Meowdoku Level 189 Answer Key, Walkthrough & Solution
How to solve Meowdoku level 189? Get instant solution for Meowdoku 189 with our step by step solution & video walkthrough.
⚠️ Same level number, different board?
Meowdoku levels can be randomized based on your progress, so the same level number may show a different board in your game. Use our free Meowdoku Solver to paint your grid, search similar puzzles, and find the correct cat placements.

Meowdoku Level 189 Answer
Here is the final solution for Meowdoku Level 189.
The nine cats should be placed in the following cells:
- Row 1, column 1
- Row 2, column 4
- Row 3, column 6
- Row 4, column 2
- Row 5, column 8
- Row 6, column 5
- Row 7, column 3
- Row 8, column 7
- Row 9, column 9
How to Solve Meowdoku Level 189
Stuck on Meowdoku Level 189? This puzzle can be tricky, but with a few logical steps, we can find where each cat belongs. Remember, there can only be one cat per row, column, and colored region, and they cannot touch, even diagonally.
Let's start with a clear opening move. The top-left dark yellow region is a small, contained area. Placing a cat here is a good way to begin. Place the cat in row 1, column 1. This placement satisfies the dark yellow region and claims row 1 and column 1.
Next, let's look at the purple region in the upper-middle part of the board. Many of its cells are blocked by our first cat. A safe spot that doesn't conflict is in row 4. Place the cat in row 4, column 2. This places a cat in the purple region while respecting the no-touch rule with the cat at (1, 1). Row 4 and column 2 are now occupied.
Now, let's turn our attention to the bottom-right corner. The brown region needs a cat, and placing one in the corner is often a powerful move. Place the cat in row 9, column 9. This position is far from our other cats, so there are no conflicts. It successfully places a cat in the brown region and claims the final row and column.
From here, you can continue to use the process of elimination. Look for rows, columns, or regions that have only one possible cell left for a cat. By carefully checking which cells are blocked by existing cats, you will arrive at the final solution.


