Nurimisaki, Teil 3
(Published on 15. August 2019, 17:00 by pirx)
Rules Nurimisaki
Shade some cells of the diagram according to the following rules. See Teil 1 for an example.
- Cells with circles are always white. A circle cell must have exactly one white cell orthogonally adjacent to it; the other orthogonal adjacent cells are shaded.
- A white cell without a circle must have at least two orthogonally adjacent white cells.
- A number in a circle cell indicates how many white cells are visible in the direction of the adjacent white cell (to the next shaded cell or to the diagram border), including the cell with the number itself. From a circle cell without a number an arbitraty number of white cells is visible.
- All white cells must form a single orthogonally contiguous area.
- Neither the shaded cells nor the white cells cover an area of 2×2 cells.
Solution code: Row 3 and column 4. W for white cell, S for shaded cell.
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Comments
on 19. August 2019, 09:15 by ffricke
Schöne Serie. Es erschließen sich immer mehr Teile der Lösungstechnik.
on 16. August 2019, 11:16 by Statistica
Sehr hübsch und auch teilweise überraschend.
