Fillomino Knights
(Eingestellt am 27. Januar 2025, 05:35 Uhr von Die Hard)
I've been told my puzzles should be more approachable and more fun to solve. Hopefully this one rises to the challenge.
Rules
Normal fillomino rules apply. Divide the grid into orthogonally connected regions, each filled with their size, such that no two regions of the same size touch each other orthogonally.
Use only region sizes of 1 to 9 and the digit N cannot appear in row N or column N.
Two digits separated by a black dot must be in a 1:2 ratio.
Two digits a knight's move apart must be different.
Please leave a comment if you enjoy this puzzle.
Lösungscode: Revealed on completion.
Kommentare
am 27. Februar 2025, 01:02 Uhr von MCMCHammer
Really nice puzzle, enjoy ones where there's a bit of meta to get started
am 22. Februar 2025, 19:03 Uhr von kobs
Very fun! I was intrigued by fillomino puzzles after managing to complete "Modular Fillomino" and this really scratched that itch. Thanks!
am 21. Februar 2025, 13:40 Uhr von Snookerfan
Great puzzle! Thank you
am 30. Januar 2025, 15:13 Uhr von Franjo
I needed some time to realize the consequences of this ruleset. Amazing how it works! Thank you very much for creating and sharing this lovely gem.
am 28. Januar 2025, 14:58 Uhr von Chlorophyll
I can't figure this one out - seems to me you can't place any digit in r2c3 or r3c2 without breaking one of the rules? Clearly I'm missing something but I don't know what!
Die Hard: There is a digit that will work in both cells. You might need to re-think which digits you believe can be in the grid or what shape the regions can be.
Chlorophyll: Came back to this just now and got it almost immediately -- can't believe I missed such an obvious shape! Fantastic puzzle, thank you!
am 28. Januar 2025, 02:28 Uhr von Calvinball
What a ride! It's crazy how powerful this combination of rules is.
am 27. Januar 2025, 10:43 Uhr von Nylimb
Brilliant puzzle! Thanks.
