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Mathematical questions in one way or another related to the game of chess.

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Number of open tours by a biased rook on a specific $f(n)\times 1$ board which end on a $k$-...

We have a simple structure - biased rook of the two types. Biased rook of the first kind which make open tours on a specific $f(n)\times 1$ board where $f(n) = \left\lfloor\log_2{2n}\right\rfloor + 1$ …
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