c Max flow problem for tiling
p min 18319 56442
c source node
n 0 19912
c sink node
n 18318 -19912
c source to target arcs
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a 18050 18302 0 1 0
a 18051 18252 0 1 0
a 18051 18261 0 1 0
a 18052 18286 0 1 0
a 18052 18306 0 1 0
a 18053 18245 0 1 0
a 18053 18303 0 1 0
a 18054 18315 0 1 0
a 18054 18317 0 1 0
a 18055 18255 0 1 0
a 18055 18312 0 1 0
a 18056 18286 0 1 0
a 18056 18292 0 1 0
a 18057 18290 0 1 0
a 18057 18291 0 1 0
a 18058 18297 0 1 0
a 18058 18316 0 1 0
a 18059 18284 0 1 0
a 18059 18291 0 1 0
a 18060 18223 0 1 0
a 18060 18273 0 1 0
a 18061 18243 0 1 0
a 18061 18272 0 1 0
a 18061 18275 0 1 0
a 18062 18243 0 1 0
a 18062 18272 0 1 0
a 18062 18275 0 1 0
a 18063 18238 0 1 0
a 18063 18239 0 1 0
a 18064 18227 0 1 0
a 18064 18252 0 1 0
a 18065 18229 0 1 0
a 18065 18248 0 1 0
a 18066 18257 0 1 0
a 18066 18269 0 1 0
a 18067 18244 0 1 0
a 18067 18296 0 1 0
a 18068 18288 0 1 0
a 18068 18295 0 1 0
a 18069 18232 0 1 0
a 18069 18314 0 1 0
a 18070 18234 0 1 0
a 18070 18242 0 1 0
a 18071 18310 0 1 0
a 18071 18311 0 1 0
a 18072 18281 0 1 0
a 18072 18312 0 1 0
a 18073 18279 0 1 0
a 18073 18280 0 1 0
a 18074 18275 0 1 0
a 18074 18292 0 1 0
a 18075 18261 0 1 0
a 18075 18294 0 1 0
a 18075 18295 0 1 0
a 18076 18241 0 1 0
a 18076 18276 0 1 0
a 18077 18260 0 1 0
a 18077 18270 0 1 0
a 18078 18237 0 1 0
a 18078 18310 0 1 0
a 18079 18244 0 1 0
a 18079 18296 0 1 0
a 18080 18237 0 1 0
a 18080 18280 0 1 0
a 18081 18257 0 1 0
a 18081 18264 0 1 0
a 18081 18269 0 1 0
a 18082 18227 0 1 0
a 18082 18300 0 1 0
a 18083 18291 0 1 0
a 18083 18317 0 1 0
a 18084 18227 0 1 0
a 18084 18300 0 1 0
a 18085 18243 0 1 0
a 18085 18272 0 1 0
a 18086 18246 0 1 0
a 18086 18257 0 1 0
a 18087 18258 0 1 0
a 18087 18267 0 1 0
a 18088 18313 0 1 0
a 18088 18314 0 1 0
a 18089 18228 0 1 0
a 18089 18262 0 1 0
a 18090 18228 0 1 0
a 18090 18262 0 1 0
a 18091 18296 0 1 0
a 18091 18311 0 1 0
a 18092 18224 0 1 0
a 18092 18226 0 1 0
a 18093 18248 0 1 0
a 18093 18265 0 1 0
a 18094 18228 0 1 0
a 18094 18262 0 1 0
a 18095 18264 0 1 0
a 18095 18276 0 1 0
a 18096 18224 0 1 0
a 18096 18281 0 1 0
a 18097 18249 0 1 0
a 18097 18255 0 1 0
a 18098 18228 0 1 0
a 18098 18302 0 1 0
a 18099 18311 0 1 0
a 18099 18315 0 1 0
a 18100 18264 0 1 0
a 18100 18269 0 1 0
a 18100 18274 0 1 0
a 18101 18302 0 1 0
a 18101 18304 0 1 0
a 18102 18228 0 1 0
a 18102 18262 0 1 0
a 18103 18240 0 1 0
a 18103 18246 0 1 0
a 18104 18296 0 1 0
a 18104 18310 0 1 0
a 18105 18255 0 1 0
a 18105 18312 0 1 0
a 18106 18301 0 1 0
a 18106 18302 0 1 0
a 18107 18276 0 1 0
a 18107 18285 0 1 0
a 18108 18264 0 1 0
a 18108 18274 0 1 0
a 18109 18244 0 1 0
a 18109 18296 0 1 0
a 18110 18289 0 1 0
a 18110 18303 0 1 0
a 18110 18307 0 1 0
a 18111 18293 0 1 0
a 18111 18299 0 1 0
a 18111 18303 0 1 0
a 18112 18277 0 1 0
a 18112 18297 0 1 0
a 18113 18278 0 1 0
a 18113 18298 0 1 0
a 18114 18304 0 1 0
a 18114 18311 0 1 0
a 18115 18252 0 1 0
a 18115 18294 0 1 0
a 18116 18288 0 1 0
a 18116 18295 0 1 0
a 18117 18302 0 1 0
a 18117 18317 0 1 0
a 18118 18261 0 1 0
a 18118 18294 0 1 0
a 18119 18266 0 1 0
a 18119 18289 0 1 0
a 18120 18237 0 1 0
a 18120 18288 0 1 0
a 18121 18296 0 1 0
a 18121 18311 0 1 0
a 18122 18289 0 1 0
a 18122 18307 0 1 0
a 18123 18234 0 1 0
a 18123 18291 0 1 0
a 18124 18259 0 1 0
a 18124 18305 0 1 0
a 18125 18293 0 1 0
a 18125 18299 0 1 0
a 18126 18315 0 1 0
a 18126 18317 0 1 0
a 18127 18245 0 1 0
a 18127 18299 0 1 0
a 18128 18291 0 1 0
a 18128 18317 0 1 0
a 18129 18284 0 1 0
a 18129 18291 0 1 0
a 18130 18279 0 1 0
a 18130 18280 0 1 0
a 18131 18267 0 1 0
a 18131 18269 0 1 0
a 18132 18236 0 1 0
a 18132 18300 0 1 0
a 18133 18244 0 1 0
a 18133 18296 0 1 0
a 18134 18261 0 1 0
a 18134 18294 0 1 0
a 18135 18284 0 1 0
a 18135 18315 0 1 0
a 18136 18281 0 1 0
a 18136 18307 0 1 0
a 18137 18229 0 1 0
a 18137 18248 0 1 0
a 18138 18238 0 1 0
a 18138 18240 0 1 0
a 18139 18224 0 1 0
a 18139 18251 0 1 0
a 18140 18240 0 1 0
a 18140 18249 0 1 0
a 18141 18242 0 1 0
a 18141 18295 0 1 0
a 18142 18228 0 1 0
a 18142 18233 0 1 0
a 18143 18250 0 1 0
a 18143 18291 0 1 0
a 18144 18267 0 1 0
a 18144 18269 0 1 0
a 18145 18246 0 1 0
a 18145 18264 0 1 0
a 18146 18271 0 1 0
a 18146 18298 0 1 0
a 18147 18304 0 1 0
a 18147 18315 0 1 0
a 18148 18275 0 1 0
a 18148 18292 0 1 0
a 18149 18302 0 1 0
a 18149 18317 0 1 0
a 18150 18293 0 1 0
a 18150 18303 0 1 0
a 18151 18289 0 1 0
a 18151 18307 0 1 0
a 18152 18271 0 1 0
a 18152 18298 0 1 0
a 18153 18237 0 1 0
a 18153 18310 0 1 0
a 18154 18255 0 1 0
a 18154 18312 0 1 0
a 18155 18313 0 1 0
a 18155 18314 0 1 0
a 18155 18316 0 1 0
a 18156 18227 0 1 0
a 18156 18300 0 1 0
a 18157 18251 0 1 0
a 18157 18281 0 1 0
a 18158 18243 0 1 0
a 18158 18272 0 1 0
a 18159 18270 0 1 0
a 18159 18297 0 1 0
a 18160 18263 0 1 0
a 18160 18265 0 1 0
a 18161 18277 0 1 0
a 18161 18286 0 1 0
a 18162 18313 0 1 0
a 18162 18314 0 1 0
a 18163 18258 0 1 0
a 18163 18299 0 1 0
a 18164 18238 0 1 0
a 18164 18240 0 1 0
a 18165 18277 0 1 0
a 18165 18297 0 1 0
a 18166 18253 0 1 0
a 18166 18258 0 1 0
a 18167 18249 0 1 0
a 18167 18312 0 1 0
a 18168 18231 0 1 0
a 18168 18292 0 1 0
a 18169 18307 0 1 0
a 18169 18312 0 1 0
a 18170 18282 0 1 0
a 18170 18287 0 1 0
a 18171 18245 0 1 0
a 18171 18299 0 1 0
a 18172 18283 0 1 0
a 18172 18297 0 1 0
a 18173 18234 0 1 0
a 18173 18291 0 1 0
a 18174 18226 0 1 0
a 18174 18251 0 1 0
a 18175 18256 0 1 0
a 18175 18308 0 1 0
a 18176 18228 0 1 0
a 18176 18304 0 1 0
a 18177 18260 0 1 0
a 18177 18285 0 1 0
a 18178 18275 0 1 0
a 18178 18292 0 1 0
a 18179 18230 0 1 0
a 18179 18249 0 1 0
a 18180 18305 0 1 0
a 18180 18306 0 1 0
a 18181 18226 0 1 0
a 18181 18250 0 1 0
a 18181 18290 0 1 0
a 18182 18290 0 1 0
a 18182 18291 0 1 0
a 18182 18317 0 1 0
a 18183 18277 0 1 0
a 18183 18297 0 1 0
a 18184 18301 0 1 0
a 18184 18302 0 1 0
a 18185 18257 0 1 0
a 18185 18309 0 1 0
a 18186 18250 0 1 0
a 18186 18290 0 1 0
a 18187 18253 0 1 0
a 18187 18293 0 1 0
a 18188 18275 0 1 0
a 18188 18292 0 1 0
a 18189 18301 0 1 0
a 18189 18303 0 1 0
a 18190 18254 0 1 0
a 18190 18276 0 1 0
a 18191 18255 0 1 0
a 18191 18257 0 1 0
a 18192 18307 0 1 0
a 18192 18309 0 1 0
a 18193 18246 0 1 0
a 18193 18264 0 1 0
a 18194 18231 0 1 0
a 18194 18259 0 1 0
a 18195 18258 0 1 0
a 18195 18299 0 1 0
a 18196 18225 0 1 0
a 18196 18267 0 1 0
a 18197 18284 0 1 0
a 18197 18288 0 1 0
a 18197 18315 0 1 0
a 18198 18252 0 1 0
a 18198 18294 0 1 0
a 18199 18234 0 1 0
a 18199 18250 0 1 0
a 18200 18291 0 1 0
a 18200 18315 0 1 0
a 18201 18284 0 1 0
a 18201 18315 0 1 0
a 18202 18230 0 1 0
a 18202 18281 0 1 0
a 18203 18258 0 1 0
a 18203 18293 0 1 0
a 18204 18259 0 1 0
a 18204 18306 0 1 0
a 18205 18244 0 1 0
a 18205 18296 0 1 0
a 18206 18313 0 1 0
a 18206 18314 0 1 0
a 18207 18243 0 1 0
a 18207 18285 0 1 0
a 18208 18258 0 1 0
a 18208 18293 0 1 0
a 18209 18241 0 1 0
a 18209 18274 0 1 0
a 18210 18235 0 1 0
a 18210 18280 0 1 0
a 18211 18232 0 1 0
a 18211 18256 0 1 0
a 18212 18236 0 1 0
a 18212 18300 0 1 0
a 18213 18231 0 1 0
a 18213 18286 0 1 0
a 18214 18242 0 1 0
a 18214 18261 0 1 0
a 18215 18246 0 1 0
a 18215 18257 0 1 0
a 18216 18310 0 1 0
a 18216 18311 0 1 0
a 18217 18237 0 1 0
a 18217 18279 0 1 0
a 18218 18296 0 1 0
a 18218 18311 0 1 0
a 18219 18241 0 1 0
a 18219 18274 0 1 0
a 18220 18272 0 1 0
a 18220 18292 0 1 0
a 18221 18256 0 1 0
a 18221 18308 0 1 0
a 18222 18235 0 1 0
a 18222 18273 0 1 0
a 18222 18280 0 1 0
c tile to sink arcs
a 18223 18318 0 390 0
a 18224 18318 0 421 0
a 18225 18318 0 401 0
a 18226 18318 0 393 0
a 18227 18318 0 348 0
a 18228 18318 0 361 0
a 18229 18318 0 350 0
a 18230 18318 0 397 0
a 18231 18318 0 214 0
a 18232 18318 0 197 0
a 18233 18318 0 342 0
a 18234 18318 0 314 0
a 18235 18318 0 241 0
a 18236 18318 0 416 0
a 18237 18318 0 342 0
a 18238 18318 0 402 0
a 18239 18318 0 239 0
a 18240 18318 0 383 0
a 18241 18318 0 338 0
a 18242 18318 0 299 0
a 18243 18318 0 388 0
a 18244 18318 0 283 0
a 18245 18318 0 300 0
a 18246 18318 0 439 0
a 18247 18318 0 102 0
a 18248 18318 0 305 0
a 18249 18318 0 251 0
a 18250 18318 0 308 0
a 18251 18318 0 372 0
a 18252 18318 0 306 0
a 18253 18318 0 366 0
a 18254 18318 0 377 0
a 18255 18318 0 383 0
a 18256 18318 0 176 0
a 18257 18318 0 369 0
a 18258 18318 0 310 0
a 18259 18318 0 100 0
a 18260 18318 0 250 0
a 18261 18318 0 331 0
a 18262 18318 0 313 0
a 18263 18318 0 203 0
a 18264 18318 0 357 0
a 18265 18318 0 103 0
a 18266 18318 0 314 0
a 18267 18318 0 264 0
a 18268 18318 0 48 0
a 18269 18318 0 389 0
a 18270 18318 0 238 0
a 18271 18318 0 208 0
a 18272 18318 0 355 0
a 18273 18318 0 424 0
a 18274 18318 0 324 0
a 18275 18318 0 257 0
a 18276 18318 0 295 0
a 18277 18318 0 193 0
a 18278 18318 0 211 0
a 18279 18318 0 268 0
a 18280 18318 0 260 0
a 18281 18318 0 354 0
a 18282 18318 0 160 0
a 18283 18318 0 157 0
a 18284 18318 0 295 0
a 18285 18318 0 285 0
a 18286 18318 0 195 0
a 18287 18318 0 154 0
a 18288 18318 0 247 0
a 18289 18318 0 316 0
a 18290 18318 0 323 0
a 18291 18318 0 345 0
a 18292 18318 0 204 0
a 18293 18318 0 398 0
a 18294 18318 0 319 0
a 18295 18318 0 368 0
a 18296 18318 0 259 0
a 18297 18318 0 163 0
a 18298 18318 0 75 0
a 18299 18318 0 319 0
a 18300 18318 0 247 0
a 18301 18318 0 253 0
a 18302 18318 0 272 0
a 18303 18318 0 308 0
a 18304 18318 0 336 0
a 18305 18318 0 176 0
a 18306 18318 0 114 0
a 18307 18318 0 289 0
a 18308 18318 0 164 0
a 18309 18318 0 225 0
a 18310 18318 0 263 0
a 18311 18318 0 272 0
a 18312 18318 0 271 0
a 18313 18318 0 157 0
a 18314 18318 0 194 0
a 18315 18318 0 306 0
a 18316 18318 0 242 0
a 18317 18318 0 225 0
c overflow arc
a 0 18318 0 19912 1000
c end of flow problem