Assume that you have just graduated $($Year $22)$ and that you are planning for your

retirement. Because of Bright Futures and prepaid tuition, you have been able to save your

money and currently have a balance of $$17,000$ in your investment account. Because your

salary will increase over time, you believe that you can make annual deposits into your

investment account of $$4,000$ at Years $23$ through $30($eight deposits$),$ $$12,000$ in Years $31$

through $40($ten deposits$),$ and $$30,000$ in Years $41$ through $65(25$ deposits$).$ You then plan

on making equal annual withdrawals from your investment account in Years $66$ through $85$

$($twenty withdrawals$).$ Since you do not know how long you will actually live, you would like

to have a balance in your account of $$750,006$ at Year $85.$ Assuming that your investment

account can earn an effective annual rate of $9\mathrm{.}75$ percent, with monthly compounding,

determine how much your twenty annual withdrawals can be in Years $66$ through $85.$

Answer is whole dollars, rounded to the nearest dollar, with no punctuation. For example, if

your answer is $$150,224\mathrm{.}75,$ enter $"150225".$