(Graph Theory) In chess, a knight can move from a square to another square if one of their coordinates differs by 1, and the other differs by 2. A knight's tour is a traversal by knight moves starting at a square, visiting each square once, and returning to the start. Does a 7 × 7 chessboard admit a knight's tour? If so, show the tour

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A: DFA of language L.

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A: Below is the code:

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