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What is the probability of drawing a 3-card hand (from a 52-card deck) containing cards of increasing consecutive ranks, where all cards are of different
What is the probability of drawing a 3-card hand (from a 52-card deck) containing cards of increasing consecutive ranks, where all cards are of different suits? For example, (3, 4, 5 ), (J, Q , K), but not (A, 2, 3). Use bijection to compute a number of favorable outcomes.
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