$(1$ point$)$

Irene plans to retire on December $31$st$,2019.$ She has been preparing to retire by making annual deposits, starting on December $31$st$,1979,$ of $$2100$ into an account that pays an effective rate of interest of $8\mathrm{.}1\%.$ She has continued this practice every year through December $31$ st$,2000.$ Her goal is to have $$1\mathrm{.}3$ million saved up at the time of her retirement. How large should her annual deposits be $($from December $31$st$,2001$ until December $31$st$,2019)$ so that she can reach her goal?

Payment $=$$