What are other chess problems like N-Queens?
There are several interesting chess problems similar to the N-Queens problem, such as the Knight's Tour, where a knight must visit every square on the board exactly once.
Can you tell me more about the Knight's Tour?
Sure! The Knight's Tour is a classic problem where the knight moves in an L-shape and must cover all 64 squares of the chessboard without landing on the same square twice.
Are there any other examples?
Yes! Another example is the Rooks problem, where you need to place R rooks on an N x N chessboard so that no two rooks threaten each other.
What about the Bishops problem?
The Bishops problem involves placing bishops on a chessboard such that no two bishops can attack each other, which is a bit more complex due to their diagonal movement.
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