Valid bishop chess moves

A bishop is placed in a square \(x\) on a \(8 \times 8\) chessboard and then moves once, ending in the square \(y\). How many possible ordered pairs \((x,y)\) are there?

Details and assumptions

A bishop moves diagonally on a chessboard. The bishop cannot end on the same square it started, it must move to a different square.

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