Simple rules and 4 given digits - is that really sufficient?
Rules
Fillomino. Divide the grid into regions of between 1 and 9 cells and fill each region with the number of cells it contains (eg: fill all 7 cell regions with seven 7s, etc).
Anti Row/Column. Except for the given 1 in R3C1, the digit N cannot appear in row N or column N.
German Whispers. Orthogonally adjacent digits in different regions must differ by at least 5.
Please leave a comment if you enjoy this puzzle.
Lösungscode: All 9 digits in row 1.
am 7. November 2025, 01:08 Uhr von reformist
This is the first fillomino puzzle I've ever done, at least with the whisper and anti- constraints. So I rated the difficulty to match what everyone else chose. But it was very nice! I learned a lot of new tactics. Thanks.
am 2. Juni 2025, 16:03 Uhr von jinkela114514
As a fillomino puzzle, regions of same sizes cannot be orthogonally adjacent, which isn't mentioned in the rules.
am 11. Mai 2025, 04:27 Uhr von VeroBloom
Wonderful start to a logical finish. 77 minutes to solve after quite a bit of wandering at the beginning.
am 26. April 2025, 03:42 Uhr von Calvinball
I would argue it's not just sufficient, but efficient to boot. And also happens to be just bonkers in the best ways possible.
am 25. April 2025, 14:30 Uhr von Snookerfan
Beautiful puzzle! Hard for me to get started, but afterwards smooth. Thank you
am 25. April 2025, 06:24 Uhr von tryote
Very nice deductions
| Schwierigkeit: | ![]() |
| Bewertung: | 96 % |
| Gelöst: | 48 mal |
| Beobachtet: | 3 mal |
| ID: | 000N28 |