A recent college graduate is considering saving for retirement. He just celebrated his ${23}^{rd}$ birthday, and believes he will need to save $$3,350,000$ in order to retire comfortably at the age of $65.$ He wants to set aside an equal amount of money each year, beginning next year $($on his ${24}^{th}$ birthday$)$ and continuing until his ${65}^{th}$ birthday, when he will make his final retirement contribution. If he believes he can earn $7\%$ interest on his savings, how much will he have to save each year to meet his retirement goal $($rounded to the nearest dollar$)?$

A$.$ $$13,520$

B$.$ $$14,525$

C$.$ $$15,610$

D$.$ $$195,401$

E$.$ $$249,025$