Question: There are n sticks (n>1) in a stack. Two persons play the game with the first player in his first turn never removes all. Every

There are n sticks (n>1) in a stack. Two persons play the game with the first player in his first turn never removes all. Every subsequent player must remove at least one, if there is, and at most double the number of sticks his opponent removed in his last turn. Player emptying the stack wins the game. How should the game be played if you start with 22?

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