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Penney's game is a non-transitive game involving two players, Alice and Bob, who choose sequences of heads (H) and tails (T) from a coin flip. Each player secretly selects a sequence of results, usually of three flips, and the goal is to determine which sequence is more likely to appear first in a series of fair coin tosses. The game works as follows: 1. **Choice of Sequences**: Alice picks a sequence of coin flips (e.g.

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  1. Mathematical games
  2. Recreational mathematics
  3. Fields of mathematics
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