Meowdoku Level 236 Answer Key, Walkthrough & Solution

Meowdoku Level 236 Answer

Here is the solution for Meowdoku Level 236. The final placements for all ten cats are listed below.

• Row 1, Column 3
• Row 2, Column 6
• Row 3, Column 4
• Row 4, Column 9
• Row 5, Column 7
• Row 6, Column 5
• Row 7, Column 8
• Row 8, Column 1
• Row 9, Column 10
• Row 10, Column 2

How to Solve Meowdoku Level 236

If you're stuck on Meowdoku Level 236, this step-by-step guide will help you find the purr-fect solution. We'll walk through the logic for placing each cat on the board.

The key is to use the process of elimination, considering the rows, columns, colored regions, and the no-touch rule.

1. A good starting point is column 1. The only cell that allows for a complete solution without causing conflicts is in the light blue region. Place the cat in row 8, column 1.

2. Now, let's look at the bottom-left brown region. The cat we just placed at (8, 1) blocks row 9, column 2 diagonally. This leaves row 10, column 2 as the only valid spot for a cat in this region. Place the cat in row 10, column 2.

3. With cats in columns 1 and 2, let's move to column 3. The cat at (10, 2) blocks row 9. The only remaining cell in the top-left blue region that isn’t blocked is (1, 3). Place the cat in row 1, column 3.

4. Next, consider the light green region in the center. The cat at (1, 3) blocks row 2, column 4. To satisfy the column and region, the placement must be in row 3. Place the cat in row 3, column 4.

5. The cat placements in the first four columns help us solve the fifth. The most constrained spot that doesn't conflict with existing cats is in the dark green area. Place the cat in row 6, column 5.

6. With several cats now on the board, the remaining placements become clearer. For column 6, the only spot that doesn’t conflict with the cats at (1,3), (3,4), and (5,7) is in row 2. Place the cat in row 2, column 6.

7. In the center of the board, the light green area needs a cat. The placement at (5, 7) avoids all adjacent and diagonal conflicts. Place the cat in row 5, column 7.

8. Continuing this logic, we fill the remaining columns from right to left. Place the cat in row 7, column 8. Place the cat in row 4, column 9. Place the cat in row 9, column 10.

After placing these final three cats, you will have one cat in every row, column, and colored region, with none of them touching. Puzzle solved