Draw shivers in the grid such that all unshaded cells are covered and no shaded cells are covered. Shivers are non-intersecting lines of at least length 3 which turn at 90° angles on every cell other than their endpoints. A dashed circle indicates an endpoint of a shiver. A number in a cell indicates the length of the shiver occupying that cell. Length is counted in cells, and X indicates two clues have the same value. A shiver can have 0, 1, or multiple clues.
The main puzzle may be played on Penpa+ here.
The example puzzle below illustrates this ruleset, and may also be played on Penpa+ here.
As this appears to be a new ruleset, I would also like to share a piece of information that I find helpful in solving: if you know a cell's shiver is length N, then you know the cell is a part of N/2 cells connected diagonally (meaning they would be on the same color on a checkerboard), where N/2 is rounded down if that cell is not an endpoint, and rounded up if it is an endpoint.
♡ Thank you everyone who tested this! ♡
Solution code: row 5 as a string of digits, counting the size of the shivers in each cell
on 24. October 2024, 10:04 by PrimeWeasel
I'm all about quirky, this was lovely!
on 6. July 2024, 10:10 by szabog
Very nice puzzle, thank you.
on 22. March 2024, 16:48 by The Book Wyrm
Nice puzzle!
This is definitely an interesting genre, very fun to solve.
on 14. August 2023, 16:38 by Agent
Interesting puzzle genre, thanks!
on 14. August 2023, 15:25 by Piatato
Cool genre and puzzle!
on 15. July 2023, 01:22 by damasosos92
Very cool puzzle, thank you!
on 30. April 2023, 12:34 by Hasheasy
Enjoyed it through out!
on 9. April 2023, 23:21 by Phistomefel
Cool idea and puzzle! Thank you, wisty. :)
on 9. April 2023, 13:23 by wisty
Clarified that a shiver can have 0, 1, or multiple clues.
on 9. April 2023, 11:07 by Phistomefel
Quick question: Can a shiver connect with two clues, e.g. do the rules allow the two Xs in the example to connect?
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Yes, a shiver can have 0, 1, or multiple clues. I'll update the post to clarify, thanks!
Edit: I just double checked the example, it should still be unique without assuming the X's are on different lines.
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Thanks for the quick answer and sorry for the misunderstanding! I didn't want to imply that there was something wrong with the example.
on 2. April 2023, 14:57 by filuta
very original, thanks!
on 28. March 2023, 23:38 by dumediat
Wonderful puzzle idea, tricky to get started but it flowed beautifully once I got used to the deductions required. Definitely hope to see more of these! :)
on 24. March 2023, 18:22 by Knickolas
Cool idea! I would love to see more of this puzzle type!
on 24. March 2023, 16:17 by CHalb
Thanks a lot for this fine puzzle and congrats on developing this ruleset! I really like the new way I have to think while solving :-) .
on 22. March 2023, 13:36 by Myxo
Lovely puzzle. I often took the case-checky route instead of the elegant route, but still enjoyed myself immensely.