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mathswithmuza on Instagram: "A bishop’s tour is a path that moves a bishop across a chessboard so that it visits a sequence of squares according to the bishop’s diagonal movement rules. Because a bishop can only move along diagonals, its motion is more constrained than a knight’s or rook’s, which makes the problem subtly geometric. One immediate consequence is that a bishop always stays on the same color square it starts on, meaning a single bishop can never cover the entire board. As a result,

Create Diagonal Matrix using Python - PyShark

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Matrix Diagonalization | Definition, Process & Examples