The object of the game is to remove the last card is there


In the two-player game of Two Stacks, a deck of cards (with the joker added, for a total of 53 cards) is randomly divided into two piles. The two players take turns removing cards from one pile or the other. On a player's turn, that player may remove any positive number of cards from a single pile. The object of the game is to remove the last card. Is there a strategy you could use that would ensure that you would win, no matter what the other player does?

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Algebra: The object of the game is to remove the last card is there
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