Is there an infinite game of beggar-my-neighbor?
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See the Wikipedia article for the rules of beggar-my-neighbor: https://en.wikipedia.org/wiki/Beggar-my-neighbour

It is an open combinatorial problem whether it is possible for a game of beggar-my-neighbor to go on forever, or whether all games must end in a finite number of moves.

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To be clear, this is for the version with a standard 52-card deck, for any number of players (>1) ?

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