Some Self-Referential Arrows Somedoku
(Eingestellt am 27. März 2026, 18:42 Uhr von blackjackfitz)
Some Self-Referential Arrows Somedoku
This is somedoku #21. Check out the rest of the puzzles in the somedoku series.
Rules:
- Somedoku: Fill each cell with a digit from 1-9. Fill every row 'n' and column 'n' with exactly 'n' different digits, repeating digits as necessary.
- Self-Referential Arrows: The digit in a cell with an arrow tells you how many steps along that arrows path until that digit sees itself for the first time. e.g. if R2C3 was a 2 then R4C3 must be a 2 and R3C3 must not be a 2.
- ?: A cell with a "?" must have at least one valid arrow. This arrow may be diagonal.
- Palindrome: Digits along a gray line must read the same forward and backward.
Lösungscode: Column 8 from top to bottom
Gelöst von SKORP17, gdc, ZornsLemon, fkib, Dendr, ThePedallingPianist, emoney1374, YellowMug, laquartetfan, gnidan, Nell Gwyn, widjo, garage, palpot, Sewerin, CHRosenthal, QuiltyAsCharged, Dcs, StartUp21, samjna0049
Kommentare
am 19. Mai 2026, 18:45 Uhr von Dcs
Each deduction is so clear once found yet so carefully hidden, amazing somedoku!
am 31. März 2026, 00:47 Uhr von ThePedallingPianist
It's been a while since I last solved a Somedoku, and what a lovely way to be reintroduced! Really beautiful structural logic, with terribly satisfying resolutions towards the end!
