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In a large population, the Poisson distribution is used to characterize the distribution of unusual events. For example, there is a chance that a single cell among a huge population of cells will acquire a mutation at any given time.
A Poisson distribution is a probability distribution in statistics that can be used to show how many times an event is expected to occur during a given time period. Poisson distributions are frequently used to comprehend independent events that occur at a steady rate during a particular time frame.
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