Gurobi 5.0.1 (linux64) logging started Mon Dec 10 11:41:51 2012 Optimize a model with 1110 rows, 1080 columns and 3582 nonzeros Presolve removed 39 rows and 24 columns Presolve time: 0.01s Presolved: 1071 rows, 1056 columns, 3522 nonzeros Variable types: 705 continuous, 351 integer (351 binary) Root relaxation: objective 1.112839e+05, 637 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 111283.872 0 191 - 111283.872 - - 0s 0 0 133383.545 0 71 - 133383.545 - - 0s 0 0 135314.749 0 66 - 135314.749 - - 0s 0 0 135783.565 0 80 - 135783.565 - - 0s 0 0 136412.140 0 56 - 136412.140 - - 0s 0 0 136682.294 0 54 - 136682.294 - - 0s 0 0 136712.740 0 64 - 136712.740 - - 0s 0 2 136718.436 0 64 - 136718.436 - - 0s 141 125 150932.170 108 39 - 136721.003 - 18.9 5s 302 239 138166.374 27 45 - 136809.884 - 21.6 10s 462 375 142605.760 59 43 - 136832.923 - 22.0 15s 605 502 139095.334 53 69 - 136832.923 - 22.5 20s 681 547 infeasible 45 - 136974.580 - 28.1 25s 810 565 137258.696 19 66 - 136982.252 - 31.1 30s 945 637 137032.195 20 60 - 137032.195 - 33.9 35s 1081 709 148179.649 88 66 - 137065.778 - 35.5 40s 1225 783 143403.835 89 60 - 137082.492 - 35.1 45s 1371 860 141841.927 78 67 - 137109.609 - 35.4 50s 1486 915 137904.502 28 54 - 137120.133 - 35.4 55s 1570 965 infeasible 79 - 137120.133 - 36.1 60s 1645 1011 158977.438 105 42 - 137120.133 - 36.2 65s 1718 1038 infeasible 48 - 137127.888 - 36.4 70s 1779 1064 141935.866 74 54 - 137127.888 - 36.6 75s 1820 1064 infeasible 75 - 137127.888 - 37.9 80s 1870 1079 140147.537 59 73 - 137134.745 - 37.8 85s 1917 1099 159107.431 83 51 - 137134.745 - 37.9 90s 1967 1121 infeasible 51 - 137172.536 - 38.0 95s 1997 1139 145762.691 63 65 - 137172.536 - 38.2 100s 2001 1141 142811.339 88 64 - 137172.536 - 38.3 110s 2004 1143 144783.132 120 58 - 137172.536 - 38.3 120s 2005 1144 149629.565 96 63 - 137172.536 - 38.3 126s 2006 1144 140113.486 67 61 - 137172.536 - 38.2 132s 2007 1145 138445.512 37 50 - 137172.536 - 38.2 138s 2008 1146 137596.662 31 50 - 137172.536 - 38.2 140s 2010 1149 137172.536 21 50 - 137172.536 - 39.8 146s 2012 1150 137172.536 22 52 - 137172.536 - 39.8 152s 2013 1151 137172.536 22 51 - 137172.536 - 39.8 155s 2018 1154 137172.536 25 60 - 137172.536 - 39.8 160s 2026 1160 137380.546 29 50 - 137172.536 - 39.8 165s 2036 1164 138890.505 34 53 - 137172.536 - 40.0 170s 2045 1164 infeasible 38 - 137172.536 - 40.9 175s 2053 1162 infeasible 42 - 137172.536 - 41.8 180s 2063 1164 infeasible 47 - 137172.536 - 42.4 185s 2074 1164 139864.740 53 51 - 137172.536 - 43.4 190s 2089 1160 infeasible 60 - 137172.536 - 44.1 195s 2101 1163 infeasible 66 - 137172.536 - 44.7 200s 2110 1161 140281.932 71 48 - 137172.536 - 45.8 205s 2134 1177 140945.299 83 47 - 137172.536 - 45.7 210s 2157 1179 infeasible 94 - 137172.536 - 46.0 215s 2188 1186 138216.566 31 55 - 137172.536 - 46.2 220s 2224 1208 140512.650 49 59 - 137172.536 - 46.2 225s 2249 1218 infeasible 62 - 137172.536 - 46.4 230s 2262 1215 infeasible 68 - 137172.536 - 47.1 235s 2273 1213 140888.178 74 48 - 137172.536 - 47.8 240s 2288 1215 141518.639 81 39 - 137172.536 - 48.5 245s 2304 1216 142654.345 89 43 - 137172.536 - 49.0 250s 2328 1223 137247.993 30 60 - 137172.536 - 49.0 255s 2349 1235 infeasible 40 - 137172.536 - 49.3 260s 2363 1240 142457.071 47 58 - 137172.536 - 49.8 265s 2375 1244 137869.805 53 53 - 137172.536 - 50.2 270s 2403 1263 139374.195 67 57 - 137172.536 - 50.3 275s 2425 1266 140442.964 78 50 - 137172.536 - 50.5 281s 2432 1266 144420.420 81 59 - 137172.536 - 51.0 285s 2455 1276 infeasible 93 - 137172.536 - 51.4 290s 2462 1274 infeasible 96 - 137172.536 - 51.8 295s 2480 1278 infeasible 38 - 137172.536 - 52.2 301s 2500 1292 139755.100 51 54 - 137172.536 - 52.2 305s 2515 1296 infeasible 57 - 137172.536 - 52.7 311s 2524 1302 153771.498 66 68 - 137172.536 - 52.6 315s 2540 1310 infeasible 72 - 137172.536 - 52.7 320s 2569 1306 infeasible 33 - 137172.536 - 52.9 327s 2593 1322 138154.710 51 56 - 137172.536 - 52.7 330s 2626 1342 140775.289 72 56 - 137172.536 - 52.5 335s 2635 1344 infeasible 76 - 137172.536 - 53.0 340s 2650 1348 infeasible 83 - 137172.536 - 53.4 345s 2678 1362 infeasible 98 - 137172.536 - 53.4 350s 2705 1374 167915.175 102 31 - 137172.536 - 53.5 355s 2742 1371 137975.334 38 53 - 137172.536 - 53.2 360s 2775 1393 139258.779 65 48 - 137172.536 - 53.0 365s 2812 1410 144212.108 90 56 - 137172.536 - 52.7 370s 2830 1422 146725.395 96 59 - 137172.536 - 52.7 375s 2840 1424 infeasible 100 - 137172.536 - 53.1 380s 2867 1432 139303.145 48 60 - 137172.536 - 53.1 385s 2887 1444 140962.917 49 61 - 137172.536 - 53.2 390s 2904 1451 157954.305 54 66 - 137172.536 - 53.4 395s 2922 1461 infeasible 69 - 137172.536 - 53.3 400s 2936 1466 infeasible 71 - 137172.536 - 53.6 405s 2948 1470 145363.142 71 62 - 137172.536 - 53.9 410s 2972 1484 146080.807 87 43 - 137172.536 - 53.8 415s 2991 1497 146404.507 95 41 - 137172.536 - 53.6 420s 3006 1507 147025.525 93 54 - 137172.536 - 53.7 425s 3017 1510 infeasible 97 - 137172.536 - 54.0 430s 3039 1521 146904.603 107 39 - 137172.536 - 54.0 435s 3070 1542 147582.023 112 56 - 137172.536 - 53.8 440s 3096 1559 148412.120 120 51 - 137172.536 - 53.8 445s 3124 1578 149297.664 133 34 - 137172.536 - 53.6 450s 3144 1589 150287.795 144 35 - 137172.536 - 53.7 455s 3166 1602 153449.278 145 39 - 137172.536 - 53.9 460s 3195 1617 152561.219 152 35 - 137172.536 - 53.8 465s 3216 1627 152715.077 154 35 - 137172.536 - 53.9 470s 3247 1646 153231.679 161 31 - 137172.536 - 53.7 475s 3282 1669 153236.873 166 33 - 137172.536 - 53.5 480s 3312 1689 153529.655 173 30 - 137172.536 - 53.3 485s 3341 1708 153976.171 175 30 - 137172.536 - 53.3 490s 3369 1723 154465.311 176 29 - 137172.536 - 53.2 495s 3403 1744 155441.634 181 23 - 137172.536 - 52.9 500s 3438 1761 infeasible 189 - 137172.536 - 52.7 505s 3466 1754 138331.785 44 49 - 137177.419 - 52.7 510s 3491 1768 139705.109 65 48 - 137177.419 - 52.6 515s 3508 1776 infeasible 78 - 137177.419 - 52.6 521s 3520 1782 148651.244 83 59 - 137177.419 - 52.7 525s 3543 1791 infeasible 94 - 137177.419 - 52.7 530s 3553 1794 infeasible 98 - 137177.419 - 52.9 535s 3560 1794 161231.275 99 43 - 137177.419 - 53.2 540s 3577 1798 infeasible 104 - 137177.419 - 53.2 545s 3593 1800 138040.854 42 54 - 137181.323 - 53.2 550s 3618 1817 138806.460 63 51 - 137181.323 - 53.1 555s 3631 1824 infeasible 75 - 137181.323 - 53.2 561s 3637 1824 infeasible 77 - 137181.323 - 53.4 565s 3653 1834 146714.890 85 57 - 137181.323 - 53.4 570s 3669 1843 151898.475 91 53 - 137181.323 - 53.4 575s 3683 1850 154314.195 96 52 - 137181.323 - 53.5 580s 3693 1853 155015.096 97 51 - 137181.323 - 53.5 585s 3702 1851 infeasible 99 - 137181.323 - 53.8 590s 3722 1856 infeasible 106 - 137181.323 - 53.8 595s 3749 1866 infeasible 108 - 137181.323 - 53.6 600s 3773 1856 infeasible 36 - 137186.349 - 53.7 607s 3783 1863 140394.145 37 60 - 137186.349 - 53.6 610s 3804 1877 140408.435 45 65 - 137186.349 - 53.5 615s 3825 1891 141580.389 60 50 - 137186.349 - 53.3 620s 3851 1908 142559.478 74 53 - 137186.349 - 53.1 625s 3867 1917 infeasible 85 - 137186.349 - 53.1 631s 3872 1918 infeasible 87 - 137186.349 - 53.2 635s 3880 1922 148097.110 86 52 - 137186.349 - 53.3 642s 3883 1920 infeasible 87 - 137186.349 - 53.5 645s 3887 1918 infeasible 89 - 137186.349 - 53.7 651s 3905 1930 152132.828 97 44 - 137186.349 - 53.5 655s 3924 1943 154753.645 102 41 - 137186.349 - 53.4 660s 3942 1955 156594.485 104 40 - 137186.349 - 53.4 665s 3958 1956 162502.391 109 42 - 137186.349 - 53.4 670s 3979 1965 168234.560 117 33 - 137186.349 - 53.3 675s 3992 1953 infeasible 38 - 137186.840 - 53.5 682s 3994 1953 infeasible 38 - 137186.840 - 53.6 686s 4001 1955 infeasible 40 - 137186.840 - 53.8 693s 4008 1960 140606.061 47 62 - 137186.840 - 53.7 695s 4019 1965 infeasible 52 - 137186.840 - 53.8 700s 4027 1969 141457.554 57 55 - 137186.840 - 53.9 705s 4043 1977 infeasible 66 - 137186.840 - 54.0 712s 4052 1983 146880.926 70 54 - 137186.840 - 53.9 715s 4063 1989 infeasible 74 - 137186.840 - 54.0 720s 4074 1994 148409.424 82 54 - 137186.840 - 54.0 726s 4083 1998 infeasible 87 - 137186.840 - 54.1 730s 4094 1999 infeasible 90 - 137186.840 - 54.2 736s 4102 2003 166679.015 93 38 - 137186.840 - 54.3 740s 4122 2016 152973.227 103 46 - 137186.840 - 54.2 745s 4145 2031 153697.901 107 47 - 137186.840 - 54.0 750s 4170 2048 155800.785 116 40 - 137186.840 - 53.8 755s 4190 2061 159519.668 121 35 - 137186.840 - 53.7 760s 4201 2068 157967.606 126 34 - 137186.840 - 53.7 765s 4225 2076 160816.679 135 30 - 137186.840 - 53.6 770s 4249 2086 161550.596 140 30 - 137186.840 - 53.5 775s 4268 2073 infeasible 141 - 137186.840 - 53.5 780s 4282 2083 137966.330 45 51 - 137230.685 - 53.5 785s 4298 2091 139755.598 54 53 - 137230.685 - 53.5 790s 4314 2098 infeasible 64 - 137230.685 - 53.5 795s 4320 2100 infeasible 68 - 137230.685 - 53.6 800s 4336 2105 144329.147 71 59 - 137230.685 - 53.6 805s 4349 2109 148154.644 78 59 - 137230.685 - 53.6 810s 4360 2113 155106.974 82 54 - 137230.685 - 53.7 815s 4375 2113 166517.076 88 49 - 137230.685 - 53.7 820s 4395 2114 137484.750 32 55 - 137234.791 - 53.6 825s 4403 2117 infeasible 35 - 137234.791 - 53.7 830s 4418 2127 138777.388 46 57 - 137234.791 - 53.7 835s 4430 2133 infeasible 50 - 137234.791 - 53.8 843s 4435 2135 139453.156 49 58 - 137234.791 - 53.8 845s 4450 2143 142467.559 58 58 - 137234.791 - 53.8 850s 4460 2143 146483.782 60 58 - 137234.791 - 53.8 855s 4468 2147 infeasible 65 - 137234.791 - 53.9 864s 4470 2146 infeasible 64 - 137234.791 - 54.0 866s 4486 2155 infeasible 75 - 137234.791 - 54.0 871s 4495 2159 151722.296 81 58 - 137234.791 - 54.0 875s 4517 2169 156921.595 91 43 - 137234.791 - 53.9 880s 4539 2165 infeasible 102 - 137234.791 - 53.7 885s 4557 2171 138214.551 38 59 - 137235.470 - 53.6 890s 4561 2174 153571.126 38 60 - 137235.470 - 53.7 895s 4567 2178 139307.526 39 62 - 137235.470 - 53.8 900s 4587 2191 140638.365 56 49 - 137235.470 - 53.6 905s 4599 2197 infeasible 62 - 137235.470 - 53.6 910s 4616 2206 infeasible 78 - 137235.470 - 53.6 916s 4624 2210 151162.177 78 54 - 137235.470 - 53.7 920s 4637 2216 infeasible 82 - 137235.470 - 53.7 926s 4641 2215 infeasible 83 - 137235.470 - 53.8 931s 4642 2214 infeasible 82 - 137235.470 - 54.0 936s 4653 2221 156259.289 90 55 - 137235.470 - 53.9 940s 4660 2222 155701.655 91 60 - 137235.470 - 54.0 945s 4666 2218 infeasible 93 - 137235.470 - 54.1 950s 4680 2223 137972.057 30 49 - 137244.591 - 54.1 955s 4697 2234 139111.056 42 55 - 137244.591 - 54.0 960s 4709 2242 141572.468 46 52 - 137244.591 - 54.0 965s 4710 2241 infeasible 47 - 137244.591 - 54.2 970s 4720 2242 infeasible 48 - 137244.591 - 54.3 977s 4724 2242 infeasible 52 - 137244.591 - 54.4 982s 4726 2242 infeasible 51 - 137244.591 - 54.5 987s 4734 2247 149736.894 57 54 - 137244.591 - 54.5 990s 4753 2260 150853.534 67 60 - 137244.591 - 54.4 995s 4769 2270 152138.029 72 54 - 137244.591 - 54.3 1000s 4785 2271 137272.322 27 49 - 137272.322 - 54.3 1005s 4798 2278 infeasible 38 - 137272.322 - 54.5 1019s 4800 2279 138732.500 37 51 - 137272.322 - 54.5 1020s 4814 2288 139287.513 51 47 - 137272.322 - 54.4 1025s 4828 2298 140765.197 63 54 - 137272.322 - 54.3 1030s 4844 2308 141818.316 70 52 - 137272.322 - 54.3 1035s 4850 2312 140901.497 75 54 - 137272.322 - 54.3 1041s 4853 2312 infeasible 75 - 137272.322 - 54.4 1045s 4862 2316 infeasible 84 - 137272.322 - 54.4 1051s 4867 2318 145336.617 83 52 - 137272.322 - 54.5 1055s 4872 2319 145497.081 87 51 - 137272.322 - 54.6 1060s 4892 2332 146042.730 100 38 - 137272.322 - 54.4 1065s 4898 2334 infeasible 103 - 137272.322 - 54.5 1070s 4907 2338 infeasible 106 - 137272.322 - 54.7 1078s 4910 2340 148496.285 104 52 - 137272.322 - 54.7 1080s 4925 2348 infeasible 116 - 137272.322 - 54.7 1086s 4930 2350 infeasible 114 - 137272.322 - 54.9 1095s 4941 2351 infeasible 119 - 137272.322 - 55.0 1102s 4944 2349 infeasible 118 - 137272.322 - 55.1 1106s 4947 2345 infeasible 117 - 137272.322 - 55.3 1113s 4952 2348 137986.652 30 48 - 137277.859 - 55.3 1115s 4964 2356 138180.933 36 48 - 137277.859 - 55.2 1120s 4976 2362 139693.757 45 56 - 137277.859 - 55.2 1125s 4985 2368 140002.138 52 54 - 137277.859 - 55.1 1132s 4994 2374 140338.856 60 43 - 137277.859 - 55.1 1135s 5010 2385 141152.155 72 47 - 137277.859 - 55.0 1140s 5022 2391 infeasible 81 - 137277.859 - 55.0 1145s 5025 2389 141463.329 80 47 - 137277.859 - 55.1 1152s 5030 2390 infeasible 82 - 137277.859 - 55.1 1158s 5031 2389 infeasible 82 - 137277.859 - 55.4 1168s 5035 2390 infeasible 85 - 137277.859 - 55.5 1173s 5036 2388 infeasible 84 - 137277.859 - 55.6 1177s 5038 2386 infeasible 83 - 137277.859 - 55.7 1181s 5042 2388 138289.209 28 59 - 137296.328 - 55.7 1185s 5047 2392 138377.483 33 61 - 137296.328 - 55.6 1190s 5063 2402 139541.607 42 56 - 137296.328 - 55.5 1195s 5078 2412 141992.948 55 55 - 137296.328 - 55.5 1200s 5088 2417 infeasible 62 - 137296.328 - 55.5 1206s 5090 2416 infeasible 63 - 137296.328 - 55.6 1211s 5102 2424 141577.824 72 53 - 137296.328 - 55.5 1215s 5112 2429 infeasible 73 - 137296.328 - 55.7 1225s 5113 2428 infeasible 73 - 137296.328 - 55.8 1233s 5114 2426 infeasible 73 - 137296.328 - 55.9 1241s 5118 2429 142168.961 75 54 - 137296.328 - 55.9 1245s 5119 2428 infeasible 75 - 137296.328 - 56.0 1250s 5137 2438 142472.007 89 44 - 137296.328 - 55.9 1255s 5138 2436 infeasible 90 - 137296.328 - 56.0 1260s 5140 2436 infeasible 90 - 137296.328 - 56.2 1266s 5141 2436 144422.806 89 53 - 137296.328 - 56.2 1270s 5143 2434 infeasible 90 - 137296.328 - 56.3 1276s 5147 2434 infeasible 90 - 137296.328 - 56.4 1280s 5149 2436 155754.909 93 57 - 137296.328 - 56.5 1285s 5155 2440 156654.443 95 56 - 137296.328 - 56.5 1290s 5170 2446 158328.107 99 46 - 137296.328 - 56.4 1295s 5181 2441 164410.258 100 43 - 137296.328 - 56.4 1300s 5197 2434 139952.848 27 53 - 137334.481 - 56.4 1306s 5207 2436 140350.262 33 54 - 137334.481 - 56.4 1310s 5221 2444 143942.713 37 72 - 137334.481 - 56.3 1315s 5235 2453 143523.875 44 57 - 137334.481 - 56.3 1320s 5238 2453 144025.162 44 61 - 137334.481 - 56.2 1325s 5242 2454 infeasible 46 - 137334.481 - 56.3 1331s 5251 2458 146602.567 50 65 - 137334.481 - 56.3 1335s 5262 2465 150140.891 56 51 - 137334.481 - 56.3 1340s 5268 2467 infeasible 57 - 137334.481 - 56.5 1349s 5270 2466 infeasible 58 - 137334.481 - 56.5 1351s 5273 2464 infeasible 58 - 137334.481 - 56.6 1355s 5281 2466 137356.236 31 50 - 137336.735 - 56.6 1360s 5290 2472 138533.579 38 50 - 137336.735 - 56.6 1366s 5303 2480 139115.801 50 47 - 137336.735 - 56.5 1370s 5310 2483 infeasible 54 - 137336.735 - 56.6 1376s 5311 2482 infeasible 53 - 137336.735 - 56.7 1381s 5316 2481 infeasible 57 - 137336.735 - 56.8 1389s 5319 2483 139793.783 59 48 - 137336.735 - 56.8 1390s 5335 2494 140211.946 73 52 - 137336.735 - 56.7 1398s 5338 2494 infeasible 73 - 137336.735 - 56.8 1403s 5342 2494 140386.140 78 44 - 137336.735 - 56.8 1405s 5344 2494 infeasible 79 - 137336.735 - 56.9 1410s 5345 2492 infeasible 79 - 137336.735 - 57.1 1415s 5353 2490 137886.152 31 58 - 137338.448 - 57.1 1420s 5364 2497 139690.621 37 58 - 137338.448 - 57.0 1425s 5379 2507 139764.287 50 51 - 137338.448 - 56.9 1430s 5394 2515 140835.166 63 50 - 137338.448 - 56.9 1435s 5406 2523 141066.037 71 48 - 137338.448 - 56.8 1440s 5412 2525 infeasible 74 - 137338.448 - 56.9 1446s 5421 2529 144560.671 81 53 - 137338.448 - 56.9 1450s 5427 2531 infeasible 84 - 137338.448 - 56.9 1455s 5435 2536 162481.051 87 45 - 137338.448 - 56.9 1461s 5441 2538 148220.305 90 57 - 137338.448 - 56.9 1465s 5446 2538 infeasible 93 - 137338.448 - 57.0 1470s 5453 2540 infeasible 96 - 137338.448 - 57.1 1475s 5468 2555 153347.423 103 47 - 137338.448 - 57.0 1480s 5483 2570 153962.418 106 42 - 137338.448 - 56.9 1485s 5492 2579 154483.497 105 42 - 137338.448 - 57.0 1490s 5505 2592 157321.762 110 38 - 137338.448 - 57.0 1495s 5525 2612 161890.078 115 40 - 137338.448 - 56.8 1500s 5534 2607 infeasible 116 - 137338.448 - 56.9 1505s 5550 2621 137970.594 40 51 - 137340.385 - 56.8 1510s 5562 2633 139141.665 49 53 - 137340.385 - 56.8 1515s 5569 2638 infeasible 53 - 137340.385 - 56.8 1520s 5573 2640 infeasible 57 - 137340.385 - 56.9 1529s 5576 2643 140801.588 58 49 - 137340.385 - 56.9 1530s 5587 2652 141097.388 62 50 - 137340.385 - 56.9 1535s 5598 2657 infeasible 67 - 137340.385 - 56.9 1540s 5608 2663 infeasible 68 - 137340.385 - 56.9 1545s 5622 2673 infeasible 77 - 137340.385 - 57.0 1554s 5624 2671 infeasible 78 - 137340.385 - 57.1 1560s 5625 2670 infeasible 79 - 137340.385 - 57.2 1566s 5626 2669 infeasible 80 - 137340.385 - 57.3 1570s 5634 2677 142465.109 37 59 - 137345.247 - 57.3 1575s 5647 2690 141778.510 43 61 - 137345.247 - 57.3 1580s 5662 2703 143931.906 53 54 - 137345.247 - 57.2 1585s 5664 2703 146970.221 54 57 - 137345.247 - 57.3 1590s 5669 2706 157031.416 57 57 - 137345.247 - 57.3 1595s 5675 2704 infeasible 60 - 137345.247 - 57.4 1600s 5689 2716 137748.774 33 50 - 137346.080 - 57.4 1605s 5698 2723 infeasible 41 - 137346.080 - 57.4 1611s 5703 2726 infeasible 42 - 137346.080 - 57.6 1625s 5707 2728 infeasible 42 - 137346.080 - 57.6 1630s 5721 2742 140535.142 54 63 - 137346.080 - 57.5 1635s 5725 2746 141235.050 57 62 - 137346.080 - 57.5 1640s 5736 2757 141766.350 64 57 - 137346.080 - 57.5 1645s 5750 2771 142341.015 73 53 - 137346.080 - 57.4 1650s 5768 2789 142794.900 87 47 - 137346.080 - 57.3 1655s 5769 2788 infeasible 85 - 137346.080 - 57.4 1662s 5777 2794 infeasible 92 - 137346.080 - 57.5 1668s 5779 2794 infeasible 92 - 137346.080 - 57.6 1674s 5780 2795 143343.051 91 48 - 137346.080 - 57.6 1675s 5781 2794 infeasible 92 - 137346.080 - 57.7 1683s 5783 2794 infeasible 92 - 137346.080 - 57.9 1690s 5789 2800 145731.435 94 45 - 137346.080 - 57.9 1695s 5791 2798 infeasible 95 - 137346.080 - 58.1 1703s 5792 2797 infeasible 95 - 137346.080 - 58.1 1706s 5796 2797 infeasible 94 - 137346.080 - 58.2 1712s 5797 2796 infeasible 95 - 137346.080 - 58.3 1715s 5810 2809 138565.366 46 53 - 137346.574 - 58.2 1720s 5820 2819 138696.427 54 50 - 137346.574 - 58.2 1727s 5827 2826 138812.417 61 48 - 137346.574 - 58.1 1730s 5841 2840 139331.861 70 43 - 137346.574 - 58.1 1736s 5850 2849 139633.183 78 46 - 137346.574 - 58.1 1740s 5855 2852 140895.750 79 50 - 137346.574 - 58.1 1745s 5867 2862 infeasible 89 - 137346.574 - 58.2 1754s 5870 2865 141788.942 90 45 - 137346.574 - 58.1 1755s 5885 2880 142784.996 98 44 - 137346.574 - 58.1 1760s 5895 2888 infeasible 102 - 137346.574 - 58.1 1766s 5903 2894 infeasible 103 - 137346.574 - 58.1 1770s 5909 2898 infeasible 104 - 137346.574 - 58.2 1776s 5912 2897 infeasible 103 - 137346.574 - 58.2 1780s 5920 2899 infeasible 107 - 137346.574 - 58.2 1785s 5924 2899 infeasible 107 - 137346.574 - 58.3 1790s 5927 2898 137692.453 39 50 - 137346.740 - 58.4 1795s 5939 2910 139190.036 50 53 - 137346.740 - 58.3 1800s 5954 2925 139909.536 61 55 - 137346.740 - 58.2 1805s 5969 2938 infeasible 69 - 137346.740 - 58.3 1816s 5977 2946 140308.048 73 43 - 137346.740 - 58.2 1820s 5979 2946 infeasible 72 - 137346.740 - 58.3 1825s 5982 2949 140594.508 77 41 - 137346.740 - 58.3 1839s 5983 2950 140935.946 77 38 - 137346.740 - 58.3 1840s 5999 2964 infeasible 89 - 137346.740 - 58.3 1850s 6003 2968 154606.938 89 53 - 137346.740 - 58.4 1855s 6008 2971 infeasible 91 - 137346.740 - 58.5 1863s 6011 2970 infeasible 93 - 137346.740 - 58.6 1866s 6020 2975 137541.599 28 57 - 137352.343 - 58.6 1870s 6030 2985 138615.866 33 55 - 137352.343 - 58.5 1875s 6040 2995 140238.210 38 50 - 137352.343 - 58.5 1880s 6053 3008 143296.954 43 61 - 137352.343 - 58.5 1885s 6062 3017 146386.681 48 63 - 137352.343 - 58.5 1890s 6072 3021 infeasible 51 - 137352.343 - 58.5 1895s 6079 3024 infeasible 54 - 137352.343 - 58.5 1900s 6087 3027 infeasible 61 - 137352.343 - 58.5 1906s 6093 3027 138264.143 29 54 - 137352.963 - 58.6 1910s 6111 3045 139767.794 42 52 - 137352.963 - 58.4 1918s 6114 3048 141968.291 43 61 - 137352.963 - 58.4 1920s 6129 3063 141218.743 56 59 - 137352.963 - 58.3 1925s 6144 3076 143858.235 63 53 - 137352.963 - 58.2 1930s 6154 3082 infeasible 68 - 137352.963 - 58.3 1940s 6162 3088 144777.170 74 55 - 137352.963 - 58.3 1945s 6181 3105 infeasible 86 - 137352.963 - 58.1 1950s 6183 3106 146539.765 86 47 - 137352.963 - 58.1 1956s 6197 3116 147667.510 97 48 - 137352.963 - 58.0 1960s 6204 3119 infeasible 99 - 137352.963 - 58.1 1966s 6205 3118 infeasible 99 - 137352.963 - 58.1 1970s 6215 3128 151245.276 101 43 - 137352.963 - 58.1 1975s 6228 3141 155299.619 107 53 - 137352.963 - 58.1 1980s 6242 3153 infeasible 114 - 137352.963 - 58.0 1985s 6254 3163 infeasible 116 - 137352.963 - 58.0 1990s 6268 3175 infeasible 119 - 137352.963 - 57.9 1995s 6280 3183 infeasible 126 - 137352.963 - 57.9 2000s 6295 3184 infeasible 127 - 137352.963 - 57.8 2005s 6305 3186 138348.019 33 51 - 137360.094 - 57.8 2013s 6307 3188 140090.578 33 66 - 137360.094 - 57.8 2015s 6318 3197 infeasible 42 - 137360.094 - 57.8 2020s 6326 3203 139071.746 44 55 - 137360.094 - 57.8 2025s 6336 3211 140692.210 47 65 - 137360.094 - 57.7 2030s 6345 3216 infeasible 51 - 137360.094 - 57.8 2038s 6346 3217 141153.453 53 56 - 137360.094 - 57.8 2044s 6349 3220 141262.562 56 48 - 137360.094 - 57.7 2045s 6350 3219 infeasible 55 - 137360.094 - 57.9 2051s 6351 3218 infeasible 54 - 137360.094 - 58.0 2058s 6357 3224 141455.353 62 54 - 137360.094 - 57.9 2060s 6373 3240 141997.041 77 39 - 137360.094 - 57.8 2065s 6386 3247 infeasible 84 - 137360.094 - 57.8 2074s 6389 3248 137392.803 34 55 - 137364.161 - 57.8 2075s 6401 3258 infeasible 44 - 137364.161 - 57.7 2080s 6402 3259 137996.421 39 50 - 137364.161 - 57.7 2085s 6412 3269 139279.289 43 54 - 137364.161 - 57.7 2090s 6423 3278 infeasible 46 - 137364.161 - 57.8 2102s 6425 3278 infeasible 46 - 137364.161 - 57.9 2111s 6430 3283 139133.307 51 53 - 137364.161 - 57.9 2115s 6440 3293 139866.442 54 50 - 137364.161 - 57.9 2120s 6443 3294 infeasible 55 - 137364.161 - 57.9 2125s 6448 3297 infeasible 54 - 137364.161 - 58.0 2133s 6450 3299 140299.698 54 53 - 137364.161 - 58.0 2135s 6453 3300 infeasible 54 - 137364.161 - 58.1 2142s 6456 3301 infeasible 55 - 137364.161 - 58.2 2151s 6457 3300 infeasible 57 - 137364.161 - 58.3 2157s 6459 3300 infeasible 55 - 137364.161 - 58.4 2165s 6471 3310 infeasible 64 - 137364.161 - 58.4 2176s 6474 3311 infeasible 61 - 137364.161 - 58.5 2183s 6476 3313 141230.074 64 42 - 137364.161 - 58.5 2185s 6482 3317 141274.767 67 48 - 137364.161 - 58.5 2190s 6487 3320 infeasible 69 - 137364.161 - 58.6 2205s 6493 3324 143025.747 71 62 - 137364.161 - 58.6 2210s 6497 3326 infeasible 72 - 137364.161 - 58.7 2217s 6498 3325 infeasible 70 - 137364.161 - 58.8 2223s 6499 3326 143165.349 72 47 - 137364.161 - 58.8 2228s 6502 3329 143296.071 75 46 - 137364.161 - 58.7 2230s 6513 3340 143778.279 82 47 - 137364.161 - 58.7 2235s 6523 3350 144273.888 86 49 - 137364.161 - 58.6 2240s 6534 3361 144076.970 86 41 - 137364.161 - 58.6 2245s 6542 3369 144177.315 86 45 - 137364.161 - 58.6 2250s 6556 3383 147289.229 94 54 - 137364.161 - 58.5 2257s 6558 3385 149353.423 95 59 - 137364.161 - 58.5 2261s 6565 3390 infeasible 97 - 137364.161 - 58.6 2266s 6577 3402 145302.453 100 45 - 137364.161 - 58.5 2270s 6581 3406 147870.516 97 52 - 137364.161 - 58.5 2275s 6585 3408 150555.123 97 48 - 137364.161 - 58.6 2281s 6587 3406 infeasible 100 - 137364.161 - 58.7 2295s 6589 3406 infeasible 100 - 137364.161 - 58.9 2302s 6590 3405 infeasible 101 - 137364.161 - 58.9 2308s 6591 3404 infeasible 101 - 137364.161 - 59.0 2313s 6594 3405 infeasible 99 - 137364.161 - 59.1 2318s 6596 3407 149356.369 100 51 - 137364.161 - 59.1 2321s 6600 3409 infeasible 99 - 137364.161 - 59.1 2327s 6604 3413 149720.482 101 46 - 137364.161 - 59.1 2330s 6614 3423 151890.471 102 46 - 137364.161 - 59.1 2335s 6624 3431 151092.547 104 46 - 137364.161 - 59.1 2340s 6625 3430 infeasible 106 - 137364.161 - 59.2 2345s 6630 3435 154846.761 105 52 - 137364.161 - 59.2 2350s 6634 3437 152010.518 105 53 - 137364.161 - 59.3 2355s 6638 3437 infeasible 106 - 137364.161 - 59.4 2364s 6641 3438 infeasible 105 - 137364.161 - 59.4 2367s 6642 3437 infeasible 107 - 137364.161 - 59.5 2374s 6643 3438 152769.359 105 44 - 137364.161 - 59.5 2375s 6645 3436 infeasible 105 - 137364.161 - 59.6 2382s 6650 3439 infeasible 105 - 137364.161 - 59.7 2388s 6651 3440 160849.301 104 42 - 137364.161 - 59.7 2390s 6653 3438 infeasible 105 - 137364.161 - 59.8 2395s 6659 3442 155948.896 107 49 - 137364.161 - 59.8 2400s 6663 3440 infeasible 108 - 137364.161 - 59.9 2405s 6668 3439 infeasible 107 - 137364.161 - 60.0 2413s 6670 3437 infeasible 107 - 137364.161 - 60.0 2416s 6671 3436 infeasible 106 - 137364.161 - 60.1 2422s 6672 3435 infeasible 110 - 137364.161 - 60.1 2425s 6677 3434 infeasible 109 - 137364.161 - 60.2 2430s 6682 3437 137621.344 30 47 - 137366.644 - 60.2 2435s 6689 3444 139303.179 35 57 - 137366.644 - 60.2 2440s 6693 3448 138976.706 38 52 - 137366.644 - 60.2 2447s 6698 3453 139172.812 40 51 - 137366.644 - 60.2 2450s 6706 3461 140239.676 46 64 - 137366.644 - 60.1 2455s 6711 3466 141635.125 47 62 - 137366.644 - 60.2 2460s 6723 3478 142209.866 55 54 - 137366.644 - 60.1 2465s 6731 3486 149679.469 59 49 - 137366.644 - 60.1 2471s 6734 3487 142420.854 58 57 - 137366.644 - 60.1 2475s 6738 3489 154813.010 60 57 - 137366.644 - 60.2 2482s 6741 3490 infeasible 61 - 137366.644 - 60.2 2487s 6742 3491 168209.783 62 46 - 137366.644 - 60.3 2490s 6744 3491 165894.449 60 45 - 137366.644 - 60.3 2496s 6751 3490 137740.814 40 47 - 137372.520 - 60.3 2500s 6760 3499 138914.546 45 53 - 137372.520 - 60.3 2505s 6767 3504 infeasible 49 - 137372.520 - 60.3 2510s 6773 3508 infeasible 52 - 137372.520 - 60.4 2517s 6774 3507 infeasible 51 - 137372.520 - 60.4 2521s 6785 3518 140162.017 59 50 - 137372.520 - 60.3 2525s 6786 3517 infeasible 58 - 137372.520 - 60.4 2531s 6790 3519 140189.833 61 44 - 137372.520 - 60.4 2538s 6794 3519 infeasible 60 - 137372.520 - 60.5 2547s 6799 3524 144281.533 66 53 - 137372.520 - 60.5 2550s 6802 3525 infeasible 67 - 137372.520 - 60.6 2557s 6806 3529 146097.553 70 59 - 137372.520 - 60.5 2560s 6815 3538 148681.905 73 61 - 137372.520 - 60.5 2565s 6823 3544 infeasible 75 - 137372.520 - 60.5 2570s 6833 3552 151639.659 82 46 - 137372.520 - 60.5 2575s 6845 3564 152617.966 85 52 - 137372.520 - 60.5 2580s 6856 3575 154275.947 89 53 - 137372.520 - 60.4 2585s 6865 3582 156995.954 95 48 - 137372.520 - 60.4 2590s 6875 3589 159119.987 101 44 - 137372.520 - 60.4 2595s 6884 3586 infeasible 103 - 137372.520 - 60.4 2600s 6887 3589 137895.627 34 52 - 137376.545 - 60.4 2605s 6898 3600 138473.430 42 57 - 137376.545 - 60.4 2611s 6908 3610 138793.683 52 56 - 137376.545 - 60.3 2615s 6919 3621 139533.921 59 50 - 137376.545 - 60.3 2620s 6929 3631 154820.495 62 53 - 137376.545 - 60.3 2628s 6933 3635 139389.406 67 47 - 137376.545 - 60.3 2630s 6941 3643 142713.307 70 54 - 137376.545 - 60.3 2635s 6953 3655 145398.603 77 55 - 137376.545 - 60.3 2640s 6965 3665 145987.854 81 57 - 137376.545 - 60.2 2645s 6976 3672 148508.679 86 49 - 137376.545 - 60.2 2650s 6979 3675 150428.014 89 52 - 137376.545 - 60.2 2657s 6982 3678 158283.109 90 46 - 137376.545 - 60.2 2660s 6985 3679 infeasible 92 - 137376.545 - 60.2 2667s 6988 3678 151803.239 92 53 - 137376.545 - 60.3 2670s 6992 3676 infeasible 94 - 137376.545 - 60.3 2675s 7004 3688 138571.004 36 52 - 137376.571 - 60.3 2680s 7011 3695 144434.328 41 64 - 137376.571 - 60.3 2685s 7026 3710 139520.349 54 46 - 137376.571 - 60.2 2690s 7039 3723 139757.183 62 44 - 137376.571 - 60.1 2695s 7045 3727 infeasible 66 - 137376.571 - 60.2 2705s 7055 3735 infeasible 71 - 137376.571 - 60.2 2715s 7057 3735 infeasible 70 - 137376.571 - 60.3 2723s 7060 3738 140805.238 71 40 - 137376.571 - 60.3 2725s 7063 3739 infeasible 72 - 137376.571 - 60.4 2731s 7064 3738 infeasible 73 - 137376.571 - 60.5 2738s 7069 3743 142262.234 78 53 - 137376.571 - 60.5 2740s 7080 3754 143827.228 85 54 - 137376.571 - 60.4 2745s 7081 3755 144208.953 83 54 - 137376.571 - 60.4 2751s 7085 3759 146340.485 84 52 - 137376.571 - 60.4 2755s 7093 3765 infeasible 91 - 137376.571 - 60.5 2764s 7094 3766 153426.415 89 55 - 137376.571 - 60.5 2765s 7095 3765 infeasible 90 - 137376.571 - 60.6 2774s 7096 3764 infeasible 91 - 137376.571 - 60.6 2777s 7098 3764 infeasible 90 - 137376.571 - 60.7 2780s 7104 3770 169627.186 93 33 - 137376.571 - 60.7 2785s 7117 3768 137887.033 26 60 - 137383.826 - 60.6 2792s 7125 3776 137993.849 34 53 - 137383.826 - 60.6 2795s 7138 3789 138567.614 46 57 - 137383.826 - 60.5 2800s 7147 3796 139282.138 52 53 - 137383.826 - 60.5 2805s 7161 3810 139915.900 63 47 - 137383.826 - 60.4 2810s 7171 3818 141097.292 66 43 - 137383.826 - 60.3 2815s 7178 3825 143170.084 66 48 - 137383.826 - 60.3 2823s 7181 3828 143034.084 69 48 - 137383.826 - 60.3 2825s 7188 3829 infeasible 71 - 137383.826 - 60.4 2833s 7191 3832 143332.472 73 53 - 137383.826 - 60.4 2835s 7201 3838 143846.869 75 45 - 137383.826 - 60.3 2840s 7214 3847 144238.680 83 49 - 137383.826 - 60.2 2845s 7228 3861 145084.493 94 50 - 137383.826 - 60.1 2850s 7230 3861 144608.454 92 45 - 137383.826 - 60.2 2855s 7234 3863 infeasible 94 - 137383.826 - 60.2 2861s 7235 3862 infeasible 95 - 137383.826 - 60.3 2867s 7239 3864 infeasible 97 - 137383.826 - 60.3 2870s 7242 3865 infeasible 95 - 137383.826 - 60.4 2877s 7245 3866 infeasible 97 - 137383.826 - 60.5 2885s 7256 3877 155846.241 98 52 - 137383.826 - 60.5 2891s 7259 3880 154758.241 99 52 - 137383.826 - 60.5 2895s 7261 3880 infeasible 100 - 137383.826 - 60.6 2901s 7264 3881 infeasible 101 - 137383.826 - 60.7 2910s 7268 3885 157249.938 99 47 - 137383.826 - 60.7 2915s 7270 3885 infeasible 102 - 137383.826 - 60.8 2922s 7271 3884 infeasible 102 - 137383.826 - 60.9 2928s 7272 3885 157706.138 101 45 - 137383.826 - 60.9 2930s 7275 3888 158090.673 102 47 - 137383.826 - 61.0 2935s 7286 3897 157603.780 105 43 - 137383.826 - 60.9 2940s 7294 3901 infeasible 106 - 137383.826 - 60.9 2945s 7303 3908 158965.920 111 40 - 137383.826 - 60.9 2950s 7314 3917 infeasible 114 - 137383.826 - 60.9 2955s 7322 3917 infeasible 113 - 137383.826 - 60.9 2960s 7333 3924 166154.472 118 32 - 137383.826 - 60.8 2965s 7347 3926 137804.887 27 45 - 137387.730 - 60.8 2970s 7361 3940 138126.743 40 47 - 137387.730 - 60.7 2975s 7372 3949 138682.552 48 43 - 137387.730 - 60.6 2987s 7376 3953 139323.703 51 44 - 137387.730 - 60.6 2990s 7385 3962 139849.937 57 47 - 137387.730 - 60.6 2995s 7396 3973 139737.027 63 49 - 137387.730 - 60.6 3000s 7406 3983 140242.374 70 48 - 137387.730 - 60.5 3005s 7415 3986 infeasible 73 - 137387.730 - 60.6 3016s 7426 3997 140383.272 84 44 - 137387.730 - 60.5 3020s 7431 3998 infeasible 87 - 137387.730 - 60.6 3029s 7434 4001 140848.516 88 40 - 137387.730 - 60.5 3030s 7445 4012 141110.561 98 38 - 137387.730 - 60.5 3035s 7453 4018 143076.795 103 40 - 137387.730 - 60.5 3040s 7463 4028 142231.999 108 39 - 137387.730 - 60.4 3046s 7469 4034 142255.645 108 36 - 137387.730 - 60.4 3053s 7473 4038 142483.388 110 38 - 137387.730 - 60.4 3055s 7483 4048 142710.200 116 36 - 137387.730 - 60.4 3060s 7493 4058 143223.001 122 35 - 137387.730 - 60.3 3065s 7500 4065 143280.706 122 31 - 137387.730 - 60.3 3070s 7509 4074 143414.870 125 27 - 137387.730 - 60.3 3075s 7522 4087 143519.690 136 29 - 137387.730 - 60.2 3080s 7531 4096 143974.927 141 28 - 137387.730 - 60.1 3085s 7537 4100 infeasible 144 - 137387.730 - 60.2 3092s 7541 4104 144409.767 148 29 - 137387.730 - 60.2 3095s 7549 4112 144452.315 148 27 - 137387.730 - 60.2 3100s 7558 4121 144625.150 151 28 - 137387.730 - 60.1 3105s 7566 4129 144746.867 157 21 - 137387.730 - 60.1 3110s 7574 4137 144872.302 158 25 - 137387.730 - 60.1 3116s 7579 4140 infeasible 160 - 137387.730 - 60.1 3121s 7580 4139 infeasible 160 - 137387.730 - 60.2 3126s 7587 4144 infeasible 162 - 137387.730 - 60.2 3132s 7594 4151 144918.084 164 22 - 137387.730 - 60.1 3135s 7599 4154 infeasible 163 - 137387.730 - 60.2 3141s 7601 4154 infeasible 164 - 137387.730 - 60.3 3147s 7608 4157 infeasible 169 - 137387.730 - 60.3 3154s 7610 4159 145337.532 169 22 - 137387.730 - 60.3 3155s 7622 4171 145438.721 174 19 - 137387.730 - 60.2 3160s 7635 4184 145529.704 179 16 - 137387.730 - 60.1 3165s 7645 4194 145721.053 183 20 - 137387.730 - 60.1 3170s 7656 4205 145908.059 188 16 - 137387.730 - 60.0 3175s 7666 4215 146367.952 190 17 - 137387.730 - 60.0 3180s 7678 4227 146307.394 201 13 - 137387.730 - 59.9 3185s 7687 4234 infeasible 203 - 137387.730 - 59.9 3193s 7690 4237 146623.251 207 12 - 137387.730 - 59.9 3195s 7698 4241 infeasible 209 - 137387.730 - 60.0 3200s 7711 4252 147462.588 215 12 - 137387.730 - 59.9 3205s 7724 4261 147441.598 225 5 - 137387.730 - 59.8 3210s 7738 4273 147797.895 229 7 - 137387.730 - 59.8 3215s 7752 4287 147791.362 229 4 - 137387.730 - 59.7 3220s 7765 4296 infeasible 236 - 137387.730 - 59.6 3225s 7779 4304 149138.655 240 5 - 137387.730 - 59.6 3230s 7791 4300 infeasible 244 - 137387.730 - 59.5 3235s 7805 4298 infeasible 244 - 137387.730 - 59.5 3240s 7809 4300 142606.556 36 61 - 137398.045 - 59.6 3245s 7817 4306 infeasible 42 - 137398.045 - 59.6 3260s 7819 4306 infeasible 41 - 137398.045 - 59.7 3266s 7822 4307 infeasible 42 - 137398.045 - 59.7 3273s 7823 4308 150024.126 41 51 - 137398.045 - 59.7 3275s 7826 4309 infeasible 44 - 137398.045 - 59.8 3283s 7827 4308 infeasible 44 - 137398.045 - 59.9 3287s 7829 4308 infeasible 44 - 137398.045 - 59.9 3292s 7830 4307 infeasible 44 - 137398.045 - 59.9 3295s 7840 4317 138211.209 42 42 - 137399.958 - 59.9 3300s 7854 4331 139747.393 51 51 - 137399.958 - 59.8 3305s 7857 4334 139198.314 55 45 - 137399.958 - 59.8 3311s 7862 4339 139763.607 58 50 - 137399.958 - 59.8 3315s 7871 4348 139757.309 65 51 - 137399.958 - 59.8 3320s 7879 4354 142199.659 70 54 - 137399.958 - 59.8 3326s 7886 4361 144501.767 77 45 - 137399.958 - 59.8 3330s 7896 4371 145456.784 83 54 - 137399.958 - 59.7 3335s 7898 4373 150512.026 84 47 - 137399.958 - 59.8 3340s 7908 4383 145584.351 91 44 - 137399.958 - 59.7 3345s 7917 4390 infeasible 98 - 137399.958 - 59.8 3355s 7924 4397 147863.902 99 47 - 137399.958 - 59.7 3360s 7928 4399 infeasible 101 - 137399.958 - 59.8 3368s 7931 4402 153016.344 101 53 - 137399.958 - 59.8 3371s 7933 4402 infeasible 102 - 137399.958 - 59.9 3377s 7934 4401 infeasible 102 - 137399.958 - 59.9 3384s 7935 4402 150750.106 99 48 - 137399.958 - 59.9 3386s 7937 4404 151598.455 102 52 - 137399.958 - 60.0 3390s 7945 4412 151724.357 104 44 - 137399.958 - 60.0 3395s 7953 4420 152235.069 108 41 - 137399.958 - 59.9 3400s 7955 4420 infeasible 108 - 137399.958 - 60.0 3409s 7956 4421 154531.998 106 48 - 137399.958 - 60.0 3411s 7963 4426 infeasible 110 - 137399.958 - 60.0 3417s 7968 4431 154271.029 116 45 - 137399.958 - 60.0 3420s 7976 4439 155001.717 119 50 - 137399.958 - 60.0 3428s 7978 4441 157218.070 118 45 - 137399.958 - 60.0 3430s 7990 4451 156028.310 127 45 - 137399.958 - 60.0 3435s 7999 4458 156170.674 131 38 - 137399.958 - 59.9 3440s 8005 4462 156313.371 134 31 - 137399.958 - 59.9 3445s 8017 4474 156810.364 135 30 - 137399.958 - 59.9 3450s 8030 4487 161891.561 137 34 - 137399.958 - 59.8 3455s 8037 4492 162519.369 137 33 - 137399.958 - 59.8 3460s 8043 4492 159017.800 139 28 - 137399.958 - 59.9 3465s 8051 4496 159305.662 141 30 - 137399.958 - 59.9 3471s 8058 4501 162135.293 145 26 - 137399.958 - 59.9 3475s 8069 4512 162719.818 147 28 - 137399.958 - 59.8 3480s 8079 4520 infeasible 148 - 137399.958 - 59.8 3485s 8088 4525 164750.778 153 29 - 137399.958 - 59.8 3490s 8103 4534 infeasible 157 - 137399.958 - 59.7 3495s 8117 4536 169306.140 161 26 - 137399.958 - 59.6 3500s 8133 4538 138745.456 40 51 - 137400.412 - 59.5 3505s 8137 4540 infeasible 44 - 137400.412 - 59.6 3517s 8144 4547 139704.190 46 49 - 137400.412 - 59.6 3520s 8148 4551 139920.618 48 50 - 137400.412 - 59.6 3527s 8154 4557 139593.011 53 50 - 137400.412 - 59.5 3530s 8165 4568 140324.196 64 45 - 137400.412 - 59.5 3535s 8175 4578 141185.433 72 45 - 137400.412 - 59.4 3540s 8185 4588 143110.423 76 51 - 137400.412 - 59.4 3545s 8199 4602 143617.240 84 43 - 137400.412 - 59.3 3550s 8208 4611 144259.975 89 38 - 137400.412 - 59.3 3555s 8218 4613 145351.003 94 49 - 137400.412 - 59.3 3560s 8230 4625 147474.493 95 47 - 137400.412 - 59.2 3565s 8235 4630 148491.908 98 46 - 137400.412 - 59.2 3570s 8236 4629 infeasible 99 - 137400.412 - 59.3 3578s 8237 4630 148379.402 98 46 - 137400.412 - 59.3 3584s 8238 4631 153462.759 99 53 - 137400.412 - 59.3 3586s 8243 4636 148722.554 100 50 - 137400.412 - 59.3 3590s 8245 4636 infeasible 101 - 137400.412 - 59.4 3596s Cutting planes: Gomory: 26 Cover: 4 Clique: 2 Flow cover: 55 Flow path: 8 Zero half: 1 Mod-K: 1 Explored 8247 nodes (491113 simplex iterations) in 3600.07 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 1.374004117785e+05, gap -