Optimize a model with 1291 rows, 832695 columns and 1665390 nonzeros Presolve removed 0 rows and 0 columns (presolve time = 6s) ... Presolve time: 6.54s Presolved: 1291 rows, 832695 columns, 1665390 nonzeros Variable types: 0 continuous, 832695 integer (832695 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1315 2.0444650e+06 2.6147654e+03 0s Sifting complete Root relaxation: objective 4.697100e+04, 2944 iterations, 0.36 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 46971.0000 0 104 - 46971.0000 - - 11s 0 0 47000.5000 0 90 - 47000.5000 - - 17s 0 0 47162.1667 0 152 - 47162.1667 - - 19s 0 0 47326.4167 0 180 - 47326.4167 - - 22s 0 0 47438.9167 0 114 - 47438.9167 - - 25s 0 0 47477.5167 0 167 - 47477.5167 - - 28s 0 0 47504.1500 0 143 - 47504.1500 - - 30s 0 0 47557.1000 0 114 - 47557.1000 - - 33s 0 0 47574.6508 0 144 - 47574.6508 - - 36s 0 0 47591.9679 0 149 - 47591.9679 - - 39s 0 0 47627.2778 0 143 - 47627.2778 - - 42s 0 0 47642.5794 0 172 - 47642.5794 - - 44s 0 0 47657.9507 0 174 - 47657.9507 - - 47s 0 0 47682.3990 0 166 - 47682.3990 - - 50s 0 0 47699.9563 0 125 - 47699.9563 - - 53s 0 0 47710.4850 0 133 - 47710.4850 - - 55s 0 0 47712.2319 0 151 - 47712.2319 - - 58s 0 0 47712.2319 0 139 - 47712.2319 - - 66s 0 2 47712.2319 0 139 - 47712.2319 - - 98s 1 3 48923.0000 1 112 - 47714.1284 - 353 105s 5 7 48902.2778 3 72 - 48902.1111 - 125 111s 8 10 48921.6944 5 65 - 48902.1111 - 81.2 115s 11 13 48930.9444 8 87 - 48902.1111 - 59.8 120s 15 17 48934.6667 11 59 - 48902.1111 - 44.4 126s 18 20 48937.5000 13 30 - 48902.1111 - 37.6 130s 22 24 48963.5000 16 30 - 48902.1111 - 31.4 135s 25 27 48965.0000 19 30 - 48902.1111 - 27.8 140s 29 31 48979.0000 23 30 - 48902.1111 - 24.2 145s 33 35 49021.0000 27 26 - 48902.1111 - 21.9 150s 36 38 49034.4000 30 54 - 48902.1111 - 20.5 156s 38 40 49036.5000 31 26 - 48902.1111 - 20.4 160s 42 44 49065.0000 34 18 - 48902.1111 - 18.9 166s 45 47 49071.5000 36 28 - 48902.1111 - 17.9 170s 49 51 49075.5000 39 14 - 48902.1111 - 16.6 175s 53 55 49090.5000 42 12 - 48902.1111 - 15.7 180s 57 59 49102.5000 46 12 - 48902.1111 - 14.8 186s 60 62 49103.5000 48 12 - 48902.1111 - 14.1 190s 64 66 49128.5000 51 12 - 48902.1111 - 13.5 195s 68 70 49155.0000 54 16 - 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48902.1111 - 8.8 305s 148 150 49607.0000 111 14 - 48902.1111 - 8.6 310s 151 153 49618.0000 113 12 - 48902.1111 - 8.6 315s 155 157 49622.5000 117 18 - 48902.1111 - 8.4 320s 159 161 49662.5000 119 12 - 48902.1111 - 8.3 325s 163 165 49677.0000 121 12 - 48902.1111 - 8.2 330s 167 169 49696.5000 124 12 - 48902.1111 - 8.1 336s 170 172 49716.0000 126 12 - 48902.1111 - 8.1 340s 173 175 49721.2500 128 37 - 48902.1111 - 8.2 345s 177 179 49728.0000 132 33 - 48902.1111 - 8.0 351s 180 182 49733.0000 134 12 - 48902.1111 - 8.0 355s 184 186 49757.5000 138 14 - 48902.1111 - 7.9 360s 188 190 49763.5000 140 14 - 48902.1111 - 7.8 366s 191 193 49777.0000 143 12 - 48902.1111 - 7.7 370s 195 197 49782.0000 146 18 - 48902.1111 - 7.7 375s 198 200 49787.0000 149 18 - 48902.1111 - 7.6 380s 202 204 49790.0000 152 18 - 48902.1111 - 7.5 385s 206 208 49799.1667 156 32 - 48902.1111 - 7.4 391s 209 211 49819.5000 157 12 - 48902.1111 - 7.4 395s 213 215 49829.5000 161 20 - 48902.1111 - 7.3 400s 217 219 49829.5000 164 18 - 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48902.1111 - 6.4 506s 292 294 49988.5000 224 12 - 48902.1111 - 6.3 510s 296 298 49999.0000 228 20 - 48902.1111 - 6.3 516s 299 301 50003.0000 230 12 - 48902.1111 - 6.3 520s 303 305 50007.7500 233 23 - 48902.1111 - 6.2 526s 306 308 50019.5000 236 18 - 48902.1111 - 6.2 530s 310 312 50051.5000 238 18 - 48902.1111 - 6.2 535s 313 315 50042.0000 240 16 - 48902.1111 - 6.2 540s 317 319 50055.5000 244 20 - 48902.1111 - 6.2 545s 321 323 50059.5000 247 18 - 48902.1111 - 6.1 551s 324 326 50059.5000 249 18 - 48902.1111 - 6.1 555s 328 330 50086.5000 253 22 - 48902.1111 - 6.1 560s 332 334 50096.5000 255 18 - 48902.1111 - 6.1 566s 335 337 50103.0000 258 22 - 48902.1111 - 6.1 570s 339 341 50111.0000 262 18 - 48902.1111 - 6.1 575s 343 345 50122.0000 266 30 - 48902.1111 - 6.0 581s 346 348 50149.0000 268 12 - 48902.1111 - 6.0 585s 350 352 50134.0000 272 25 - 48902.1111 - 6.0 590s 354 356 50135.0000 276 12 - 48902.1111 - 5.9 596s 357 359 50153.0000 279 12 - 48902.1111 - 5.9 600s 361 363 50193.0000 282 12 - 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48902.1111 - 3.9 3320s 2351 2353 57064.5000 1865 8 - 48902.1111 - 4.0 3326s 2354 2356 57079.0000 1868 8 - 48902.1111 - 4.0 3330s 2358 2360 57107.5000 1871 6 - 48902.1111 - 4.0 3335s 2362 2364 57137.0000 1873 6 - 48902.1111 - 4.0 3341s 2365 2367 57140.0000 1875 6 - 48902.1111 - 4.0 3345s 2369 2371 57148.0000 1877 8 - 48902.1111 - 4.0 3350s 2373 2375 57168.5000 1880 6 - 48902.1111 - 4.0 3356s 2376 2378 57224.0000 1881 8 - 48902.1111 - 4.0 3360s 2380 2382 57239.5000 1884 8 - 48902.1111 - 4.0 3365s 2384 2386 57249.5000 1888 6 - 48902.1111 - 4.0 3371s 2387 2389 57256.0000 1891 6 - 48902.1111 - 4.0 3375s 2391 2393 57267.0000 1894 12 - 48902.1111 - 4.0 3380s 2394 2396 57267.5000 1896 12 - 48902.1111 - 4.0 3385s 2398 2400 57293.5000 1898 12 - 48902.1111 - 4.0 3391s 2400 2402 57294.5000 1899 12 - 48902.1111 - 4.0 3395s 2404 2406 57318.0000 1902 12 - 48902.1111 - 4.0 3400s 2407 2409 57319.0000 1904 14 - 48902.1111 - 4.0 3405s 2411 2413 57319.0000 1907 14 - 48902.1111 - 4.0 3411s 2414 2416 57344.5000 1909 12 - 48902.1111 - 4.0 3415s 2418 2420 57370.0000 1911 14 - 48902.1111 - 4.0 3420s 2422 2424 57370.5000 1914 6 - 48902.1111 - 4.0 3426s 2425 2427 57410.5000 1917 6 - 48902.1111 - 4.0 3430s 2429 2431 57420.0000 1921 12 - 48902.1111 - 4.0 3435s 2433 2435 57422.0000 1925 6 - 48902.1111 - 4.0 3440s 2437 2439 57424.5000 1927 8 - 48902.1111 - 4.0 3445s 2441 2443 57450.5000 1931 6 - 48902.1111 - 4.0 3451s 2445 2447 57476.5000 1933 6 - 48902.1111 - 4.0 3456s 2448 2450 57502.5000 1935 8 - 48902.1111 - 4.0 3460s 2452 2454 57502.0000 1939 10 - 48902.1111 - 4.0 3465s 2455 2457 57527.5000 1941 6 - 48902.1111 - 4.0 3470s 2459 2461 57553.0000 1944 6 - 48902.1111 - 4.0 3475s 2463 2465 57555.9000 1948 44 - 48902.1111 - 4.0 3480s 2467 2469 57557.0000 1951 14 - 48902.1111 - 4.0 3485s 2471 2473 57561.0000 1955 10 - 48902.1111 - 4.0 3490s 2474 2476 57569.5000 1957 6 - 48902.1111 - 4.0 3495s 2478 2480 57602.5000 1959 6 - 48902.1111 - 4.0 3500s 2482 2484 57607.0000 1963 8 - 48902.1111 - 4.0 3505s 2486 2488 57683.5000 1965 6 - 48902.1111 - 4.0 3510s 2490 2492 57659.0000 1968 6 - 48902.1111 - 4.0 3516s 2493 2495 57658.5000 1970 8 - 48902.1111 - 4.0 3520s 2497 2499 57684.5000 1972 6 - 48902.1111 - 4.0 3526s 2501 2503 57723.5000 1975 8 - 48902.1111 - 4.0 3531s 2504 2506 57724.5000 1976 6 - 48902.1111 - 4.0 3535s 2508 2510 57736.0000 1980 10 - 48902.1111 - 4.0 3540s 2512 2514 57741.0000 1983 6 - 48902.1111 - 4.0 3546s 2515 2517 57744.0000 1986 6 - 48902.1111 - 4.0 3550s 2519 2521 57749.0000 1989 8 - 48902.1111 - 4.0 3555s 2523 2525 57775.0000 1992 6 - 48902.1111 - 4.0 3560s 2527 2529 57826.0000 1995 8 - 48902.1111 - 4.0 3565s 2531 2533 57992.5000 1997 6 - 48902.1111 - 4.0 3571s 2534 2536 57922.0000 2000 8 - 48902.1111 - 4.0 3575s 2538 2540 57936.5000 2004 8 - 48902.1111 - 4.0 3581s 2541 2543 57943.0000 2006 8 - 48902.1111 - 4.0 3585s 2545 2547 57959.5000 2009 10 - 48902.1111 - 4.0 3590s 2549 2551 57984.5000 2013 8 - 48902.1111 - 4.0 3595s Cutting planes: Zero half: 175 Explored 2553 nodes (14275 simplex iterations) in 3600.08 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.890300000000e+04, gap - Gurobi 5.0.1 (linux64) logging started Tue Nov 27 02:11:22 2012