Meowdoku Daily Answer · 2026-10-14

Meowdoku 2026-10-14 Answer: where all seven cats go

From left to right: row 1 to row 7, and the number is the column holding that row's cat.

Answer · Cat column per row

2 → 6 → 4 → 1 → 5 → 3 → 7

Solved board · cat cells are marked

Why this answer is the only one

Everything below is computed from this specific board — region sizes, cat positions, gaps between adjacent rows and the solver's enumeration result. It is not a generic guide reused across dates.

  1. This board has 49 cells in 7 regions, averaging 7.0 cells each. The smallest is Mint (3 cells) and the largest is Blush (11). Open with the smallest region, where the fewest cells are viable.
  2. The narrowest region is Mint, spanning just 1 columns (column 6 to 6). Once it takes one of those columns, every other region loses that column — the clearest opening on this board.
  3. The cat in row 1 sits in column 2 inside Peach; the cat in the last row is in column 7 inside Oat. Every cat needs its own row, column and region.
  4. The column gaps between consecutive rows are 4, 2, 3, 4, 2, 4, ranging from 2 to 4. Because diagonal contact is forbidden, adjacent rows must be at least 2 columns apart. Here 2 pairs are exactly 2 (rows 2/3, 5/6) — the points where the no-diagonal rule actually bites.
  5. The widest jump is between rows 1 and 2 (4 columns), and 3 cats land in the leftmost column of their own region. Reading column gaps together with region boundaries usually eliminates most candidates at once.
  6. Enumerating every arrangement under these constraints yields exactly 1 legal placement: the solution is unique, so pure deduction is enough and no guessing is needed. Full answer (cat column per row, 1-based): 2 → 6 → 4 → 1 → 5 → 3 → 7.

Answer & reasoning

The board (puzzle)

The blank puzzle is on the left; the answer and reasoning are on the right. To solve it yourself first, use "Play this puzzle" above.

Answer (cat column for each row)

RowCat column per rowRegionRegion size
12Peach10
26Mint3
34Lavender8
41Cream9
55Blush11
63Sky5
77Oat3

Board code (paste into the solver)

2 → 6 → 4 → 1 → 5 → 3 → 7 7:0000044330021430022143022214333244433524645555466

Verification & source

This board was generated from a date-derived seed. Before publication, our solver enumerated every legal arrangement and confirmed there is exactly one solution. The reasoning notes are recomputed from the same board, and the archive is updated daily.

Published2026-10-14
Last verified2026-11-07
Regions7
Unique solution✓

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