c Max flow problem for tiling
p min 10449 23004
c source node
n 0 10429
c sink node
n 10448 -10429
c source to target arcs
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a 9999 10444 0 1 0
a 10000 10447 0 1 0
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a 10002 10442 0 1 0
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a 10087 10444 0 1 0
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a 10090 10444 0 1 0
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a 10096 10447 0 1 0
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a 10098 10439 0 1 0
a 10099 10446 0 1 0
a 10099 10447 0 1 0
a 10100 10431 0 1 0
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a 10103 10438 0 1 0
a 10104 10438 0 1 0
a 10105 10434 0 1 0
a 10106 10445 0 1 0
a 10106 10446 0 1 0
a 10107 10431 0 1 0
a 10108 10439 0 1 0
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a 10110 10431 0 1 0
a 10111 10445 0 1 0
a 10112 10440 0 1 0
a 10113 10437 0 1 0
a 10113 10438 0 1 0
a 10114 10446 0 1 0
a 10114 10447 0 1 0
a 10115 10436 0 1 0
a 10116 10442 0 1 0
a 10116 10443 0 1 0
a 10117 10434 0 1 0
a 10118 10431 0 1 0
a 10119 10441 0 1 0
a 10120 10444 0 1 0
a 10121 10444 0 1 0
a 10122 10443 0 1 0
a 10123 10435 0 1 0
a 10124 10440 0 1 0
a 10125 10438 0 1 0
a 10126 10432 0 1 0
a 10127 10445 0 1 0
a 10128 10446 0 1 0
a 10129 10443 0 1 0
a 10129 10444 0 1 0
a 10130 10430 0 1 0
a 10131 10447 0 1 0
a 10132 10430 0 1 0
a 10133 10433 0 1 0
a 10134 10435 0 1 0
a 10135 10440 0 1 0
a 10136 10431 0 1 0
a 10137 10442 0 1 0
a 10138 10430 0 1 0
a 10139 10432 0 1 0
a 10140 10436 0 1 0
a 10141 10435 0 1 0
a 10142 10444 0 1 0
a 10143 10436 0 1 0
a 10144 10432 0 1 0
a 10145 10438 0 1 0
a 10146 10447 0 1 0
a 10147 10444 0 1 0
a 10148 10437 0 1 0
a 10149 10437 0 1 0
a 10150 10440 0 1 0
a 10151 10445 0 1 0
a 10151 10446 0 1 0
a 10152 10431 0 1 0
a 10153 10436 0 1 1
a 10154 10438 0 1 0
a 10154 10439 0 1 0
a 10155 10445 0 1 0
a 10155 10446 0 1 0
a 10156 10444 0 1 0
a 10157 10438 0 1 0
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a 10159 10440 0 1 0
a 10160 10443 0 1 0
a 10161 10438 0 1 0
a 10162 10438 0 1 0
a 10163 10432 0 1 0
a 10164 10434 0 1 0
a 10165 10444 0 1 0
a 10166 10445 0 1 0
a 10166 10446 0 1 0
a 10167 10440 0 1 0
a 10168 10445 0 1 0
a 10169 10433 0 1 0
a 10170 10434 0 1 0
a 10171 10440 0 1 0
a 10172 10444 0 1 0
a 10173 10443 0 1 0
a 10174 10439 0 1 0
a 10175 10433 0 1 0
a 10176 10437 0 1 0
a 10177 10440 0 1 0
a 10178 10434 0 1 0
a 10179 10433 0 1 0
a 10180 10442 0 1 0
a 10181 10439 0 1 0
a 10182 10434 0 1 0
a 10183 10446 0 1 0
a 10183 10447 0 1 0
a 10184 10438 0 1 0
a 10185 10437 0 1 0
a 10186 10432 0 1 0
a 10187 10446 0 1 0
a 10187 10447 0 1 0
a 10188 10443 0 1 0
a 10189 10436 0 1 0
a 10190 10447 0 1 0
a 10191 10447 0 1 0
a 10192 10433 0 1 0
a 10193 10439 0 1 0
a 10194 10438 0 1 0
a 10194 10439 0 1 0
a 10195 10437 0 1 0
a 10196 10443 0 1 0
a 10197 10447 0 1 0
a 10198 10436 0 1 0
a 10198 10437 0 1 0
a 10199 10431 0 1 0
a 10200 10439 0 1 0
a 10201 10439 0 1 0
a 10202 10435 0 1 0
a 10203 10446 0 1 0
a 10204 10438 0 1 0
a 10205 10434 0 1 0
a 10206 10445 0 1 0
a 10206 10446 0 1 0
a 10207 10441 0 1 0
a 10208 10440 0 1 0
a 10209 10443 0 1 0
a 10210 10430 0 1 0
a 10211 10432 0 1 0
a 10212 10430 0 1 0
a 10213 10433 0 1 0
a 10214 10433 0 1 0
a 10215 10435 0 1 0
a 10216 10431 0 1 0
a 10217 10441 0 1 1
a 10218 10440 0 1 0
a 10219 10442 0 1 0
a 10220 10443 0 1 0
a 10220 10444 0 1 0
a 10221 10433 0 1 0
a 10222 10435 0 1 0
a 10222 10436 0 1 0
a 10223 10440 0 1 0
a 10224 10445 0 1 0
a 10224 10446 0 1 0
a 10225 10445 0 1 0
a 10225 10446 0 1 0
a 10226 10438 0 1 0
a 10227 10432 0 1 0
a 10228 10435 0 1 0
a 10229 10444 0 1 0
a 10230 10445 0 1 0
a 10231 10432 0 1 0
a 10232 10434 0 1 0
a 10233 10434 0 1 0
a 10234 10436 0 1 0
a 10235 10441 0 1 0
a 10235 10442 0 1 0
a 10236 10430 0 1 0
a 10237 10444 0 1 0
a 10238 10431 0 1 0
a 10239 10435 0 1 0
a 10240 10446 0 1 0
a 10240 10447 0 1 0
a 10241 10446 0 1 0
a 10241 10447 0 1 0
a 10242 10430 0 1 0
a 10243 10446 0 1 0
a 10243 10447 0 1 0
a 10244 10435 0 1 0
a 10245 10439 0 1 0
a 10246 10439 0 1 0
a 10246 10440 0 1 0
a 10247 10433 0 1 0
a 10248 10442 0 1 0
a 10249 10430 0 1 0
a 10250 10437 0 1 0
a 10251 10433 0 1 0
a 10252 10436 0 1 0
a 10253 10441 0 1 0
a 10254 10438 0 1 0
a 10255 10438 0 1 0
a 10255 10439 0 1 0
a 10256 10438 0 1 0
a 10257 10434 0 1 0
a 10257 10435 0 1 0
a 10258 10440 0 1 0
a 10259 10440 0 1 0
a 10260 10444 0 1 0
a 10261 10435 0 1 0
a 10261 10436 0 1 0
a 10262 10433 0 1 0
a 10263 10436 0 1 0
a 10264 10444 0 1 0
a 10264 10445 0 1 0
a 10265 10433 0 1 0
a 10266 10433 0 1 0
a 10267 10443 0 1 0
a 10268 10443 0 1 0
a 10269 10430 0 1 0
a 10270 10445 0 1 0
a 10271 10431 0 1 0
a 10272 10441 0 1 0
a 10273 10443 0 1 0
a 10274 10435 0 1 0
a 10275 10431 0 1 0
a 10276 10433 0 1 0
a 10276 10434 0 1 0
a 10277 10442 0 1 0
a 10278 10441 0 1 0
a 10279 10432 0 1 0
a 10280 10442 0 1 0
a 10281 10440 0 1 0
a 10282 10444 0 1 0
a 10283 10440 0 1 0
a 10284 10440 0 1 0
a 10285 10443 0 1 0
a 10285 10444 0 1 0
a 10286 10430 0 1 0
a 10287 10443 0 1 0
a 10288 10443 0 1 0
a 10289 10446 0 1 0
a 10290 10436 0 1 0
a 10291 10444 0 1 0
a 10292 10441 0 1 0
a 10293 10442 0 1 0
a 10294 10445 0 1 0
a 10295 10441 0 1 0
a 10296 10447 0 1 0
a 10297 10443 0 1 0
a 10298 10442 0 1 0
a 10299 10430 0 1 0
a 10300 10436 0 1 0
a 10301 10443 0 1 0
a 10302 10446 0 1 0
a 10303 10432 0 1 0
a 10304 10446 0 1 0
a 10304 10447 0 1 0
a 10305 10442 0 1 0
a 10306 10435 0 1 0
a 10307 10447 0 1 0
a 10308 10430 0 1 0
a 10309 10441 0 1 0
a 10310 10439 0 1 0
a 10310 10440 0 1 0
a 10311 10433 0 1 0
a 10312 10436 0 1 0
a 10313 10440 0 1 0
a 10314 10435 0 1 0
a 10315 10433 0 1 0
a 10316 10433 0 1 0
a 10317 10446 0 1 0
a 10317 10447 0 1 0
a 10318 10442 0 1 0
a 10319 10441 0 1 0
a 10320 10439 0 1 0
a 10321 10439 0 1 0
a 10322 10431 0 1 0
a 10323 10443 0 1 0
a 10323 10444 0 1 0
a 10324 10445 0 1 0
a 10325 10438 0 1 0
a 10326 10433 0 1 0
a 10327 10438 0 1 0
a 10328 10439 0 1 0
a 10329 10444 0 1 0
a 10329 10445 0 1 0
a 10330 10431 0 1 0
a 10331 10432 0 1 0
a 10332 10434 0 1 0
a 10333 10440 0 1 0
a 10334 10444 0 1 0
a 10334 10445 0 1 0
a 10335 10446 0 1 0
a 10335 10447 0 1 0
a 10336 10444 0 1 0
a 10337 10438 0 1 0
a 10338 10432 0 1 0
a 10339 10445 0 1 0
a 10339 10446 0 1 0
a 10340 10445 0 1 0
a 10341 10440 0 1 0
a 10341 10441 0 1 0
a 10342 10439 0 1 0
a 10343 10435 0 1 0
a 10343 10436 0 1 0
a 10344 10434 0 1 0
a 10345 10443 0 1 0
a 10346 10444 0 1 0
a 10347 10445 0 1 0
a 10347 10446 0 1 0
a 10348 10446 0 1 0
a 10349 10445 0 1 0
a 10349 10446 0 1 0
a 10350 10436 0 1 0
a 10351 10434 0 1 0
a 10352 10437 0 1 0
a 10353 10430 0 1 0
a 10354 10437 0 1 0
a 10355 10433 0 1 0
a 10356 10438 0 1 0
a 10357 10430 0 1 0
a 10358 10435 0 1 0
a 10359 10431 0 1 0
a 10360 10445 0 1 0
a 10360 10446 0 1 0
a 10361 10443 0 1 0
a 10361 10444 0 1 0
a 10362 10443 0 1 0
a 10363 10434 0 1 0
a 10364 10435 0 1 0
a 10365 10434 0 1 0
a 10365 10435 0 1 0
a 10366 10431 0 1 0
a 10367 10443 0 1 0
a 10368 10443 0 1 0
a 10368 10444 0 1 0
a 10369 10434 0 1 0
a 10370 10444 0 1 0
a 10371 10441 0 1 0
a 10372 10434 0 1 0
a 10373 10443 0 1 0
a 10373 10444 0 1 0
a 10374 10440 0 1 0
a 10375 10441 0 1 0
a 10375 10442 0 1 0
a 10376 10431 0 1 0
a 10377 10438 0 1 0
a 10377 10439 0 1 0
a 10378 10438 0 1 0
a 10378 10439 0 1 0
a 10379 10446 0 1 0
a 10380 10447 0 1 0
a 10381 10436 0 1 0
a 10382 10437 0 1 0
a 10382 10438 0 1 0
a 10383 10441 0 1 0
a 10384 10432 0 1 0
a 10385 10437 0 1 0
a 10386 10440 0 1 0
a 10387 10439 0 1 0
a 10388 10433 0 1 0
a 10389 10445 0 1 0
a 10389 10446 0 1 0
a 10390 10438 0 1 0
a 10391 10443 0 1 0
a 10392 10441 0 1 0
a 10392 10442 0 1 0
a 10393 10445 0 1 0
a 10394 10438 0 1 0
a 10395 10443 0 1 0
a 10396 10433 0 1 0
a 10397 10443 0 1 0
a 10397 10444 0 1 0
a 10398 10440 0 1 0
a 10399 10444 0 1 0
a 10400 10430 0 1 0
a 10401 10441 0 1 0
a 10402 10432 0 1 0
a 10403 10430 0 1 0
a 10404 10439 0 1 0
a 10405 10444 0 1 0
a 10405 10445 0 1 0
a 10406 10438 0 1 0
a 10407 10432 0 1 0
a 10408 10440 0 1 0
a 10409 10438 0 1 0
a 10410 10437 0 1 0
a 10411 10447 0 1 0
a 10412 10440 0 1 0
a 10413 10435 0 1 0
a 10413 10436 0 1 0
a 10414 10437 0 1 0
a 10415 10432 0 1 0
a 10416 10441 0 1 0
a 10416 10442 0 1 0
a 10417 10435 0 1 0
a 10418 10438 0 1 0
a 10419 10445 0 1 0
a 10420 10432 0 1 0
a 10421 10431 0 1 0
a 10422 10442 0 1 0
a 10423 10436 0 1 0
a 10424 10435 0 1 0
a 10425 10438 0 1 0
a 10426 10439 0 1 0
a 10426 10440 0 1 0
a 10427 10446 0 1 0
a 10428 10444 0 1 0
a 10428 10445 0 1 0
a 10429 10436 0 1 0
c tile to sink arcs
a 10430 10448 0 592 0
a 10431 10448 0 592 0
a 10432 10448 0 592 0
a 10433 10448 0 592 0
a 10434 10448 0 592 0
a 10435 10448 0 592 0
a 10436 10448 0 592 0
a 10437 10448 0 592 0
a 10438 10448 0 592 0
a 10439 10448 0 592 0
a 10440 10448 0 592 0
a 10441 10448 0 592 0
a 10442 10448 0 592 0
a 10443 10448 0 592 0
a 10444 10448 0 592 0
a 10445 10448 0 592 0
a 10446 10448 0 592 0
a 10447 10448 0 592 0
c overflow arc
a 0 10448 0 10449 1000
c end of flow problem