Hex Shimaguni Minesweeper
(Published on 4. May 2022, 09:54 by BenceJoful)
Standard Shimaguni rules apply, plus a Minesweeper rule.
- Shade a single group of orthogonally connected cells in each region.
- Shaded groups may not share a bold border.
- Each region must contain at least one shaded cell, and no two orthogonally adjacent regions may contain the same number of shaded cells.
- The number of shaded cells surrounding each flag (up to 7) is equal to the number of shaded cells in the region. Not all flags are given.
Example (Penpa+ link):
Solution code: For each shaded cell in rows 8 and 11, give size (cell count) of the shaded group.
In the above example, the solution code (using rows 2 and 4) is 3213.
Last changed on on 17. May 2022, 02:27
Solved by Dandelo, Jesper, CJK, misko, moss, jessica6, rimodech, ildiko, bakpao, Mark Sweep, kjholt, wisty, Zzzyxas, uvo
Comments
on 5. May 2023, 10:00 by wisty
Awesome puzzle! I really appreciate how the minesweeper hybrid rules create sort of equivalent regions, and the hex grid allows for some cool and bouncy shimaguni deductions that aren't trivial but aren't hard either :)
Last changed on 4. May 2022, 15:38
on 4. May 2022, 15:35 by BenceJoful
Fixed description
@CHalb Of course, thanks for catching that!
on 4. May 2022, 13:57 by CHalb
I think in the hex grid it should be "up to 7" instead of "up to 9".
