<![CDATA[Deception Preview 8: Counting The Naturals]]>Domino Nurikabe Shade some cells black so the black cells form a tapa wall. No cell with a number may be shaded black. The black cells divide the white cells to several polyominoes (islands), all maximal (cannot be extended). Each island must have exactly one number that tells the size of the island. In addition, it must be possible to partition the black cells to dominoes. Such partition need not be unique, as long as there exists at lest one.

Answer key: Enter the lengths of the lines of black cells in the marked row/column. If the row/column has all/no black cells, enter 0.

Difficulty 3.5/10 • Target times 01:00 02:30 04:00 10:00
Solution Answer key (highlight →) 311,41 • PNG (not uploaded) • ZIP of PDF (not uploaded) • DOCX (not uploaded)

Deception Preview 8: Domino Nurikabe

Deception Preview 8: Counting The Naturals
Domino Nurikabe

Eighth preview puzzle. Try solving the puzzle with 18 changed to a question mark (indicating an unknown number). Otherwise, not much gimmick. Figuring out the top-right part is a little tricky though.

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