Anti-Knight Fillomino
(Published on 4. July 2023, 18:06 by mathpesto)
Rules:
Divide the grid into polyominoes so that polyominoes of the same size don't share an edge. Each cell contains a number equal to its polyomino's size. Cells that are a knight's move apart in chess cannot contain the same number.
Solve online:
Solution code: Numbers in Column 2 (top to bottom, no spaces)
Comments
on 21. December 2023, 08:45 by Playmaker6174
This puzzle left me confused in the middle because I kept breaking with the 3s, until I realized what 'assumption' I did earlier in the solve. It was fun (and rather strange) solve, though :)
on 20. August 2023, 15:54 by DaniK
Wonderful puzzle! I really struggled at first until it finally clicked :)
on 6. July 2023, 06:23 by tesseralis
I think you could go even further and make an anti-king fillomino :P
on 6. July 2023, 05:29 by VitP
Can be solved in 15-30 min once you understand that big polyonimoes can only be [redacted]
on 5. July 2023, 06:59 by Christounet
Very nice trick shot ! Thanks.
on 5. July 2023, 01:03 by Nordy
Perfectly peculiar
on 4. July 2023, 18:57 by Niverio
The implications are very weird :) Once one understands those, it's solvable in 5 minutes. Fun to figure it out though!
on 4. July 2023, 18:26 by Myxo
Very weird puzzle, I like it :D
