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Provide a real world example of a probability distribution based on your readings for the week. Consider the data instances that is different from uniform (i.e., equal probability).

Instructions for participation: You must post an INITIAL POST and then respond to at least ONE POST. In both postings, you MUST provide citable academic literature to defend your use case. Please do not use the same source over again, especially when most times there is absolutely no applicability from one post to the next.