Gurobi 5.0.1 (linux64) logging started Tue Dec 11 18:10:17 2012 Optimize a model with 2190 rows, 2160 columns and 7155 nonzeros Presolve removed 97 rows and 59 columns Presolve time: 0.02s Presolved: 2093 rows, 2101 columns, 6925 nonzeros Variable types: 1400 continuous, 701 integer (701 binary) Root relaxation: objective 2.019812e+05, 1025 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 201981.185 0 301 - 201981.185 - - 0s 0 0 237194.538 0 99 - 237194.538 - - 0s 0 0 238896.273 0 91 - 238896.273 - - 0s 0 0 239559.687 0 78 - 239559.687 - - 0s 0 0 239862.819 0 54 - 239862.819 - - 0s 0 0 239900.698 0 51 - 239900.698 - - 0s 0 0 239917.727 0 62 - 239917.727 - - 0s 0 0 239935.436 0 56 - 239935.436 - - 0s 0 0 239937.298 0 57 - 239937.298 - - 1s 0 2 239940.551 0 57 - 239940.551 - - 1s 55 49 241570.228 36 41 - 239940.551 - 18.5 5s 132 115 243770.490 94 49 - 239940.551 - 16.4 10s 208 181 246178.282 156 43 - 239940.551 - 15.2 15s 284 238 240365.713 13 51 - 240040.843 - 16.0 20s 361 298 242644.804 70 41 - 240040.843 - 15.7 25s 439 374 243649.431 144 25 - 240040.843 - 14.7 30s 516 451 245096.809 210 21 - 240040.843 - 14.5 35s 589 506 241443.756 26 39 - 240042.174 - 15.0 40s 611 520 243769.988 93 51 - 240144.689 - 14.6 45s 625 531 240344.432 12 48 - 240344.432 - 18.6 50s 670 553 241290.769 35 45 - 240411.833 - 19.6 55s 730 577 242366.395 69 39 - 240411.833 - 20.3 60s 792 612 243931.797 100 38 - 240411.833 - 21.1 65s 851 648 244626.432 129 33 - 240411.833 - 22.4 70s 905 670 infeasible 156 - 240411.833 - 24.7 75s 967 700 249534.759 187 35 - 240411.833 - 24.7 80s 1025 731 250729.099 216 30 - 240411.833 - 25.0 85s 1079 764 253141.121 243 33 - 240411.833 - 25.0 90s 1133 782 253988.383 270 32 - 240411.833 - 25.4 95s 1182 799 255157.306 294 27 - 240411.833 - 25.8 100s 1233 800 240576.086 19 54 - 240475.609 - 26.3 105s 1281 810 241143.729 43 49 - 240475.609 - 26.7 110s 1321 821 242207.256 62 42 - 240475.609 - 27.8 115s 1367 852 242830.440 85 37 - 240475.609 - 27.8 120s 1412 882 242945.978 108 31 - 240475.609 - 28.1 125s 1455 910 243688.134 129 41 - 240475.609 - 28.3 130s 1495 937 243530.614 149 29 - 240475.609 - 29.0 135s 1531 954 244674.832 167 33 - 240475.609 - 29.9 140s 1570 970 244553.084 187 29 - 240475.609 - 30.5 145s 1610 975 245311.304 203 38 - 240475.609 - 30.9 150s 1632 977 245509.207 214 28 - 240475.609 - 32.0 155s 1646 972 infeasible 221 - 240475.609 - 34.3 160s 1667 975 infeasible 232 - 240475.609 - 34.5 165s 1701 967 240522.151 13 46 - 240522.151 - 35.0 170s 1733 981 241236.013 32 55 - 240559.567 - 34.7 175s 1763 990 infeasible 48 - 240559.567 - 35.1 180s 1792 1003 244506.444 63 44 - 240559.567 - 35.2 185s 1822 1023 243514.402 78 40 - 240559.567 - 35.4 190s 1845 1038 243749.822 90 37 - 240559.567 - 35.4 195s 1870 1053 243863.880 102 40 - 240559.567 - 35.7 200s 1904 1076 244737.871 119 34 - 240559.567 - 35.6 205s 1927 1088 245586.785 131 37 - 240559.567 - 36.2 210s 1955 1105 infeasible 145 - 240559.567 - 36.4 215s 1972 1109 247003.596 153 33 - 240559.567 - 37.2 220s 1988 1110 infeasible 161 - 240559.567 - 37.9 225s 2007 1122 247090.921 171 29 - 240559.567 - 38.0 230s 2022 1128 infeasible 178 - 240559.567 - 38.7 235s 2048 1146 248399.983 191 36 - 240559.567 - 38.7 240s 2074 1161 249100.969 204 35 - 240559.567 - 38.8 245s 2096 1168 249170.312 215 26 - 240559.567 - 39.2 250s 2125 1181 250716.750 230 27 - 240559.567 - 39.3 255s 2151 1196 251039.035 243 28 - 240559.567 - 39.3 260s 2179 1213 251391.696 257 28 - 240559.567 - 39.4 265s 2201 1224 251576.795 268 26 - 240559.567 - 39.6 270s 2220 1234 256198.407 277 39 - 240559.567 - 40.0 275s 2238 1252 253326.078 286 27 - 240559.567 - 40.1 280s 2250 1260 infeasible 292 - 240559.567 - 40.7 285s 2268 1274 254245.075 301 25 - 240559.567 - 40.9 290s 2288 1290 253186.981 311 22 - 240559.567 - 41.0 295s 2302 1301 247614.110 172 57 - 240559.567 - 41.1 339s 2303 1302 251729.495 262 57 - 240559.567 - 41.1 342s 2304 1302 244923.129 122 105 - 240559.567 - 41.1 362s 2305 1303 245634.220 160 57 - 240559.567 - 41.1 372s 2306 1304 252722.591 301 48 - 240559.567 - 41.1 380s 2307 1304 247515.181 176 52 - 240559.567 - 41.1 389s 2308 1305 242303.490 60 52 - 240559.567 - 41.0 399s 2309 1306 244832.567 136 50 - 240559.567 - 41.0 418s 2310 1306 247614.110 172 50 - 240559.567 - 41.0 427s 2311 1307 251729.495 262 53 - 240559.567 - 41.0 439s 2312 1308 252722.591 301 55 - 240559.567 - 41.0 449s 2313 1308 244923.129 122 50 - 240559.567 - 40.9 458s 2314 1309 244632.421 119 54 - 240559.567 - 40.9 467s 2315 1310 251115.846 246 50 - 240576.818 - 40.9 477s 2316 1310 250873.422 198 51 - 240577.962 - 40.9 492s 2317 1311 242303.490 60 51 - 240577.962 - 40.9 497s 2318 1312 251115.846 246 51 - 240577.962 - 40.9 510s 2319 1314 240625.274 24 43 - 240625.274 - 44.4 516s 2320 1315 240816.938 24 44 - 240625.274 - 44.4 521s 2321 1316 240627.109 25 45 - 240627.109 - 44.4 525s 2322 1316 240769.188 25 51 - 240627.109 - 44.4 530s 2323 1317 240632.642 26 47 - 240632.642 - 44.4 535s 2327 1320 240671.004 28 47 - 240671.004 - 44.4 540s 2332 1323 240737.032 30 50 - 240671.004 - 44.4 545s 2340 1328 241535.979 34 50 - 240671.004 - 44.4 550s 2348 1334 241969.894 38 44 - 240671.004 - 44.4 555s 2358 1339 241915.103 43 46 - 240671.004 - 44.4 560s 2365 1344 241897.009 47 41 - 240671.004 - 44.4 565s 2371 1348 241946.429 50 40 - 240671.004 - 44.3 570s 2381 1355 242121.654 55 47 - 240671.004 - 44.3 575s 2391 1361 242146.705 60 46 - 240671.004 - 44.4 580s 2404 1370 242620.983 66 43 - 240671.004 - 44.4 585s 2410 1374 247361.766 69 51 - 240671.004 - 44.6 591s 2418 1379 242293.656 73 46 - 240671.004 - 44.6 595s 2426 1385 242312.468 77 42 - 240671.004 - 44.5 600s 2440 1394 242403.320 84 37 - 240671.004 - 44.4 605s 2449 1400 242478.861 89 42 - 240671.004 - 44.4 610s 2465 1410 243121.007 97 39 - 240671.004 - 44.2 615s 2479 1414 242792.833 105 36 - 240671.004 - 44.3 620s 2491 1422 242877.719 111 34 - 240671.004 - 44.3 625s 2504 1431 242986.614 117 25 - 240671.004 - 44.4 630s 2526 1445 243086.005 128 27 - 240671.004 - 44.3 635s 2541 1455 243152.002 136 25 - 240671.004 - 44.2 640s 2559 1467 243216.900 145 24 - 240671.004 - 44.2 645s 2575 1478 243385.150 153 25 - 240671.004 - 44.3 650s 2589 1487 243328.205 160 24 - 240671.004 - 44.3 655s 2607 1499 243444.110 169 23 - 240671.004 - 44.3 660s 2623 1510 243484.350 177 22 - 240671.004 - 44.2 665s 2640 1521 244397.379 185 26 - 240671.004 - 44.1 670s 2655 1531 243609.398 193 21 - 240671.004 - 44.1 675s 2667 1539 243814.924 199 22 - 240671.004 - 44.1 680s 2682 1547 245406.834 206 22 - 240671.004 - 44.2 685s 2698 1557 245026.805 214 20 - 240671.004 - 44.3 690s 2715 1554 241007.770 29 46 - 240693.004 - 44.5 695s 2731 1565 241526.775 37 55 - 240708.575 - 44.6 700s 2745 1574 241631.432 44 51 - 240708.575 - 44.6 705s 2761 1585 241333.147 52 45 - 240708.575 - 44.7 710s 2778 1596 241474.179 61 42 - 240708.575 - 44.6 715s 2789 1604 243125.694 66 45 - 240708.575 - 44.7 720s 2799 1610 241690.522 71 43 - 240708.575 - 44.9 725s 2813 1620 241777.068 78 29 - 240708.575 - 44.8 734s 2817 1622 241758.039 80 37 - 240708.575 - 44.8 735s 2833 1633 242267.852 88 34 - 240708.575 - 44.8 740s 2851 1645 242780.885 97 34 - 240708.575 - 44.9 745s 2857 1643 infeasible 100 - 240708.575 - 45.2 750s 2863 1643 infeasible 103 - 240708.575 - 45.6 756s 2865 1642 infeasible 104 - 240708.575 - 45.8 760s 2871 1644 infeasible 107 - 240708.575 - 46.0 765s 2879 1644 infeasible 111 - 240708.575 - 46.4 772s 2883 1644 infeasible 113 - 240708.575 - 46.5 775s 2897 1650 infeasible 120 - 240708.575 - 46.6 780s 2901 1650 infeasible 122 - 240708.575 - 46.9 785s 2910 1656 243963.503 127 37 - 240708.575 - 46.9 792s 2916 1660 243976.557 130 38 - 240708.575 - 46.9 795s 2928 1668 244118.798 136 40 - 240708.575 - 47.0 800s 2933 1670 infeasible 138 - 240708.575 - 47.3 805s 2937 1670 infeasible 140 - 240708.575 - 47.5 810s 2941 1669 infeasible 142 - 240708.575 - 48.1 818s 2945 1668 infeasible 144 - 240708.575 - 48.3 823s 2951 1666 infeasible 146 - 240708.575 - 48.4 825s 2967 1672 240979.687 38 54 - 240714.885 - 48.4 830s 2983 1683 241138.553 46 57 - 240714.885 - 48.4 835s 2995 1691 241359.700 52 47 - 240714.885 - 48.5 840s 3007 1699 241432.960 58 42 - 240714.885 - 48.5 847s 3015 1704 241474.693 62 36 - 240714.885 - 48.5 850s 3030 1714 243192.131 69 36 - 240714.885 - 48.5 855s 3042 1722 241874.361 75 36 - 240714.885 - 48.6 860s 3059 1734 241824.967 84 30 - 240714.885 - 48.6 865s 3075 1744 241909.869 92 32 - 240714.885 - 48.7 870s 3086 1748 infeasible 97 - 240714.885 - 48.9 876s 3092 1750 infeasible 100 - 240714.885 - 49.2 881s 3094 1749 infeasible 101 - 240714.885 - 49.4 885s 3096 1748 infeasible 102 - 240714.885 - 49.7 890s 3100 1749 245075.669 104 49 - 240714.885 - 50.0 897s 3104 1748 infeasible 106 - 240714.885 - 50.4 903s 3106 1747 infeasible 107 - 240714.885 - 50.6 907s 3108 1746 infeasible 108 - 240714.885 - 50.9 912s 3112 1747 infeasible 110 - 240714.885 - 51.0 915s 3124 1755 244431.733 116 43 - 240714.885 - 51.0 920s 3134 1760 infeasible 121 - 240714.885 - 51.3 927s 3136 1759 infeasible 122 - 240714.885 - 51.5 932s 3138 1758 infeasible 123 - 240714.885 - 52.0 938s 3140 1758 infeasible 124 - 240714.885 - 52.1 940s 3156 1766 infeasible 132 - 240714.885 - 52.3 949s 3159 1768 245487.371 134 47 - 240714.885 - 52.2 950s 3164 1770 infeasible 136 - 240714.885 - 52.6 956s 3166 1769 246040.497 137 48 - 240714.885 - 52.8 962s 3168 1768 infeasible 138 - 240714.885 - 53.1 966s 3172 1769 infeasible 140 - 240714.885 - 53.3 972s 3178 1773 247632.309 143 49 - 240714.885 - 53.3 975s 3180 1772 infeasible 144 - 240714.885 - 53.7 981s 3182 1772 infeasible 145 - 240714.885 - 53.9 986s 3184 1771 infeasible 146 - 240714.885 - 54.2 991s 3186 1770 infeasible 147 - 240714.885 - 54.4 995s 3189 1770 246543.135 149 51 - 240714.885 - 54.6 1000s 3192 1768 infeasible 150 - 240714.885 - 55.1 1008s 3196 1769 infeasible 152 - 240714.885 - 55.3 1012s 3201 1772 246637.315 155 46 - 240714.885 - 55.2 1019s 3202 1773 246708.628 155 47 - 240714.885 - 55.2 1020s 3213 1780 246716.056 161 47 - 240714.885 - 55.1 1025s 3230 1792 247043.812 169 32 - 240714.885 - 55.0 1030s 3242 1800 247436.549 175 33 - 240714.885 - 55.0 1035s 3246 1800 infeasible 177 - 240714.885 - 55.1 1040s 3248 1800 infeasible 178 - 240714.885 - 55.4 1045s 3262 1806 247635.043 186 36 - 240714.885 - 55.3 1050s 3275 1812 infeasible 192 - 240714.885 - 55.3 1055s 3277 1811 infeasible 193 - 240714.885 - 55.6 1060s 3285 1812 infeasible 197 - 240714.885 - 55.8 1066s 3290 1816 249399.316 200 35 - 240714.885 - 55.8 1070s 3298 1811 250109.510 201 34 - 240714.885 - 55.9 1077s 3301 1807 infeasible 202 - 240714.885 - 56.0 1080s 3312 1810 241017.652 37 56 - 240770.641 - 56.1 1085s 3332 1824 241148.316 56 47 - 240770.641 - 55.8 1090s 3350 1836 241474.418 71 43 - 240770.641 - 55.6 1095s 3375 1852 241871.290 92 42 - 240770.641 - 55.3 1100s 3390 1862 242064.108 99 34 - 240770.641 - 55.3 1105s 3395 1866 242262.701 100 39 - 240770.641 - 55.3 1113s 3400 1869 242313.773 100 38 - 240770.641 - 55.3 1115s 3414 1878 242512.093 102 40 - 240770.641 - 55.3 1120s 3421 1883 244787.938 107 44 - 240770.641 - 55.4 1125s 3434 1892 243590.545 116 35 - 240770.641 - 55.4 1130s 3447 1900 243587.522 125 36 - 240770.641 - 55.2 1135s 3460 1909 243723.984 131 37 - 240770.641 - 55.2 1140s 3472 1917 243847.284 134 30 - 240770.641 - 55.1 1145s 3483 1924 243869.184 136 32 - 240770.641 - 55.1 1150s 3492 1930 244220.844 141 38 - 240770.641 - 55.1 1160s 3507 1940 244238.308 146 26 - 240770.641 - 55.1 1165s 3521 1950 244303.598 154 28 - 240770.641 - 54.9 1170s 3535 1959 244399.320 160 25 - 240770.641 - 54.9 1175s 3549 1968 244456.284 167 28 - 240770.641 - 54.8 1180s 3564 1978 244643.284 177 27 - 240770.641 - 54.6 1185s 3580 1989 244584.921 181 25 - 240770.641 - 54.5 1190s 3589 1995 244607.842 184 23 - 240770.641 - 54.4 1196s 3600 2002 244773.708 184 23 - 240770.641 - 54.4 1200s 3617 2014 245149.422 192 28 - 240770.641 - 54.3 1205s 3635 2026 245254.666 202 19 - 240770.641 - 54.1 1210s 3646 2033 245263.160 206 24 - 240770.641 - 54.0 1215s 3664 2045 245353.586 218 19 - 240770.641 - 53.8 1220s 3680 2050 infeasible 222 - 240770.641 - 53.8 1225s 3694 2057 245692.256 225 20 - 240770.641 - 53.8 1230s 3703 2057 245962.827 226 21 - 240770.641 - 53.9 1235s 3717 2062 246030.857 228 18 - 240770.641 - 53.9 1240s 3724 2065 infeasible 231 - 240770.641 - 54.1 1245s 3736 2063 infeasible 234 - 240770.641 - 54.2 1250s 3747 2064 246506.948 236 19 - 240770.641 - 54.2 1255s 3753 2064 246855.042 237 19 - 240770.641 - 54.3 1260s 3767 2074 247102.594 247 21 - 240770.641 - 54.3 1265s 3783 2084 247389.339 253 21 - 240770.641 - 54.3 1271s 3789 2086 infeasible 254 - 240770.641 - 54.4 1275s 3803 2096 247421.935 261 16 - 240770.641 - 54.3 1280s 3820 2107 247596.102 266 12 - 240770.641 - 54.1 1285s 3836 2118 248071.277 275 15 - 240770.641 - 54.0 1290s 3850 2127 247674.024 288 13 - 240770.641 - 53.8 1295s 3868 2139 247878.911 300 11 - 240770.641 - 53.6 1300s 3880 2147 247910.537 312 7 - 240770.641 - 53.5 1305s 3886 2147 infeasible 312 - 240770.641 - 53.7 1311s 3888 2146 248656.807 311 11 - 240770.641 - 53.8 1315s 3898 2147 250820.645 317 9 - 240770.641 - 53.9 1320s 3907 2146 infeasible 323 - 240770.641 - 54.1 1328s 3908 2145 infeasible 319 - 240770.641 - 54.2 1330s 3921 2147 240821.462 36 47 - 240785.865 - 54.2 1335s 3934 2156 240957.234 42 46 - 240785.865 - 54.1 1340s 3946 2164 241120.717 46 46 - 240785.865 - 54.0 1345s 3960 2173 241401.214 60 49 - 240785.865 - 53.9 1350s 3976 2184 241648.397 72 35 - 240785.865 - 53.8 1355s 3977 2185 241715.809 73 30 - 240785.865 - 53.8 1361s 3986 2191 241789.952 77 30 - 240785.865 - 53.8 1365s 3988 2192 241771.443 76 30 - 240785.865 - 53.8 1381s 3997 2198 241886.500 78 27 - 240785.865 - 53.7 1385s 4016 2211 242001.149 94 25 - 240785.865 - 53.5 1390s 4035 2223 242078.000 109 26 - 240785.865 - 53.4 1395s 4050 2233 242195.465 116 31 - 240785.865 - 53.3 1400s 4063 2242 242238.947 119 32 - 240785.865 - 53.2 1405s 4076 2251 242321.517 127 28 - 240785.865 - 53.1 1410s 4094 2263 242723.231 139 33 - 240785.865 - 53.0 1415s 4108 2272 242821.761 147 25 - 240785.865 - 52.9 1420s 4126 2284 242945.031 159 15 - 240785.865 - 52.8 1425s 4137 2291 243012.844 165 15 - 240785.865 - 52.7 1430s 4152 2301 243206.556 176 18 - 240785.865 - 52.6 1435s 4167 2311 243500.041 184 18 - 240785.865 - 52.4 1440s 4180 2320 243643.963 186 19 - 240785.865 - 52.4 1445s 4191 2327 243473.910 200 16 - 240785.865 - 52.3 1450s 4201 2334 243912.084 205 14 - 240785.865 - 52.2 1455s 4210 2340 243754.823 211 18 - 240785.865 - 52.2 1460s 4219 2346 243705.947 219 16 - 240785.865 - 52.2 1465s 4230 2353 244185.748 224 15 - 240785.865 - 52.2 1470s 4243 2362 244260.090 228 15 - 240785.865 - 52.1 1475s 4251 2367 244327.253 230 16 - 240785.865 - 52.1 1480s 4261 2374 244488.147 232 13 - 240785.865 - 52.1 1485s 4274 2383 244540.398 241 13 - 240785.865 - 52.1 1490s 4286 2391 244944.868 247 12 - 240785.865 - 52.0 1495s 4296 2397 245045.070 249 12 - 240785.865 - 52.0 1500s 4307 2405 245314.018 252 11 - 240785.865 - 52.0 1505s 4320 2413 245477.503 264 12 - 240785.865 - 51.9 1510s 4328 2419 246751.585 267 17 - 240785.865 - 51.9 1515s 4339 2426 246320.188 270 11 - 240785.865 - 51.9 1520s 4350 2433 246508.136 273 14 - 240785.865 - 51.8 1525s 4359 2437 247167.208 277 8 - 240785.865 - 51.9 1530s 4370 2439 248601.824 281 9 - 240785.865 - 51.9 1535s 4380 2429 infeasible 282 - 240785.865 - 52.2 1543s 4385 2431 240839.608 36 50 - 240786.445 - 52.1 1545s 4399 2440 241046.666 43 45 - 240786.445 - 52.1 1550s 4415 2451 241373.267 58 49 - 240786.445 - 51.9 1555s 4428 2459 241496.872 67 40 - 240786.445 - 51.9 1560s 4439 2467 241768.728 73 33 - 240786.445 - 51.8 1565s 4449 2473 242163.187 80 32 - 240786.445 - 51.8 1570s 4466 2485 241915.042 91 30 - 240786.445 - 51.7 1575s 4480 2494 242113.038 103 32 - 240786.445 - 51.6 1580s 4494 2503 242160.086 112 29 - 240786.445 - 51.6 1585s 4506 2511 242529.096 118 31 - 240786.445 - 51.6 1590s 4517 2519 242284.822 123 26 - 240786.445 - 51.6 1595s 4532 2529 242438.397 132 26 - 240786.445 - 51.5 1600s 4547 2539 242526.620 144 23 - 240786.445 - 51.4 1605s 4564 2550 242684.190 158 20 - 240786.445 - 51.3 1610s 4575 2557 243101.459 161 19 - 240786.445 - 51.3 1615s 4593 2569 243201.809 172 16 - 240786.445 - 51.1 1620s 4605 2577 243767.674 176 23 - 240786.445 - 51.1 1625s 4619 2587 243933.820 178 20 - 240786.445 - 51.0 1630s 4630 2594 244809.206 181 20 - 240786.445 - 51.0 1635s 4651 2608 244341.059 203 19 - 240786.445 - 50.8 1640s 4660 2614 244678.703 206 18 - 240786.445 - 50.8 1645s 4672 2622 245145.840 211 20 - 240786.445 - 50.8 1650s 4683 2629 245477.658 219 17 - 240786.445 - 50.8 1655s 4696 2638 246391.660 227 18 - 240786.445 - 50.7 1660s 4706 2643 247045.882 233 19 - 240786.445 - 50.7 1665s 4719 2651 247494.965 236 21 - 240786.445 - 50.6 1670s 4725 2653 infeasible 239 - 240786.445 - 50.8 1678s 4729 2656 247597.129 240 19 - 240786.445 - 50.8 1680s 4733 2657 infeasible 239 - 240786.445 - 50.9 1686s 4735 2656 infeasible 242 - 240786.445 - 51.1 1695s 4748 2663 infeasible 246 - 240786.445 - 51.1 1700s 4760 2669 249584.357 248 17 - 240786.445 - 51.1 1705s 4771 2665 infeasible 253 - 240786.445 - 51.1 1710s 4780 2659 infeasible 254 - 240786.445 - 51.2 1715s 4790 2660 240915.048 34 46 - 240786.576 - 51.2 1720s 4799 2666 241208.106 38 50 - 240786.576 - 51.2 1725s 4808 2672 241169.836 43 43 - 240786.576 - 51.2 1730s 4818 2678 241242.753 45 55 - 240786.576 - 51.2 1735s 4831 2687 241322.719 51 48 - 240786.576 - 51.1 1740s 4840 2693 241779.976 54 50 - 240786.576 - 51.1 1745s 4845 2696 242143.040 58 53 - 240786.576 - 51.2 1750s 4850 2700 242169.367 57 44 - 240786.576 - 51.2 1760s 4856 2704 242208.283 59 45 - 240786.576 - 51.2 1765s 4867 2711 242259.051 61 45 - 240786.576 - 51.2 1770s 4879 2719 242378.402 66 45 - 240786.576 - 51.1 1775s 4888 2725 242492.995 67 45 - 240786.576 - 51.1 1780s 4900 2733 242724.649 76 39 - 240786.576 - 51.1 1785s 4909 2739 245396.018 77 46 - 240786.576 - 51.1 1791s 4918 2745 243005.500 87 43 - 240786.576 - 51.1 1795s 4932 2754 243229.809 100 38 - 240786.576 - 50.9 1800s 4945 2763 243284.481 104 40 - 240786.576 - 50.9 1805s 4955 2770 243398.974 103 40 - 240786.576 - 50.8 1810s 4966 2777 243467.888 107 35 - 240786.576 - 50.8 1815s 4976 2784 243568.457 107 35 - 240786.576 - 50.8 1820s 4987 2791 243494.641 111 35 - 240786.576 - 50.7 1825s 4998 2798 243583.623 112 37 - 240786.576 - 50.7 1830s 5008 2805 243679.956 113 37 - 240786.576 - 50.6 1835s 5021 2814 243682.495 117 37 - 240786.576 - 50.6 1840s 5033 2822 244255.925 122 28 - 240786.576 - 50.5 1845s 5044 2829 244245.977 129 26 - 240786.576 - 50.5 1856s 5054 2836 244259.139 130 25 - 240786.576 - 50.4 1860s 5066 2844 244331.721 138 32 - 240786.576 - 50.4 1865s 5079 2852 244623.628 145 29 - 240786.576 - 50.4 1870s 5090 2860 244585.113 145 30 - 240786.576 - 50.3 1875s 5102 2868 244606.175 146 28 - 240786.576 - 50.3 1880s 5114 2876 244874.399 148 27 - 240786.576 - 50.2 1885s 5121 2880 245148.292 153 30 - 240786.576 - 50.2 1890s 5130 2886 245336.918 154 32 - 240786.576 - 50.3 1895s 5143 2895 245302.607 165 27 - 240786.576 - 50.2 1900s 5154 2902 245383.021 167 28 - 240786.576 - 50.2 1905s 5164 2909 245911.248 168 26 - 240786.576 - 50.2 1910s 5177 2918 246335.064 172 29 - 240786.576 - 50.2 1915s 5186 2924 246156.014 175 26 - 240786.576 - 50.1 1920s 5198 2932 246047.697 181 24 - 240786.576 - 50.1 1925s 5206 2937 246423.411 181 24 - 240786.576 - 50.1 1930s 5217 2944 246453.435 188 26 - 240786.576 - 50.1 1935s 5225 2950 246515.221 195 23 - 240786.576 - 50.0 1940s 5234 2956 246973.302 199 25 - 240786.576 - 50.0 1945s 5247 2964 246676.406 206 22 - 240786.576 - 49.9 1950s 5259 2972 246765.964 212 21 - 240786.576 - 49.9 1955s 5271 2980 246859.204 214 21 - 240786.576 - 49.8 1960s 5278 2985 248035.743 215 25 - 240786.576 - 49.8 1965s 5288 2992 246972.906 216 20 - 240786.576 - 49.8 1970s 5298 2998 247095.938 218 22 - 240786.576 - 49.8 1975s 5308 3005 248417.527 217 26 - 240786.576 - 49.8 1980s 5318 3012 247188.967 218 26 - 240786.576 - 49.8 1985s 5326 3017 247332.211 219 24 - 240786.576 - 49.9 1990s 5335 3023 247271.053 226 24 - 240786.576 - 49.8 1998s 5337 3024 247393.027 225 24 - 240786.576 - 49.8 2000s 5341 3025 infeasible 230 - 240786.576 - 49.9 2005s 5349 3029 248046.790 229 23 - 240786.576 - 49.9 2010s 5354 3031 infeasible 228 - 240786.576 - 50.1 2018s 5356 3032 248588.381 228 26 - 240786.576 - 50.1 2020s 5363 3034 250133.226 234 28 - 240786.576 - 50.1 2025s 5367 3034 infeasible 232 - 240786.576 - 50.3 2032s 5369 3034 infeasible 234 - 240786.576 - 50.5 2041s 5379 3040 249202.949 233 24 - 240786.576 - 50.4 2045s 5391 3048 251614.183 237 25 - 240786.576 - 50.4 2050s 5399 3046 infeasible 245 - 240786.576 - 50.5 2059s 5401 3043 infeasible 244 - 240786.576 - 50.6 2060s 5410 3045 240904.543 35 47 - 240790.537 - 50.6 2065s 5419 3051 241079.350 41 41 - 240790.537 - 50.5 2070s 5430 3058 241364.273 46 55 - 240790.537 - 50.5 2075s 5432 3060 241305.222 47 45 - 240790.537 - 50.5 2081s 5441 3066 241409.627 56 56 - 240790.537 - 50.4 2085s 5456 3076 241679.869 71 42 - 240790.537 - 50.3 2090s 5466 3082 242444.561 76 48 - 240790.537 - 50.3 2095s 5472 3086 242679.291 80 43 - 240790.537 - 50.4 2100s 5477 3090 243400.456 80 45 - 240790.537 - 50.5 2106s 5485 3095 243789.609 88 47 - 240790.537 - 50.4 2110s 5497 3103 243934.586 99 45 - 240790.537 - 50.4 2115s 5507 3110 244221.918 104 47 - 240790.537 - 50.4 2120s 5519 3118 244305.558 116 41 - 240790.537 - 50.3 2125s 5531 3126 244384.826 121 37 - 240790.537 - 50.2 2130s 5541 3132 244461.543 126 37 - 240790.537 - 50.2 2135s 5550 3138 244493.098 130 33 - 240790.537 - 50.2 2140s 5566 3149 244663.730 145 31 - 240790.537 - 50.1 2145s 5578 3157 245486.845 150 33 - 240790.537 - 50.1 2150s 5591 3166 245586.992 155 32 - 240790.537 - 50.0 2155s 5602 3173 245675.759 161 32 - 240790.537 - 50.0 2160s 5615 3174 infeasible 168 - 240790.537 - 49.9 2165s 5620 3173 infeasible 169 - 240790.537 - 50.1 2174s 5621 3172 infeasible 171 - 240790.537 - 50.1 2175s 5624 3172 240845.698 28 51 - 240798.206 - 50.1 2180s 5626 3173 240875.716 30 51 - 240798.206 - 50.1 2187s 5631 3176 240965.218 35 42 - 240798.206 - 50.1 2190s 5643 3184 241214.646 41 42 - 240798.206 - 50.1 2195s 5653 3191 241292.968 50 42 - 240798.206 - 50.0 2200s 5663 3198 241632.816 55 43 - 240798.206 - 50.0 2205s 5670 3202 242420.802 56 41 - 240798.206 - 50.0 2211s 5675 3206 242401.905 58 45 - 240798.206 - 50.1 2215s 5690 3216 242467.312 73 37 - 240798.206 - 50.0 2220s 5703 3224 242668.438 84 34 - 240798.206 - 49.9 2225s 5712 3230 242819.005 87 43 - 240798.206 - 49.9 2230s 5724 3238 243220.981 92 34 - 240798.206 - 49.9 2235s 5735 3246 243377.208 97 40 - 240798.206 - 49.9 2240s 5748 3254 243672.347 106 36 - 240798.206 - 49.8 2245s 5754 3258 243822.603 107 41 - 240798.206 - 49.8 2250s 5763 3264 245975.480 112 46 - 240798.206 - 49.8 2255s 5769 3268 243949.456 113 39 - 240798.206 - 49.9 2260s 5784 3276 244599.772 124 37 - 240798.206 - 49.8 2265s 5796 3284 244519.759 130 35 - 240798.206 - 49.7 2270s 5807 3292 245273.307 138 34 - 240798.206 - 49.7 2275s 5816 3298 245362.078 138 35 - 240798.206 - 49.7 2280s 5826 3302 infeasible 144 - 240798.206 - 49.7 2285s 5835 3306 245974.387 150 35 - 240798.206 - 49.7 2291s 5842 3311 246976.851 153 38 - 240798.206 - 49.7 2295s 5848 3313 infeasible 154 - 240798.206 - 49.9 2303s 5851 3313 infeasible 155 - 240798.206 - 49.9 2305s 5860 3315 248744.682 160 36 - 240798.206 - 49.9 2310s 5867 3316 infeasible 164 - 240798.206 - 50.0 2319s 5868 3314 infeasible 165 - 240798.206 - 50.0 2320s 5870 3314 248859.853 166 34 - 240798.206 - 50.0 2325s 5873 3312 infeasible 168 - 240798.206 - 50.2 2332s 5879 3314 249209.696 170 35 - 240798.206 - 50.1 2335s 5888 3314 249242.900 170 36 - 240798.206 - 50.1 2340s 5897 3316 249398.052 173 33 - 240798.206 - 50.2 2345s 5907 3318 249470.660 173 31 - 240798.206 - 50.2 2350s 5916 3318 249782.993 175 32 - 240798.206 - 50.2 2355s 5924 3316 infeasible 175 - 240798.206 - 50.2 2360s 5932 3315 241090.863 30 43 - 240798.486 - 50.2 2365s 5942 3322 241148.656 39 40 - 240798.486 - 50.2 2370s 5950 3327 241921.232 41 52 - 240798.486 - 50.2 2375s 5958 3332 242674.355 43 45 - 240798.486 - 50.2 2380s 5968 3339 242786.473 50 55 - 240798.486 - 50.2 2385s 5978 3346 243057.058 58 39 - 240798.486 - 50.1 2390s 5982 3348 243086.761 61 39 - 240798.486 - 50.1 2412s 5989 3353 243118.953 66 42 - 240798.486 - 50.1 2415s 6000 3360 243250.695 70 41 - 240798.486 - 50.0 2420s 6010 3367 243418.224 76 49 - 240798.486 - 50.0 2425s 6019 3373 243623.452 80 46 - 240798.486 - 50.0 2430s 6028 3379 244343.366 86 44 - 240798.486 - 50.0 2435s 6038 3386 244573.944 89 44 - 240798.486 - 50.0 2440s 6046 3391 245115.069 94 38 - 240798.486 - 50.0 2445s 6057 3398 245500.445 100 36 - 240798.486 - 50.0 2450s 6067 3405 247459.119 106 47 - 240798.486 - 50.0 2455s 6075 3410 248389.955 110 40 - 240798.486 - 49.9 2460s 6085 3415 infeasible 111 - 240798.486 - 50.0 2470s 6086 3414 infeasible 111 - 240798.486 - 50.1 2478s 6091 3417 252833.108 114 43 - 240798.486 - 50.1 2481s 6097 3421 256964.861 116 45 - 240798.486 - 50.1 2485s 6101 3422 infeasible 118 - 240798.486 - 50.3 2496s 6107 3424 infeasible 122 - 240798.486 - 50.4 2503s 6108 3422 infeasible 122 - 240798.486 - 50.6 2514s 6109 3423 251595.557 121 41 - 240798.486 - 50.6 2515s 6112 3421 infeasible 122 - 240798.486 - 50.7 2522s 6113 3420 infeasible 122 - 240798.486 - 50.9 2532s 6114 3418 infeasible 122 - 240798.486 - 51.1 2542s 6117 3414 infeasible 119 - 240798.486 - 51.3 2554s 6120 3416 240821.799 36 43 - 240800.364 - 51.2 2555s 6128 3422 241014.793 42 43 - 240800.364 - 51.2 2560s 6139 3429 241126.115 49 42 - 240800.364 - 51.2 2565s 6152 3438 241246.461 60 38 - 240800.364 - 51.1 2570s 6163 3445 241441.360 66 41 - 240800.364 - 51.1 2575s 6177 3454 241670.464 80 43 - 240800.364 - 51.0 2580s 6188 3462 241736.428 90 38 - 240800.364 - 51.0 2585s 6203 3472 241788.434 105 39 - 240800.364 - 50.9 2590s 6214 3479 243718.990 112 43 - 240800.364 - 50.9 2596s 6222 3484 242697.086 113 39 - 240800.364 - 50.9 2600s 6237 3494 243561.684 125 37 - 240800.364 - 50.8 2605s 6247 3501 243382.663 129 40 - 240800.364 - 50.8 2610s 6258 3510 244101.852 132 38 - 240800.364 - 50.8 2615s 6270 3522 244142.478 135 37 - 240800.364 - 50.7 2620s 6283 3535 244553.728 138 39 - 240800.364 - 50.7 2625s 6294 3546 244503.667 148 32 - 240800.364 - 50.6 2630s 6307 3559 244672.770 150 29 - 240800.364 - 50.6 2635s 6319 3571 244742.329 158 33 - 240800.364 - 50.5 2640s 6333 3585 244838.509 163 29 - 240800.364 - 50.5 2645s 6346 3598 244868.029 166 27 - 240800.364 - 50.4 2650s 6359 3611 245010.338 175 28 - 240800.364 - 50.3 2655s 6371 3621 245365.441 183 29 - 240800.364 - 50.3 2660s 6377 3621 infeasible 185 - 240800.364 - 50.4 2666s 6379 3619 infeasible 183 - 240800.364 - 50.4 2670s 6381 3617 infeasible 183 - 240800.364 - 50.6 2677s 6386 3622 240927.746 32 42 - 240800.733 - 50.6 2680s 6396 3632 241319.492 38 46 - 240800.733 - 50.5 2685s 6404 3640 242533.740 42 53 - 240800.733 - 50.5 2690s 6412 3648 241645.287 48 40 - 240800.733 - 50.5 2695s 6424 3660 241684.632 58 38 - 240800.733 - 50.5 2700s 6435 3671 242394.965 65 42 - 240800.733 - 50.4 2705s 6443 3679 242345.137 69 39 - 240800.733 - 50.4 2710s 6457 3693 242563.244 81 38 - 240800.733 - 50.3 2715s 6471 3707 242709.495 94 37 - 240800.733 - 50.3 2720s 6484 3720 242811.473 103 37 - 240800.733 - 50.2 2725s 6497 3733 243031.055 112 37 - 240800.733 - 50.1 2730s 6511 3747 243436.558 122 37 - 240800.733 - 50.1 2735s 6523 3759 243300.969 132 33 - 240800.733 - 50.0 2740s 6535 3771 243406.536 134 32 - 240800.733 - 50.0 2745s 6546 3782 243582.076 137 28 - 240800.733 - 49.9 2750s 6558 3794 243698.296 145 29 - 240800.733 - 49.9 2755s 6572 3808 243691.605 152 27 - 240800.733 - 49.8 2760s 6585 3821 243760.021 162 25 - 240800.733 - 49.8 2765s 6594 3830 245674.748 164 33 - 240800.733 - 49.8 2770s 6596 3832 243987.202 166 25 - 240800.733 - 49.8 2777s 6601 3837 243919.648 169 24 - 240800.733 - 49.8 2780s 6615 3851 244253.136 182 26 - 240800.733 - 49.7 2785s 6624 3860 245376.589 188 29 - 240800.733 - 49.7 2790s 6630 3864 infeasible 188 - 240800.733 - 49.7 2796s 6640 3868 infeasible 192 - 240800.733 - 49.7 2800s 6642 3866 infeasible 193 - 240800.733 - 49.8 2805s 6644 3864 infeasible 190 - 240800.733 - 49.9 2813s 6647 3865 245792.804 190 30 - 240800.733 - 49.9 2815s 6651 3863 infeasible 190 - 240800.733 - 50.0 2821s 6653 3861 infeasible 191 - 240800.733 - 50.1 2829s 6654 3862 240805.241 34 42 - 240803.141 - 50.1 2830s 6666 3874 241065.700 45 42 - 240803.141 - 50.1 2835s 6675 3883 241196.609 50 41 - 240803.141 - 50.1 2840s 6688 3896 241317.024 60 41 - 240803.141 - 50.0 2845s 6700 3908 241386.902 72 37 - 240803.141 - 49.9 2850s 6715 3923 241622.912 83 38 - 240803.141 - 49.9 2855s 6728 3936 241748.905 96 36 - 240803.141 - 49.8 2860s 6738 3946 241777.483 103 38 - 240803.141 - 49.8 2865s 6747 3955 241868.934 110 38 - 240803.141 - 49.8 2870s 6757 3965 242553.257 116 41 - 240803.141 - 49.7 2875s 6770 3978 242888.852 126 34 - 240803.141 - 49.7 2880s 6785 3993 242937.569 131 33 - 240803.141 - 49.6 2885s 6801 4009 243895.628 143 34 - 240803.141 - 49.6 2890s 6803 4009 infeasible 142 - 240803.141 - 49.6 2895s 6810 4008 infeasible 149 - 240803.141 - 49.6 2900s 6818 4012 240965.466 41 45 - 240807.007 - 49.7 2905s 6829 4023 241099.783 49 44 - 240807.007 - 49.6 2910s 6841 4035 241232.179 56 43 - 240807.007 - 49.6 2915s 6853 4047 241314.257 64 43 - 240807.007 - 49.5 2920s 6863 4057 241865.122 68 43 - 240807.007 - 49.5 2925s 6876 4070 242104.745 75 41 - 240807.007 - 49.5 2930s 6887 4081 242070.669 83 42 - 240807.007 - 49.4 2943s 6892 4086 242128.606 88 43 - 240807.007 - 49.4 2945s 6905 4099 242235.721 100 39 - 240807.007 - 49.3 2950s 6913 4107 242349.669 103 37 - 240807.007 - 49.3 2955s 6926 4120 242488.838 111 39 - 240807.007 - 49.2 2960s 6935 4129 242605.976 117 41 - 240807.007 - 49.2 2965s 6942 4136 242597.429 118 41 - 240807.007 - 49.2 2970s 6948 4142 242705.838 124 38 - 240807.007 - 49.2 2975s 6958 4152 242765.959 133 29 - 240807.007 - 49.2 2980s 6967 4161 242859.598 137 34 - 240807.007 - 49.2 2985s 6977 4171 243214.625 144 29 - 240807.007 - 49.1 2990s 6986 4180 243080.589 149 27 - 240807.007 - 49.1 2995s 6994 4188 243189.885 151 31 - 240807.007 - 49.1 3000s 7002 4196 243357.517 154 28 - 240807.007 - 49.1 3005s 7011 4205 244683.158 156 28 - 240807.007 - 49.1 3011s 7019 4213 243902.317 164 23 - 240807.007 - 49.1 3015s 7029 4223 244485.321 170 33 - 240807.007 - 49.1 3021s 7034 4228 243740.305 173 22 - 240807.007 - 49.1 3025s 7045 4239 243863.858 179 23 - 240807.007 - 49.0 3030s 7051 4245 243904.819 185 23 - 240807.007 - 49.0 3035s 7058 4252 244214.991 187 24 - 240807.007 - 49.0 3040s 7069 4263 243979.545 190 27 - 240807.007 - 49.0 3045s 7080 4274 244159.273 197 27 - 240807.007 - 49.0 3050s 7089 4283 244147.833 205 22 - 240807.007 - 48.9 3055s 7098 4292 244718.391 208 25 - 240807.007 - 48.9 3060s 7107 4301 244291.377 217 24 - 240807.007 - 48.9 3065s 7116 4310 244468.598 224 23 - 240807.007 - 48.9 3070s 7121 4311 infeasible 225 - 240807.007 - 49.1 3081s 7125 4313 infeasible 227 - 240807.007 - 49.1 3090s 7133 4319 245194.412 233 27 - 240807.007 - 49.1 3095s 7139 4323 infeasible 238 - 240807.007 - 49.3 3110s 7140 4322 infeasible 237 - 240807.007 - 49.4 3118s 7142 4324 245532.118 235 26 - 240807.007 - 49.4 3120s 7144 4324 infeasible 236 - 240807.007 - 49.5 3127s 7146 4326 245446.139 241 27 - 240807.007 - 49.5 3130s 7151 4330 246212.445 241 25 - 240807.007 - 49.5 3136s 7157 4336 249727.153 241 26 - 240807.007 - 49.5 3140s 7163 4340 247646.434 244 23 - 240807.007 - 49.6 3146s 7170 4345 infeasible 249 - 240807.007 - 49.6 3150s 7173 4346 infeasible 251 - 240807.007 - 49.8 3165s 7175 4346 248983.941 253 21 - 240807.007 - 49.8 3171s 7178 4347 infeasible 255 - 240807.007 - 50.0 3182s 7182 4349 infeasible 254 - 240807.007 - 50.0 3186s 7186 4353 247295.845 258 21 - 240807.007 - 50.0 3190s 7190 4353 infeasible 259 - 240807.007 - 50.1 3197s 7193 4350 infeasible 255 - 240807.007 - 50.1 3200s 7196 4347 infeasible 256 - 240807.007 - 50.3 3209s 7197 4348 241336.818 35 43 - 240807.129 - 50.3 3210s 7202 4351 infeasible 40 - 240807.129 - 50.4 3221s 7207 4356 241942.436 41 43 - 240807.129 - 50.4 3225s 7211 4358 infeasible 42 - 240807.129 - 50.4 3232s 7215 4362 242164.126 47 42 - 240807.129 - 50.4 3235s 7224 4371 242262.061 54 46 - 240807.129 - 50.4 3240s 7235 4382 242361.654 60 40 - 240807.129 - 50.3 3245s 7246 4393 242447.194 71 39 - 240807.129 - 50.3 3250s 7252 4399 243132.184 71 41 - 240807.129 - 50.3 3255s 7262 4409 243362.590 78 39 - 240807.129 - 50.2 3260s 7270 4417 243569.910 79 41 - 240807.129 - 50.2 3265s 7275 4422 243504.972 80 45 - 240807.129 - 50.2 3280s 7284 4431 243594.833 89 44 - 240807.129 - 50.2 3285s 7293 4440 243796.526 98 41 - 240807.129 - 50.2 3290s 7306 4453 243862.606 105 40 - 240807.129 - 50.1 3295s 7314 4461 243910.296 107 36 - 240807.129 - 50.1 3300s 7322 4469 243941.147 109 41 - 240807.129 - 50.1 3305s 7331 4478 244083.236 113 42 - 240807.129 - 50.1 3310s 7339 4486 244135.835 119 43 - 240807.129 - 50.1 3316s 7346 4493 244640.643 121 40 - 240807.129 - 50.1 3320s 7355 4502 244182.147 127 39 - 240807.129 - 50.0 3325s 7360 4507 244773.336 129 38 - 240807.129 - 50.0 3330s 7370 4517 244917.840 134 42 - 240807.129 - 50.0 3335s 7372 4519 244922.958 135 44 - 240807.129 - 50.0 3340s 7379 4526 245315.875 135 41 - 240807.129 - 50.0 3345s 7385 4532 245332.785 139 38 - 240807.129 - 50.0 3350s 7397 4544 245457.168 143 40 - 240807.129 - 49.9 3355s 7406 4553 245547.110 147 36 - 240807.129 - 49.9 3360s 7416 4563 245682.605 149 36 - 240807.129 - 49.9 3365s 7425 4572 245985.070 154 32 - 240807.129 - 49.9 3370s 7434 4581 245815.485 161 33 - 240807.129 - 49.8 3375s 7443 4590 245935.005 165 32 - 240807.129 - 49.8 3380s 7452 4599 246088.242 167 28 - 240807.129 - 49.8 3385s 7460 4607 247690.630 170 33 - 240807.129 - 49.8 3390s 7466 4613 246803.583 173 34 - 240807.129 - 49.8 3395s 7469 4616 246907.363 176 32 - 240807.129 - 49.8 3400s 7477 4624 248766.992 176 43 - 240807.129 - 49.8 3406s 7482 4629 247479.038 178 43 - 240807.129 - 49.8 3410s 7489 4636 247305.892 182 30 - 240807.129 - 49.8 3415s 7494 4641 251494.013 181 48 - 240807.129 - 49.9 3420s 7500 4647 248725.264 186 40 - 240807.129 - 49.9 3426s 7505 4650 infeasible 187 - 240807.129 - 49.9 3431s 7512 4657 249016.963 193 38 - 240807.129 - 49.9 3435s 7519 4664 249144.833 193 39 - 240807.129 - 49.9 3440s 7526 4671 249740.783 194 37 - 240807.129 - 49.8 3446s 7531 4676 249475.989 194 38 - 240807.129 - 49.9 3450s 7541 4682 251185.331 197 37 - 240807.129 - 49.8 3455s 7551 4690 infeasible 198 - 240807.129 - 49.9 3463s 7553 4690 infeasible 198 - 240807.129 - 49.9 3465s 7558 4695 252131.002 198 38 - 240807.129 - 49.9 3470s 7564 4701 251775.658 197 35 - 240807.129 - 49.9 3475s 7566 4703 252005.235 198 37 - 240807.129 - 49.9 3485s 7572 4709 252351.156 199 37 - 240807.129 - 49.9 3490s 7573 4708 infeasible 200 - 240807.129 - 50.0 3498s 7574 4707 infeasible 200 - 240807.129 - 50.1 3509s 7575 4708 252985.505 200 39 - 240807.129 - 50.1 3510s 7584 4717 252337.226 199 37 - 240807.129 - 50.1 3515s 7587 4718 infeasible 201 - 240807.129 - 50.2 3523s 7589 4718 infeasible 201 - 240807.129 - 50.3 3528s 7591 4718 infeasible 197 - 240807.129 - 50.3 3533s 7592 4717 infeasible 202 - 240807.129 - 50.4 3541s 7593 4716 infeasible 202 - 240807.129 - 50.5 3548s 7594 4715 infeasible 201 - 240807.129 - 50.6 3553s 7595 4714 infeasible 201 - 240807.129 - 50.7 3561s 7596 4715 256530.563 200 45 - 240807.129 - 50.7 3566s 7598 4717 257689.836 202 49 - 240807.129 - 50.7 3572s 7600 4717 infeasible 202 - 240807.129 - 50.8 3583s 7601 4718 257864.682 204 39 - 240807.129 - 50.8 3585s 7602 4717 infeasible 205 - 240807.129 - 50.8 3590s Cutting planes: Gomory: 10 Cover: 7 Flow cover: 17 Flow path: 10 GUB cover: 4 Zero half: 9 Explored 7605 nodes (388451 simplex iterations) in 3600.08 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 2.408071288897e+05, gap -