$$75,000$ next year $($one$-$year from now$)$;

$$90,000$ two years from now;

$$105,000$ three years from now; and,

$$125,000$ four years from now and every year there$-$after for another $29$ years $(30$ such payments in total$)$

Assume your earnings in all of these years are received as one lump$-$sum payment at the end of every year. Assume your personal discount rate is $5\mathrm{.}5\%.$

What is the present value of your estimated future income $($you can round all calculations and your final answer to whole dollars$)?$