Apply all three cat-placement constraints together, mark impossible cells, and cycle through regions, rows, and columns until one legal cell remains.
A legal Meowdoku solution has exactly one cat in each colored region, one in each row, and one in each column. No two cats may touch—not even corner to corner. Every placement must pass all four checks at once: region, row, column, and neighboring cells.
Solve in this order
- Scan one-cell and narrow regions. If a region has only one legal square after current exclusions, place its cat.
- Clear the row and column. Every other square in that cat's row and column is impossible.
- Clear all eight neighbors. Remove horizontal, vertical, and diagonal neighbors around the new cat.
- Recount each affected region. A neighboring region may now have only one legal cell.
- Check rows and columns with one remaining candidate. They are just as binding as colored regions.
- Repeat before guessing. One placement often creates a chain across several constraints.
When two candidates remain in a region, do not choose one because it “looks separated.” Compare their consequences. Temporarily consider candidate A: if it blocks every cell in another region or leaves a row without any possible cat, A is impossible and candidate B is forced. This contradiction method uses only the published rules.
Double-tap places a cat in the current app description. Treat hearts as error feedback, not a strategy resource. A clean logical solve should reach every cat without deliberately spending a heart.
This guide is board-independent. It will not pretend that a textual pattern is the answer to a numbered level whose layout cannot be seen and version-matched.
Sources
QUICK ANSWERS
Questions players ask next
Can two Meowdoku cats touch diagonally?
No. Cats cannot share an edge or a corner.
How many cats belong in each colored region?
Exactly one, regardless of the region's shape or size.
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