Evenly Matched 2 (Pawn Portions 2 in the UK version) is a puzzle in Professor Layton and the Miracle Mask.


You're trying to cut this 6 x 6 chessboard into four sections that are the same shape, are of equal area, and each contain three pawns. To complicate matters, you want at least one white and one black pawn in every section.

Can you find a way to do it?

Draw lines on the board to show where to cut it. Keep in mind that solutions may be rotated but not mirrored.


Click a Tab to reveal the Hint.

The pawns are concentrated on one part of the board, so first consider how you could divide the chessboard than into two. Then you can think about how to separate the pawns into equal numbers.

To divide the board into four sections as described in the puzzle, you'll need to have two sections with one white and two black pawns and two sections with one black and two white pawns.

Draw a line to make a clean cut through the middle, then cut each half in two to make quarters.

Considering the distribution of the pawns, you'll first want to make a horizontal line through the middle. You can divide the top and bottom halves after that.

Try drawing a shape that looks a bit like the number 3 on its side. Within just the top half of the board, you can make two 3s slotted into each other.

Once you get the shape right, you'll have the pawns divvied up perfectly and you'll just need to do the same on the bottom.



Never mind.

There are a number of ways to split the area into four--you just need to find the right one.


Good job!

Now we have four sections of equal size and shape!

A big thanks to

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