A bottom-right cat clears a path through row 3

Original puzzle gm-6-0005

By GridMew · Published 15 October 2026 · Updated 16 October 2026

6 × 6 intro

Read the starting position, follow the deductions, and check the move that is easy to misread.

Puzzle board · starting state

gm-6-0005: 6×6 regional boardCAABBBCCCBBBCCCBDBEDDDDFEEEEDFEEDDDF

How to approach this board

Coordinates such as r2c3 mean row 2, column 3. Count rows from the top and columns from the left.

The two central-lower givens make row 6 unusually restrictive. Its only available position is r6c6. Follow that new column exclusion upward instead of starting by guessing in the broad top regions.

6×6 · 2 fixed cats · 4 explained deductions. Region sizes: A: 2 · B: 8 · C: 7 · D: 9 · E: 7 · F: 3.

A deduction worth checking

Row 3 then forces r3c1. Filling region C removes r2c3, while occupying column 1 removes r1c1 and r2c1. These effects prepare row 2’s single.

gm-6-0005: 6×6 regional boardCA×AB×BB×CC×CB×BB×CC×C×B×D×B×E×D×D×DD×F×E×EE×E×D×F×E×E×D×D×D×F
Position before step 2. Review the technique.
A move to double-check · r2c3

Check the actual diagonal distance carefully: r2c3 is removed by the newly filled region C, not by touching r3c1. A correct exclusion still needs the correct reason.

gm-6-0005: 6×6 regional boardCA×AB×BB×CC×CB×BB×CC×C×B×D×B×E×D×D×DD×F×E×EE×E×D×F×E×E×D×D×D×F

Green marks the cell being discussed, not a cat to place. This is the position before step 2; compare the deduction below.

Read the starting board as text

Each line is one row, left to right. Matching letters belong to the same connected region.

C A A B B B
C C C B B B
C C C B D B
E D D D D F
E E E E D F
E E D D D F

Fixed cats: row 5, column 2; row 4, column 4. One cat is required in each row, column and region.

Step-by-step walkthrough

1Check row 6

row 6 has only one remaining candidate: row 6, column 6. Every other cell is excluded by earlier placements or deductions. Place the cat here.

gm-6-0005: 6×6 regional boardCA×AB×BBCC×CB×BBCC×C×B×D×BE×D×D×DD×F×E×EE×E×D×F×E×E×D×D×D×FBefore step 1. Place one cat, then exclude 3 other cells.

2Check row 3

row 3 has only one remaining candidate: row 3, column 1. Every other cell is excluded by earlier placements or deductions. Place the cat here.

gm-6-0005: 6×6 regional boardCA×AB×BB×CC×CB×BB×CC×C×B×D×B×E×D×D×DD×F×E×EE×E×D×F×E×E×D×D×D×FBefore step 2. Place one cat, then exclude 3 other cells.

3Check row 2

row 2 has only one remaining candidate: row 2, column 5. Every other cell is excluded by earlier placements or deductions. Place the cat here.

gm-6-0005: 6×6 regional boardC×A×AB×BB×C×C×C×B×BB×CC×C×B×D×B×E×D×D×DD×F×E×EE×E×D×F×E×E×D×D×D×FBefore step 3. Place one cat, then exclude 1 other cells.

4Check row 1

row 1 has only one remaining candidate: row 1, column 3. Every other cell is excluded by earlier placements or deductions. Place the cat here.

gm-6-0005: 6×6 regional boardC×A×AB×B×B×C×C×C×B×BB×CC×C×B×D×B×E×D×D×DD×F×E×EE×E×D×F×E×E×D×D×D×FBefore step 4. Place one cat, then exclude 0 other cells.
Show solution · reveals all cat positions

The final cats satisfy every row, column and region quota, with no edge or corner contact.

gm-6-0005: 6×6 regional boardCAABBBCCCBBBCCCBDBEDDDDFEEEEDFEEDDDF

Cat positions: r1c3, r2c5, r3c1, r4c4, r5c2, r6c6.

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How this puzzle and its reasoning are verified