Here is another Isofill puzzle, this time with a path. Below you can find a list of other puzzles made with the Isofill constraint. Have fun solving!
The puzzle :
Rules :
- Isofill : divide the grid into 10 regions, each comprised of 10 orthogonally connected cells. Every cell in a region contains the same digit. All of the digits 0-9 appear in the grid.
- Regional path : draw an orthogonal path through the grid. Each region is visited at most once. A region containing the digit N has exactly N cells on the path.
- Arrows : digits on cells with arrows give the number of path cells seen in the directions combined, not including itself.
If you get stuck in the midsolve, here is a small hint that may help get unstuck (highlight to reveal) : (Think about the nature of the path and the total numbers of cells on the path. It should help determine what cells are potential candidates for the endpoints.)
Lösungscode: Digits on the path in columns 8 and 9.
am 25. September 2026, 07:15 Uhr von TitaniaLowe
Unbelievable puzzle, amazing puzzle, beautiful puzzle, wow
am 12. September 2026, 17:13 Uhr von Agent
Great puzzle with some cool implications of the rules!
am 10. September 2026, 06:56 Uhr von marcmees
truly wonderful puzzle. Thanks
am 10. September 2026, 05:56 Uhr von afineguy
Is it a loop or a path? The arrows instructions say loop so I'm confused. As in, is there a start and end?
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A path. Sorry for the confusion, I will update the rules.
am 10. September 2026, 00:52 Uhr von cyddrdrd
Very cool and brilliant ending! Thanks :)
am 9. September 2026, 13:40 Uhr von Piatato
Excellent execution of a fun ruleset! :D