The frequency of accidents for drivers follows a Poisson distribution. Good drivers can expect to suffer only one accident per year, and bad drivers, two. About 96.00% of drivers are good, and the reminder are bad. Should an accident occur, the claim is exponentially distributed with mean 100. Compute the sum of the expectation plus one standard deviation of the aggregate claims in that period.

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The frequency of accidents for drivers follows a Poisson distribution. Good drivers can expect to suffer only one accident per year, and bad drivers, two. About 96.00% of drivers are good, and the reminder are bad. Should an accident occur, the claim is exponentially distributed with mean 100. Compute the sum of the expectation plus one standard deviation of the aggregate claims in that period. 

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