Meowdoku Level 247 Answer Key, Walkthrough & Solution

How to solve Meowdoku level 247? Get instant solution for Meowdoku 247 with our step by step solution & video walkthrough.

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Meowdoku Level 247 Answer, Cheat & Solution
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Meowdoku Level 247 Answer

Here is the complete and final solution for Meowdoku Level 247.

The eight cats should be placed in the following cells:

  • Row 1, column 2
  • Row 2, column 7
  • Row 3, column 5
  • Row 4, column 8
  • Row 5, column 4
  • Row 6, column 1
  • Row 7, column 3
  • Row 8, column 6

How to Solve Meowdoku Level 247

Welcome to our step-by-step guide for Meowdoku Level 247! The goal is to place a cat in every row, column, and colored region without any two cats touching, even diagonally. This puzzle has an 8x8 grid.

Let’s begin by finding the most logical placements. Often, the easiest way to start is by identifying which rows or columns are the most constrained. We can see that several rows already have cats, which helps us narrow down the possibilities for the empty ones.

The key to the first move lies in row 4, which is completely empty. We know a cat must be placed here. The columns that still need a cat are 3, 6, and 8. Let's examine the options:

  • The cell at row 4, column 3 is not viable because it would be diagonally adjacent to the existing cat at row 5, column 4.
  • Similarly, the cell at row 4, column 6 is not possible, as it would be diagonal to the cat at row 3, column 5.

This leaves only one possible spot. Place the cat in row 4, column 8.

With that cat placed, we have two rows left to solve: 7 and 8. The remaining empty columns are 3 and 6. Let’s look at row 7. A cat must go in either column 3 or 6. We can see that placing a cat at (7,3) doesn't conflict with any existing cats. Place the cat in row 7, column 3.

Now, only one cat is left to be placed! The only empty row is 8, and the only remaining column is 6. This makes the final placement simple. Place the cat in row 8, column 6.

With that, all cats are placed, and the puzzle is solved! Each row, column, and region has exactly one cat, and no two cats are touching.