Shiny (Cave; Suguru/Fillomino)
(Eingestellt am 27. August 2024, 04:34 Uhr von MaizeGator)
RULES:
Cave: Shade some cells such that all orthogonally connected groups of shaded cells (the wall) touch the edge of the grid, and all unshaded cells (the cave) are orthogonally connected.
Suguru: Each orthogonally connected group of shaded (wall) cells contains the digits 1-N (where N is the size of the group). Suguru digits may not repeat in a row, column, or shaded group.
Fillomino: Divide unshaded cells (the cave) into polyominoes and fill each cell with a digit equal to the size of its polyomino. Polyominoes of the same size may not share an edge.
(Clarification: The use of the word “digit” in all contexts above indicates all numbers in the puzzle are 1-9)
Fillomino/Suguru Borders: A Fillomino Polyomino may not border a Suguru digit with the same value.
Circle Clues: An unshaded circled clue indicates the total number of unshaded cells seen in the four orthogonal directions, including the clue cell (shaded cells block vision). A shaded circle clue indicates the size of the shaded region.
Lösungscode: The shaded (wall) cells in Column 9 (3rd from last), then the unshaded (cave) cells in Row 2
Kommentare
am 7. April 2025, 06:00 Uhr von KNT
really fun, thanks!!
am 18. Februar 2025, 18:24 Uhr von MaizeGator
Clarified rules to include that shaded cells indeed block vision of cave clues
am 17. Februar 2025, 00:51 Uhr von cat
Thanks for the puzzle, I enjoyed it. However, I struggled initially with the following rule: "An unshaded circled clue indicates the total number of unshaded cells seen in the four orthogonal directions, including the clue cell." It's unclear if shaded cells "block the view". I think it's a good idea to clarify that in the rules.
am 18. Dezember 2024, 21:52 Uhr von The-Siege
Question for clarity: A cave cell with a circle stops counting once it sees a wall, correct? Thanks.
- Yes, wall cells block vision of circled cave cells
am 18. Oktober 2024, 14:04 Uhr von QuiltyAsCharged
Fantastic puzzle. This combination of rules works great together
am 1. September 2024, 00:11 Uhr von Christounet
Very fun and original puzzle ! Thanks :)
(Not really belonging in the sudoku section though)
am 30. August 2024, 21:43 Uhr von ascension
Encore! Really fun puzzle!
am 30. August 2024, 12:38 Uhr von TheZwierz
Very fun, more of these please
am 28. August 2024, 01:47 Uhr von sfushidahardy
Great puzzle! I loved the variety of deductions from different interactions between the rules.
am 27. August 2024, 08:04 Uhr von Chefofdeath
Very nice puzzle! Consistently interesting steps throughout. Thank you for the puzzle :)
