c Max flow problem for tiling
p min 3527 10716
c source node
n 0 3826
c sink node
n 3526 -3826
c source to target arcs
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a 3362 3515 0 1 0
a 3363 3509 0 1 0
a 3363 3517 0 1 0
a 3364 3520 0 1 0
a 3364 3521 0 1 0
a 3365 3516 0 1 0
a 3365 3525 0 1 0
a 3366 3521 0 1 0
a 3366 3522 0 1 0
a 3367 3510 0 1 0
a 3367 3518 0 1 0
a 3368 3518 0 1 0
a 3368 3519 0 1 0
a 3369 3520 0 1 0
a 3369 3521 0 1 0
a 3370 3517 0 1 0
a 3370 3518 0 1 0
a 3371 3513 0 1 0
a 3371 3521 0 1 0
a 3372 3520 0 1 0
a 3372 3521 0 1 0
a 3373 3509 0 1 0
a 3373 3510 0 1 0
a 3374 3524 0 1 0
a 3374 3525 0 1 0
a 3375 3511 0 1 0
a 3375 3512 0 1 0
a 3376 3520 0 1 0
a 3376 3521 0 1 0
a 3377 3522 0 1 0
a 3377 3523 0 1 0
a 3378 3515 0 1 0
a 3378 3516 0 1 0
a 3379 3514 0 1 0
a 3379 3515 0 1 0
a 3379 3523 0 1 0
a 3379 3524 0 1 0
a 3380 3523 0 1 0
a 3380 3524 0 1 0
a 3381 3511 0 1 0
a 3381 3519 0 1 0
a 3382 3524 0 1 0
a 3382 3525 0 1 0
a 3383 3515 0 1 0
a 3383 3524 0 1 0
a 3384 3514 0 1 0
a 3384 3522 0 1 0
a 3384 3523 0 1 0
a 3385 3514 0 1 0
a 3385 3523 0 1 0
a 3386 3517 0 1 0
a 3386 3518 0 1 0
a 3387 3521 0 1 0
a 3387 3522 0 1 0
a 3388 3511 0 1 0
a 3388 3519 0 1 0
a 3389 3521 0 1 0
a 3389 3522 0 1 0
a 3390 3522 0 1 0
a 3390 3523 0 1 0
a 3391 3512 0 1 0
a 3391 3520 0 1 0
a 3392 3510 0 1 0
a 3392 3518 0 1 0
a 3393 3511 0 1 0
a 3393 3512 0 1 0
a 3394 3521 0 1 0
a 3394 3522 0 1 0
a 3395 3510 0 1 0
a 3395 3511 0 1 0
a 3396 3510 0 1 0
a 3396 3511 0 1 0
a 3397 3522 0 1 0
a 3397 3523 0 1 0
a 3398 3510 0 1 0
a 3398 3511 0 1 0
a 3399 3515 0 1 0
a 3399 3524 0 1 0
a 3400 3509 0 1 0
a 3400 3517 0 1 0
a 3401 3514 0 1 0
a 3401 3515 0 1 0
a 3401 3523 0 1 0
a 3402 3510 0 1 0
a 3402 3518 0 1 0
a 3403 3513 0 1 0
a 3403 3521 0 1 0
a 3404 3520 0 1 0
a 3404 3521 0 1 0
a 3405 3524 0 1 0
a 3405 3525 0 1 0
a 3406 3510 0 1 0
a 3406 3511 0 1 0
a 3407 3524 0 1 0
a 3407 3525 0 1 0
a 3408 3509 0 1 0
a 3408 3517 0 1 0
a 3409 3509 0 1 0
a 3409 3517 0 1 0
a 3410 3515 0 1 0
a 3410 3524 0 1 0
a 3411 3511 0 1 0
a 3411 3519 0 1 0
a 3412 3520 0 1 0
a 3412 3521 0 1 0
a 3413 3522 0 1 0
a 3413 3523 0 1 0
a 3414 3511 0 1 0
a 3414 3512 0 1 0
a 3415 3522 0 1 0
a 3415 3523 0 1 0
a 3416 3515 0 1 0
a 3416 3516 0 1 0
a 3417 3520 0 1 0
a 3417 3521 0 1 0
a 3418 3511 0 1 0
a 3418 3512 0 1 0
a 3419 3515 0 1 0
a 3419 3516 0 1 0
a 3420 3522 0 1 0
a 3420 3523 0 1 0
a 3421 3521 0 1 0
a 3421 3522 0 1 0
a 3422 3509 0 1 0
a 3422 3517 0 1 0
a 3423 3513 0 1 0
a 3423 3521 0 1 0
a 3424 3512 0 1 0
a 3424 3520 0 1 0
a 3425 3521 0 1 0
a 3425 3522 0 1 0
a 3426 3520 0 1 0
a 3426 3521 0 1 0
a 3427 3520 0 1 0
a 3427 3521 0 1 0
a 3428 3522 0 1 0
a 3428 3523 0 1 0
a 3429 3514 0 1 0
a 3429 3522 0 1 0
a 3429 3523 0 1 0
a 3430 3518 0 1 0
a 3430 3519 0 1 0
a 3431 3515 0 1 0
a 3431 3524 0 1 0
a 3432 3522 0 1 0
a 3432 3523 0 1 0
a 3433 3522 0 1 0
a 3433 3523 0 1 0
a 3434 3521 0 1 0
a 3434 3522 0 1 0
a 3435 3512 0 1 0
a 3435 3520 0 1 0
a 3436 3514 0 1 0
a 3436 3515 0 1 0
a 3437 3515 0 1 0
a 3437 3516 0 1 0
a 3438 3523 0 1 0
a 3438 3524 0 1 0
a 3439 3524 0 1 0
a 3439 3525 0 1 0
a 3440 3510 0 1 0
a 3440 3518 0 1 0
a 3441 3515 0 1 0
a 3441 3516 0 1 0
a 3442 3511 0 1 0
a 3442 3519 0 1 0
a 3443 3511 0 1 0
a 3443 3519 0 1 0
a 3444 3515 0 1 0
a 3444 3516 0 1 0
a 3445 3515 0 1 0
a 3445 3516 0 1 0
a 3446 3520 0 1 0
a 3446 3521 0 1 0
a 3447 3523 0 1 0
a 3447 3524 0 1 0
a 3448 3520 0 1 0
a 3448 3521 0 1 0
a 3449 3514 0 1 0
a 3449 3522 0 1 0
a 3449 3523 0 1 0
a 3450 3512 0 1 0
a 3450 3520 0 1 0
a 3451 3523 0 1 0
a 3451 3524 0 1 0
a 3452 3519 0 1 0
a 3452 3520 0 1 0
a 3453 3515 0 1 0
a 3453 3516 0 1 0
a 3454 3510 0 1 0
a 3454 3511 0 1 0
a 3455 3511 0 1 0
a 3455 3512 0 1 0
a 3456 3522 0 1 0
a 3456 3523 0 1 0
a 3457 3511 0 1 0
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a 3459 3514 0 1 0
a 3460 3519 0 1 0
a 3460 3520 0 1 0
a 3461 3514 0 1 0
a 3461 3523 0 1 0
a 3462 3515 0 1 0
a 3462 3516 0 1 0
a 3463 3520 0 1 0
a 3463 3521 0 1 0
a 3464 3522 0 1 0
a 3464 3523 0 1 0
a 3465 3510 0 1 0
a 3465 3518 0 1 0
a 3466 3523 0 1 0
a 3466 3524 0 1 0
a 3467 3521 0 1 0
a 3467 3522 0 1 0
a 3468 3510 0 1 0
a 3468 3511 0 1 0
a 3469 3521 0 1 0
a 3469 3522 0 1 0
a 3470 3521 0 1 0
a 3470 3522 0 1 0
a 3471 3513 0 1 0
a 3471 3521 0 1 0
a 3472 3510 0 1 0
a 3472 3518 0 1 0
a 3473 3521 0 1 0
a 3473 3522 0 1 0
a 3474 3509 0 1 0
a 3474 3517 0 1 0
a 3475 3511 0 1 0
a 3475 3512 0 1 0
a 3476 3522 0 1 0
a 3476 3523 0 1 0
a 3477 3520 0 1 0
a 3477 3521 0 1 0
a 3478 3512 0 1 0
a 3478 3520 0 1 0
a 3479 3522 0 1 0
a 3479 3523 0 1 0
a 3480 3514 0 1 0
a 3480 3522 0 1 0
a 3480 3523 0 1 0
a 3481 3509 0 1 0
a 3481 3517 0 1 0
a 3482 3512 0 1 0
a 3482 3513 0 1 0
a 3483 3524 0 1 0
a 3483 3525 0 1 0
a 3484 3521 0 1 0
a 3484 3522 0 1 0
a 3485 3514 0 1 0
a 3485 3523 0 1 0
a 3486 3510 0 1 0
a 3486 3518 0 1 0
a 3487 3524 0 1 0
a 3487 3525 0 1 0
a 3488 3513 0 1 0
a 3488 3521 0 1 0
a 3488 3522 0 1 0
a 3489 3518 0 1 0
a 3489 3519 0 1 0
a 3490 3514 0 1 0
a 3490 3523 0 1 0
a 3491 3514 0 1 0
a 3491 3515 0 1 0
a 3492 3522 0 1 0
a 3492 3523 0 1 0
a 3493 3516 0 1 0
a 3493 3525 0 1 0
a 3494 3521 0 1 0
a 3494 3522 0 1 0
a 3495 3513 0 1 0
a 3495 3521 0 1 0
a 3496 3520 0 1 0
a 3496 3521 0 1 0
a 3497 3520 0 1 0
a 3497 3521 0 1 0
a 3498 3514 0 1 0
a 3498 3522 0 1 0
a 3499 3521 0 1 0
a 3499 3522 0 1 0
a 3500 3509 0 1 0
a 3500 3510 0 1 0
a 3501 3510 0 1 0
a 3501 3518 0 1 0
a 3502 3515 0 1 0
a 3502 3523 0 1 0
a 3502 3524 0 1 0
a 3503 3511 0 1 0
a 3503 3512 0 1 0
a 3504 3519 0 1 0
a 3504 3520 0 1 0
a 3505 3511 0 1 0
a 3505 3512 0 1 0
a 3506 3519 0 1 0
a 3506 3520 0 1 0
a 3507 3509 0 1 0
a 3507 3510 0 1 0
a 3508 3515 0 1 0
a 3508 3516 0 1 0
c tile to sink arcs
a 3509 3526 0 214 0
a 3510 3526 0 246 0
a 3511 3526 0 223 0
a 3512 3526 0 253 0
a 3513 3526 0 289 0
a 3514 3526 0 331 0
a 3515 3526 0 341 0
a 3516 3526 0 248 0
a 3517 3526 0 268 0
a 3518 3526 0 245 0
a 3519 3526 0 271 0
a 3520 3526 0 273 0
a 3521 3526 0 491 0
a 3522 3526 0 511 0
a 3523 3526 0 421 0
a 3524 3526 0 384 0
a 3525 3526 0 241 0
c overflow arc
a 0 3526 0 3826 1000
c end of flow problem