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Assume the age distribution is a probability distribution with unknown shape (definitely not normal). What is the upper bound of the probability that a

Assume the age distribution is a probability distribution with unknown shape (definitely not normal). What is the upper bound of the probability that a person in Hong Kong lives to the age of 120? [Please give the link to the statistics you are using.] If we additionally assume that the standard deviation of the age distribution is 5 years, what is the upper bound probability?

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