Maria Anguiano's current salary is $$65,000$ per year, and she is planning to retire $30$ years from now. She anticipates that her annual salary will increase by $$3,200$

each year. $($That is$,$ in the first year she will earn $$65,000,$ in the second year $$68,200,$ in the third year $$71,400,$ and so forth.$)$ She plans to deposit $6\%$ of her yearly

salary into a retirement fund that earns $8\%$ interest compounded daily. What will be the amount accumulated at the time of her retirement? Assume $365$ days in a year.

The effective annual interest rate is $8\mathrm{.}3278\%.($Round to four decimal places.$)$

The amount accumulated at the time of Maria Anguiano's retirement is $

$($Round to the nearest dollar.$)$