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Suppose that the rate at which a nuclear power plant produces radioactive waste is proportional to the number of years it has been operating, according to in pounds per year. Suppose also that the waste decays exponentially at a rate of 6% per year. Then the amount of radioactive waste that will accumulate in b years is given by
and this integral evaluates to
. How much waste will accumulate in the long run? Take the limit as
in the integral evaluated. Round your answer to the nearest pound, if it exists.
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