The streets of a city are arranged like the lines of a chess-board. Let the dimensions be \(m \times n\). Find the number of ways in which a man can travel from the North-West corner to the South-East corner, going the shortest possible distance.

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thts a lot of turns i can take x(

Kinda sounds like problem asked by FFM

who know when i could get lost :/ @Diyadiya will drive me! then no need to worry!

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