Saul Goodman is creating a retirement plan so he can retire $25$ years from now at t$=25$ years. $$Today at t$=0$ he will invest an amount of $$325,000$ into an account that will earn an annual rate of return of $6\mathrm{.}5\%$ per year for the following $25$ years. $$He will also invest in a $25-$year annuity that will consist of his making $$60,000$ annual payments or investments into this annuity for the following $25$ years, with the first payment into the annuity being one year from today $($t$=1)$ and the last and final payment being $25$ years from today $($t$=25).$The interest rate earned on the annuity is $6\mathrm{.}5\%$ per year. $$

Calculate the amount or future value of this retirement plan $25$ years from today at t$=25$ years.