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(10 Points) Suppose we are in a large group of people and we asked them one by one to say their birthdays. (As usual,
(10 Points) Suppose we are in a large group of people and we asked them one by one to say their birthdays. (As usual, you may assume that nobody was born on February 29th, there are 365 days a year, and birthdays are uniformly distributed throughout the year.) If the first person whose birthday matches an earlier birthday wins a prize, which person asked is most likely to win?
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