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Your friend $($not me$,$ of course$)$ will give you $$1,000$ each year for the next $30$ years, except year $8$ and year $25.$ The first payment will be received today. The other payments will be received at a one$-$year interval from the date of the first payment $($except years $8$ and $25).$ Assuming that you can deposit these payments in a bank and earn $10\%$ annual interest rate, what is the future value of these $28$ payments at the end of year $30?$