Problem: Rows: 32 Columns: 448 (448 integer, 448 binary) Non-zeros: 896 Status: INTEGER OPTIMAL Objective: obj = 1548 (MAXimum) No. Row name Activity Lower bound Upper bound ------ ------------ ------------- ------------- ------------- 1 r_1 1 1 2 r_2 1 1 3 r_3 1 1 4 r_4 1 1 5 r_5 1 1 6 r_6 1 1 7 r_7 1 1 8 r_8 1 1 9 r_9 1 1 10 r_10 1 1 11 r_11 1 1 12 r_12 1 1 13 r_13 1 1 14 r_14 1 1 15 r_15 1 1 16 r_16 1 1 17 r_17 1 1 18 r_18 1 1 19 r_19 1 1 20 r_20 1 1 21 r_21 1 1 22 r_22 1 1 23 r_23 1 1 24 r_24 1 1 25 r_25 1 1 26 r_26 1 1 27 r_27 1 1 28 r_28 1 1 29 r_29 1 1 30 r_30 1 1 31 r_31 1 1 32 r_32 1 1 No. Column name Activity Lower bound Upper bound ------ ------------ ------------- ------------- ------------- 1 x_1 * 0 0 1 2 x_2 * 0 0 1 3 x_3 * 0 0 1 4 x_4 * 0 0 1 5 x_5 * 0 0 1 6 x_6 * 0 0 1 7 x_7 * 0 0 1 8 x_8 * 0 0 1 9 x_9 * 1 0 1 10 x_10 * 0 0 1 11 x_11 * 0 0 1 12 x_12 * 0 0 1 13 x_13 * 0 0 1 14 x_14 * 0 0 1 15 x_15 * 0 0 1 16 x_16 * 0 0 1 17 x_17 * 0 0 1 18 x_18 * 0 0 1 19 x_19 * 0 0 1 20 x_20 * 0 0 1 21 x_21 * 0 0 1 22 x_22 * 0 0 1 23 x_23 * 0 0 1 24 x_24 * 0 0 1 25 x_25 * 0 0 1 26 x_26 * 0 0 1 27 x_27 * 0 0 1 28 x_28 * 0 0 1 29 x_29 * 0 0 1 30 x_30 * 0 0 1 31 x_31 * 0 0 1 32 x_32 * 0 0 1 33 x_33 * 0 0 1 34 x_34 * 0 0 1 35 x_35 * 0 0 1 36 x_36 * 1 0 1 37 x_37 * 0 0 1 38 x_38 * 0 0 1 39 x_39 * 0 0 1 40 x_40 * 0 0 1 41 x_41 * 0 0 1 42 x_42 * 0 0 1 43 x_43 * 0 0 1 44 x_44 * 0 0 1 45 x_45 * 0 0 1 46 x_46 * 0 0 1 47 x_47 * 0 0 1 48 x_48 * 0 0 1 49 x_49 * 0 0 1 50 x_50 * 0 0 1 51 x_51 * 0 0 1 52 x_52 * 0 0 1 53 x_53 * 0 0 1 54 x_54 * 0 0 1 55 x_55 * 0 0 1 56 x_56 * 0 0 1 57 x_57 * 0 0 1 58 x_58 * 0 0 1 59 x_59 * 0 0 1 60 x_60 * 0 0 1 61 x_61 * 0 0 1 62 x_62 * 0 0 1 63 x_63 * 1 0 1 64 x_64 * 0 0 1 65 x_65 * 0 0 1 66 x_66 * 0 0 1 67 x_67 * 0 0 1 68 x_68 * 0 0 1 69 x_69 * 0 0 1 70 x_70 * 0 0 1 71 x_71 * 0 0 1 72 x_72 * 0 0 1 73 x_73 * 0 0 1 74 x_74 * 0 0 1 75 x_75 * 0 0 1 76 x_76 * 0 0 1 77 x_77 * 0 0 1 78 x_78 * 0 0 1 79 x_79 * 0 0 1 80 x_80 * 0 0 1 81 x_81 * 0 0 1 82 x_82 * 0 0 1 83 x_83 * 0 0 1 84 x_84 * 0 0 1 85 x_85 * 0 0 1 86 x_86 * 0 0 1 87 x_87 * 0 0 1 88 x_88 * 0 0 1 89 x_89 * 0 0 1 90 x_90 * 0 0 1 91 x_91 * 0 0 1 92 x_92 * 0 0 1 93 x_93 * 0 0 1 94 x_94 * 0 0 1 95 x_95 * 0 0 1 96 x_96 * 0 0 1 97 x_97 * 0 0 1 98 x_98 * 0 0 1 99 x_99 * 0 0 1 100 x_100 * 0 0 1 101 x_101 * 1 0 1 102 x_102 * 0 0 1 103 x_103 * 0 0 1 104 x_104 * 0 0 1 105 x_105 * 0 0 1 106 x_106 * 0 0 1 107 x_107 * 0 0 1 108 x_108 * 0 0 1 109 x_109 * 0 0 1 110 x_110 * 0 0 1 111 x_111 * 0 0 1 112 x_112 * 1 0 1 113 x_113 * 0 0 1 114 x_114 * 0 0 1 115 x_115 * 0 0 1 116 x_116 * 0 0 1 117 x_117 * 0 0 1 118 x_118 * 0 0 1 119 x_119 * 0 0 1 120 x_120 * 0 0 1 121 x_121 * 0 0 1 122 x_122 * 0 0 1 123 x_123 * 0 0 1 124 x_124 * 0 0 1 125 x_125 * 0 0 1 126 x_126 * 0 0 1 127 x_127 * 0 0 1 128 x_128 * 0 0 1 129 x_129 * 0 0 1 130 x_130 * 0 0 1 131 x_131 * 0 0 1 132 x_132 * 0 0 1 133 x_133 * 0 0 1 134 x_134 * 0 0 1 135 x_135 * 0 0 1 136 x_136 * 0 0 1 137 x_137 * 0 0 1 138 x_138 * 0 0 1 139 x_139 * 0 0 1 140 x_140 * 0 0 1 141 x_141 * 0 0 1 142 x_142 * 0 0 1 143 x_143 * 0 0 1 144 x_144 * 0 0 1 145 x_145 * 0 0 1 146 x_146 * 0 0 1 147 x_147 * 0 0 1 148 x_148 * 0 0 1 149 x_149 * 0 0 1 150 x_150 * 0 0 1 151 x_151 * 0 0 1 152 x_152 * 0 0 1 153 x_153 * 0 0 1 154 x_154 * 0 0 1 155 x_155 * 0 0 1 156 x_156 * 0 0 1 157 x_157 * 0 0 1 158 x_158 * 1 0 1 159 x_159 * 0 0 1 160 x_160 * 0 0 1 161 x_161 * 0 0 1 162 x_162 * 0 0 1 163 x_163 * 0 0 1 164 x_164 * 0 0 1 165 x_165 * 0 0 1 166 x_166 * 0 0 1 167 x_167 * 0 0 1 168 x_168 * 0 0 1 169 x_169 * 0 0 1 170 x_170 * 0 0 1 171 x_171 * 0 0 1 172 x_172 * 0 0 1 173 x_173 * 0 0 1 174 x_174 * 0 0 1 175 x_175 * 0 0 1 176 x_176 * 0 0 1 177 x_177 * 0 0 1 178 x_178 * 0 0 1 179 x_179 * 0 0 1 180 x_180 * 0 0 1 181 x_181 * 0 0 1 182 x_182 * 0 0 1 183 x_183 * 0 0 1 184 x_184 * 0 0 1 185 x_185 * 0 0 1 186 x_186 * 0 0 1 187 x_187 * 0 0 1 188 x_188 * 0 0 1 189 x_189 * 0 0 1 190 x_190 * 1 0 1 191 x_191 * 0 0 1 192 x_192 * 0 0 1 193 x_193 * 0 0 1 194 x_194 * 0 0 1 195 x_195 * 0 0 1 196 x_196 * 0 0 1 197 x_197 * 0 0 1 198 x_198 * 0 0 1 199 x_199 * 0 0 1 200 x_200 * 0 0 1 201 x_201 * 0 0 1 202 x_202 * 0 0 1 203 x_203 * 0 0 1 204 x_204 * 0 0 1 205 x_205 * 0 0 1 206 x_206 * 0 0 1 207 x_207 * 0 0 1 208 x_208 * 1 0 1 209 x_209 * 0 0 1 210 x_210 * 0 0 1 211 x_211 * 0 0 1 212 x_212 * 0 0 1 213 x_213 * 0 0 1 214 x_214 * 0 0 1 215 x_215 * 0 0 1 216 x_216 * 0 0 1 217 x_217 * 0 0 1 218 x_218 * 0 0 1 219 x_219 * 0 0 1 220 x_220 * 0 0 1 221 x_221 * 0 0 1 222 x_222 * 0 0 1 223 x_223 * 0 0 1 224 x_224 * 0 0 1 225 x_225 * 0 0 1 226 x_226 * 0 0 1 227 x_227 * 0 0 1 228 x_228 * 0 0 1 229 x_229 * 0 0 1 230 x_230 * 0 0 1 231 x_231 * 0 0 1 232 x_232 * 1 0 1 233 x_233 * 0 0 1 234 x_234 * 0 0 1 235 x_235 * 0 0 1 236 x_236 * 0 0 1 237 x_237 * 0 0 1 238 x_238 * 0 0 1 239 x_239 * 0 0 1 240 x_240 * 0 0 1 241 x_241 * 0 0 1 242 x_242 * 0 0 1 243 x_243 * 0 0 1 244 x_244 * 0 0 1 245 x_245 * 0 0 1 246 x_246 * 0 0 1 247 x_247 * 0 0 1 248 x_248 * 0 0 1 249 x_249 * 0 0 1 250 x_250 * 0 0 1 251 x_251 * 0 0 1 252 x_252 * 0 0 1 253 x_253 * 0 0 1 254 x_254 * 0 0 1 255 x_255 * 0 0 1 256 x_256 * 0 0 1 257 x_257 * 0 0 1 258 x_258 * 0 0 1 259 x_259 * 0 0 1 260 x_260 * 0 0 1 261 x_261 * 0 0 1 262 x_262 * 0 0 1 263 x_263 * 0 0 1 264 x_264 * 0 0 1 265 x_265 * 0 0 1 266 x_266 * 0 0 1 267 x_267 * 0 0 1 268 x_268 * 0 0 1 269 x_269 * 0 0 1 270 x_270 * 0 0 1 271 x_271 * 0 0 1 272 x_272 * 0 0 1 273 x_273 * 0 0 1 274 x_274 * 0 0 1 275 x_275 * 0 0 1 276 x_276 * 0 0 1 277 x_277 * 0 0 1 278 x_278 * 0 0 1 279 x_279 * 0 0 1 280 x_280 * 0 0 1 281 x_281 * 0 0 1 282 x_282 * 0 0 1 283 x_283 * 0 0 1 284 x_284 * 0 0 1 285 x_285 * 0 0 1 286 x_286 * 0 0 1 287 x_287 * 0 0 1 288 x_288 * 0 0 1 289 x_289 * 0 0 1 290 x_290 * 0 0 1 291 x_291 * 0 0 1 292 x_292 * 0 0 1 293 x_293 * 0 0 1 294 x_294 * 0 0 1 295 x_295 * 0 0 1 296 x_296 * 0 0 1 297 x_297 * 0 0 1 298 x_298 * 0 0 1 299 x_299 * 0 0 1 300 x_300 * 0 0 1 301 x_301 * 0 0 1 302 x_302 * 0 0 1 303 x_303 * 0 0 1 304 x_304 * 0 0 1 305 x_305 * 0 0 1 306 x_306 * 0 0 1 307 x_307 * 0 0 1 308 x_308 * 0 0 1 309 x_309 * 0 0 1 310 x_310 * 0 0 1 311 x_311 * 0 0 1 312 x_312 * 0 0 1 313 x_313 * 0 0 1 314 x_314 * 0 0 1 315 x_315 * 0 0 1 316 x_316 * 0 0 1 317 x_317 * 0 0 1 318 x_318 * 0 0 1 319 x_319 * 0 0 1 320 x_320 * 0 0 1 321 x_321 * 0 0 1 322 x_322 * 0 0 1 323 x_323 * 0 0 1 324 x_324 * 0 0 1 325 x_325 * 0 0 1 326 x_326 * 0 0 1 327 x_327 * 0 0 1 328 x_328 * 0 0 1 329 x_329 * 0 0 1 330 x_330 * 0 0 1 331 x_331 * 0 0 1 332 x_332 * 0 0 1 333 x_333 * 0 0 1 334 x_334 * 0 0 1 335 x_335 * 0 0 1 336 x_336 * 0 0 1 337 x_337 * 0 0 1 338 x_338 * 1 0 1 339 x_339 * 0 0 1 340 x_340 * 0 0 1 341 x_341 * 0 0 1 342 x_342 * 0 0 1 343 x_343 * 0 0 1 344 x_344 * 0 0 1 345 x_345 * 0 0 1 346 x_346 * 0 0 1 347 x_347 * 0 0 1 348 x_348 * 0 0 1 349 x_349 * 0 0 1 350 x_350 * 0 0 1 351 x_351 * 0 0 1 352 x_352 * 0 0 1 353 x_353 * 0 0 1 354 x_354 * 0 0 1 355 x_355 * 0 0 1 356 x_356 * 0 0 1 357 x_357 * 0 0 1 358 x_358 * 0 0 1 359 x_359 * 0 0 1 360 x_360 * 0 0 1 361 x_361 * 0 0 1 362 x_362 * 0 0 1 363 x_363 * 0 0 1 364 x_364 * 0 0 1 365 x_365 * 0 0 1 366 x_366 * 1 0 1 367 x_367 * 0 0 1 368 x_368 * 0 0 1 369 x_369 * 0 0 1 370 x_370 * 0 0 1 371 x_371 * 0 0 1 372 x_372 * 0 0 1 373 x_373 * 0 0 1 374 x_374 * 0 0 1 375 x_375 * 0 0 1 376 x_376 * 0 0 1 377 x_377 * 0 0 1 378 x_378 * 0 0 1 379 x_379 * 0 0 1 380 x_380 * 0 0 1 381 x_381 * 0 0 1 382 x_382 * 0 0 1 383 x_383 * 0 0 1 384 x_384 * 0 0 1 385 x_385 * 1 0 1 386 x_386 * 0 0 1 387 x_387 * 0 0 1 388 x_388 * 0 0 1 389 x_389 * 0 0 1 390 x_390 * 0 0 1 391 x_391 * 0 0 1 392 x_392 * 0 0 1 393 x_393 * 0 0 1 394 x_394 * 0 0 1 395 x_395 * 0 0 1 396 x_396 * 0 0 1 397 x_397 * 0 0 1 398 x_398 * 0 0 1 399 x_399 * 0 0 1 400 x_400 * 0 0 1 401 x_401 * 1 0 1 402 x_402 * 0 0 1 403 x_403 * 0 0 1 404 x_404 * 0 0 1 405 x_405 * 0 0 1 406 x_406 * 0 0 1 407 x_407 * 0 0 1 408 x_408 * 0 0 1 409 x_409 * 0 0 1 410 x_410 * 0 0 1 411 x_411 * 0 0 1 412 x_412 * 0 0 1 413 x_413 * 0 0 1 414 x_414 * 0 0 1 415 x_415 * 0 0 1 416 x_416 * 0 0 1 417 x_417 * 0 0 1 418 x_418 * 0 0 1 419 x_419 * 0 0 1 420 x_420 * 0 0 1 421 x_421 * 0 0 1 422 x_422 * 0 0 1 423 x_423 * 0 0 1 424 x_424 * 0 0 1 425 x_425 * 0 0 1 426 x_426 * 0 0 1 427 x_427 * 1 0 1 428 x_428 * 0 0 1 429 x_429 * 0 0 1 430 x_430 * 0 0 1 431 x_431 * 1 0 1 432 x_432 * 0 0 1 433 x_433 * 0 0 1 434 x_434 * 0 0 1 435 x_435 * 0 0 1 436 x_436 * 0 0 1 437 x_437 * 0 0 1 438 x_438 * 0 0 1 439 x_439 * 0 0 1 440 x_440 * 0 0 1 441 x_441 * 0 0 1 442 x_442 * 0 0 1 443 x_443 * 1 0 1 444 x_444 * 0 0 1 445 x_445 * 0 0 1 446 x_446 * 0 0 1 447 x_447 * 0 0 1 448 x_448 * 0 0 1 Integer feasibility conditions: KKT.PE: max.abs.err = 0.00e+00 on row 0 max.rel.err = 0.00e+00 on row 0 High quality KKT.PB: max.abs.err = 0.00e+00 on row 0 max.rel.err = 0.00e+00 on row 0 High quality End of output