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Imagine a square chessboard with a side length of 2 units. You place pawns on exactly half the squares, with the condition that no two

Imagine a square chessboard with a side length of 2 units. You place pawns on exactly half the squares, with the condition that no two pawns can be diagonally adjacent to each other (i.e., not on squares that share a corner). What is the maximum number of pawns you can place on the chessboard under these restrictions?

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