Consider an annuity that pays $$500$ per year for $12$ years.

The first payment happens a year later $($at time node $t=1)$

The last payment happens $12$ years later $($at $t=12)$

There are a total of $12$ payments

What is its future value of the annuity $12$ years from now $)=(12$ with an expected return of $7\%$ per year?

Note: Show your answer in units of dollars, use plain numbers with at least two digits after the decimal $($e$.$g$.,$ for $$12,345\mathrm{.}67,$ type $12345\mathrm{.}67).$