 65 107217.000 107172.529 0.04% 26.1 2390s 11239 1246 107206.948 52 149 107217.000 107172.706 0.04% 26.1 2395s 11253 1245 107213.688 64 170 107217.000 107172.755 0.04% 26.1 2400s 11267 1239 cutoff 76 107217.000 107172.867 0.04% 26.1 2405s 11280 1237 107191.098 76 142 107217.000 107173.092 0.04% 26.1 2410s 11294 1235 107200.668 55 206 107217.000 107173.363 0.04% 26.1 2415s 11307 1228 107212.376 86 106 107217.000 107173.507 0.04% 26.1 2420s 11320 1224 107195.313 68 152 107217.000 107173.644 0.04% 26.2 2425s 11334 1223 cutoff 68 107217.000 107173.645 0.04% 26.1 2430s 11348 1212 cutoff 66 107217.000 107173.946 0.04% 26.2 2435s 11361 1204 107204.206 56 200 107217.000 107174.466 0.04% 26.2 2440s 11375 1196 cutoff 60 107217.000 107174.837 0.04% 26.2 2445s 11389 1187 cutoff 58 107217.000 107175.092 0.04% 26.2 2450s 11402 1188 cutoff 75 107217.000 107175.300 0.04% 26.1 2455s 11416 1182 cutoff 62 107217.000 107175.399 0.04% 26.1 2460s 11429 1177 cutoff 60 107217.000 107175.548 0.04% 26.1 2465s 11443 1174 107200.632 71 150 107217.000 107175.673 0.04% 26.1 2470s 11457 1167 107197.063 55 208 107217.000 107175.886 0.04% 26.1 2475s 11470 1162 107197.311 63 170 107217.000 107176.028 0.04% 26.2 2480s 11484 1155 cutoff 60 107217.000 107176.212 0.04% 26.2 2485s 11497 1149 cutoff 74 107217.000 107176.463 0.04% 26.2 2490s 11511 1149 107195.004 65 210 107217.000 107176.823 0.04% 26.2 2495s 11524 1153 107201.126 61 184 107217.000 107176.835 0.04% 26.2 2500s 11538 1146 107183.952 68 230 107217.000 107177.154 0.04% 26.1 2505s 11552 1147 107195.354 56 206 107217.000 107177.233 0.04% 26.1 2510s 11565 1152 107189.129 62 173 107217.000 107177.277 0.04% 26.1 2515s 11579 1147 107212.454 56 137 107217.000 107177.480 0.04% 26.1 2520s 11593 1138 infeasible 76 107217.000 107177.650 0.04% 26.1 2525s 11606 1143 cutoff 70 107217.000 107177.691 0.04% 26.1 2530s 11620 1140 cutoff 75 107217.000 107177.834 0.04% 26.1 2535s 11634 1133 107201.875 58 189 107217.000 107178.144 0.04% 26.1 2540s 11647 1142 107199.483 74 166 107217.000 107178.176 0.04% 26.1 2545s 11661 1134 cutoff 54 107217.000 107178.255 0.04% 26.1 2550s 11675 1128 107207.341 51 190 107217.000 107178.550 0.04% 26.1 2555s 11688 1123 107202.243 53 198 107217.000 107178.716 0.04% 26.1 2560s 11702 1112 cutoff 52 107217.000 107178.933 0.04% 26.1 2565s 11715 1099 cutoff 59 107217.000 107179.378 0.04% 26.1 2570s 11729 1093 cutoff 63 107217.000 107179.435 0.04% 26.1 2575s 11743 1087 infeasible 63 107217.000 107179.644 0.03% 26.1 2580s 11756 1082 107196.219 63 174 107217.000 107179.917 0.03% 26.1 2585s 11770 1080 infeasible 64 107217.000 107180.021 0.03% 26.1 2590s 11783 1075 107209.833 66 176 107217.000 107180.058 0.03% 26.1 2595s 11797 1066 107203.097 55 105 107217.000 107180.280 0.03% 26.1 2600s 11811 1067 cutoff 65 107217.000 107180.287 0.03% 26.0 2605s 11824 1061 cutoff 63 107217.000 107180.374 0.03% 26.0 2610s 11838 1066 cutoff 73 107217.000 107180.414 0.03% 26.0 2615s 11852 1057 cutoff 66 107217.000 107180.565 0.03% 26.0 2620s 11865 1055 cutoff 64 107217.000 107180.678 0.03% 26.0 2625s 11879 1053 cutoff 61 107217.000 107180.733 0.03% 26.0 2630s 11893 1049 107207.199 66 156 107217.000 107180.865 0.03% 26.0 2635s 11906 1044 cutoff 59 107217.000 107180.892 0.03% 26.0 2640s 11920 1042 107197.864 71 213 107217.000 107181.096 0.03% 26.0 2645s 11934 1035 cutoff 59 107217.000 107181.362 0.03% 26.0 2650s 11947 1024 cutoff 68 107217.000 107181.554 0.03% 26.0 2655s 11961 1016 cutoff 82 107217.000 107181.783 0.03% 26.0 2660s 11974 1006 cutoff 67 107217.000 107181.972 0.03% 26.0 2665s 11988 998 107210.098 62 86 107217.000 107182.331 0.03% 26.0 2670s 12001 987 cutoff 66 107217.000 107182.541 0.03% 26.0 2675s 12015 976 107207.958 51 198 107217.000 107182.854 0.03% 26.0 2680s 12029 966 cutoff 66 107217.000 107183.004 0.03% 26.0 2685s 12042 955 infeasible 59 107217.000 107183.219 0.03% 26.0 2690s 12055 944 107186.388 57 165 107217.000 107183.528 0.03% 26.0 2695s 12069 935 cutoff 65 107217.000 107183.638 0.03% 26.0 2700s 12082 929 cutoff 61 107217.000 107183.788 0.03% 26.0 2705s 12096 925 107206.812 57 199 107217.000 107183.848 0.03% 26.0 2710s 12109 918 107214.593 66 160 107217.000 107183.968 0.03% 26.0 2715s 12123 922 cutoff 90 107217.000 107184.001 0.03% 26.0 2720s 12137 911 cutoff 90 107217.000 107184.312 0.03% 26.0 2725s 12150 908 107208.786 65 180 107217.000 107184.361 0.03% 26.0 2730s 12164 899 cutoff 79 107217.000 107184.519 0.03% 26.0 2735s 12177 889 cutoff 65 107217.000 107184.807 0.03% 26.0 2740s 12191 881 107209.313 77 94 107217.000 107185.175 0.03% 26.0 2745s 12200 883 cutoff 75 107217.000 107185.181 0.03% 26.0 2750s 12231 860 cutoff 66 107217.000 107185.504 0.03% 26.0 2755s 12263 849 cutoff 60 107217.000 107185.841 0.03% 26.0 2760s 12295 831 107214.026 46 230 107217.000 107186.178 0.03% 26.0 2765s 12327 827 cutoff 62 107217.000 107186.251 0.03% 26.0 2770s 12359 802 107211.309 57 144 107217.000 107186.808 0.03% 25.9 2775s 12390 779 cutoff 52 107217.000 107187.394 0.03% 25.9 2780s 12421 756 cutoff 82 107217.000 107187.900 0.03% 25.9 2785s 12453 746 107208.329 75 147 107217.000 107188.221 0.03% 25.9 2790s 12485 724 cutoff 56 107217.000 107188.521 0.03% 25.9 2795s 12516 718 107194.827 69 180 107217.000 107188.677 0.03% 25.9 2800s 12548 698 cutoff 59 107217.000 107189.064 0.03% 25.9 2805s 12580 675 cutoff 75 107217.000 107189.511 0.03% 25.8 2810s 12612 645 cutoff 62 107217.000 107190.340 0.02% 25.8 2815s 12643 616 cutoff 60 107217.000 107191.044 0.02% 25.8 2820s 12675 589 cutoff 68 107217.000 107191.624 0.02% 25.8 2825s 12707 560 cutoff 64 107217.000 107192.283 0.02% 25.8 2830s 12738 532 cutoff 67 107217.000 107192.939 0.02% 25.7 2835s 12770 502 cutoff 55 107217.000 107193.492 0.02% 25.7 2840s 12801 480 cutoff 58 107217.000 107193.869 0.02% 25.7 2845s 12833 453 cutoff 61 107217.000 107194.365 0.02% 25.7 2850s 12864 432 cutoff 78 107217.000 107195.029 0.02% 25.7 2855s 12896 410 cutoff 83 107217.000 107195.627 0.02% 25.7 2860s 12928 396 cutoff 66 107217.000 107195.955 0.02% 25.6 2865s 12960 380 cutoff 66 107217.000 107196.546 0.02% 25.6 2870s 12990 351 cutoff 57 107217.000 107197.358 0.02% 25.6 2875s 13022 322 107214.643 71 81 107217.000 107198.118 0.02% 25.6 2880s 13053 296 cutoff 63 107217.000 107198.798 0.02% 25.5 2885s 13085 271 infeasible 64 107217.000 107199.931 0.02% 25.5 2890s 13117 239 cutoff 64 107217.000 107201.191 0.01% 25.5 2895s 13149 208 cutoff 70 107217.000 107201.979 0.01% 25.5 2900s 13180 178 cutoff 63 107217.000 107203.054 0.01% 25.4 2905s 13212 147 cutoff 105 107217.000 107204.308 0.01% 25.4 2910s 13234 125 cutoff 76 107217.000 107205.210 0.01% 25.4 2915s 13248 111 cutoff 76 107217.000 107205.713 0.01% 25.3 2920s 13262 98 cutoff 66 107217.000 107206.173 0.01% 25.3 2925s Cutting planes: User: 14 Gomory: 74 Cover: 1 Zero half: 183 Explored 13266 nodes (338459 simplex iterations) in 2926.39 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.072170000011e+05, best bound 1.072070000000e+05, gap 0.0093% Gurobi 5.0.1 (linux64) logging started Sun Nov 25 11:03:59 2012