Ominous Yajilin
(Eingestellt am 23. Juni 2024, 21:12 Uhr von Jay Dyer)
Rules
- Draw a loop which moves orthogonally through the centers of some cells without branches or crossings. Shade every cell which is not on the loop, leaving all loop cells unshaded.
- All arrow clues are shaded, and each orthogonally connected shaded region contains exactly one arrow. An arrow clue's value equals the size of its shaded region. The clue's value also gives the number of shaded cells in the direction of the arrow, not counting the arrow cell itself (cells in the same shaded region as the arrow may be counted).
Lösungscode: The number of shaded cells in each of the first six rows (no separators between them)
Kommentare
am 18. Oktober 2024, 00:46 Uhr von Samish
An absolute pearl of a puzzle, especially rare for this moderate difficulty! Must-do
am 17. Oktober 2024, 22:17 Uhr von Christounet
Enjoyed this. Thanks :)
am 25. August 2024, 20:36 Uhr von sfushidahardy
Loved it!
am 1. Juli 2024, 12:10 Uhr von Piatato
Wonderful!
am 29. Juni 2024, 14:43 Uhr von Agent
Fun puzzle, very smooth and some nice loop patterns!
am 27. Juni 2024, 14:52 Uhr von MaizeGator
I love puzzles with a key implication of the ruleset that the solver must discover. It's not obvious at first, but becomes second-nature by the end of the solve. This puzzle did a great job of introducing that key idea and slowly building upon the difficulty of the deductions around that idea.
am 25. Juni 2024, 10:14 Uhr von Snookerfan
Beautiful, thank you
am 25. Juni 2024, 01:45 Uhr von Piatato
May different regions touch eachother orthogonally?
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No they may not.
am 24. Juni 2024, 23:31 Uhr von applesauce
A lot of fun & flows very smoothly. Thanks!
