Suppose that a course has a capacity of at most 240 people, but that 1550 invitations are

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Suppose that a course has a capacity of at most 240 people, but that 1550 invitations are sent out. If each person who receives an invitation has a probability of 0.135 of attending the course, independently of everybody else, what is the probability that the number of people attending the course will exceed the capacity?
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