Allison and Leslie, who are twins, just received $$10,000$ each for their $25$ th birthday. They both aspire to become millionaires. Each plan to make a $$5,000$ annual contribution to her "early retirement fund" on her birthday, beginning a year from today. Allison opened an account with the Safety$-$First Bond Fund, a mutual fund that invests in high$-$quality bonds whose investors have earned $8\%$ per year in the past. Leslie invested in the New Issue Bio$-$Tech Fund, which invests in small, newly issued bio$-$tech stocks and whose investors have earned an average of $13\%$ per year in the fund's relatively short history.

If the two women's funds earn the same returns in the future as in the past, how old will each be when she becomes a millionaire?

Allison will be $59\mathrm{.}89$ years old and Leslie will be $50\mathrm{.}08$ years old

Allison will be $63\mathrm{.}34$ years old and Leslie will be $52\mathrm{.}48$ years old

Leslie will be $51\mathrm{.}63$ years old and Allison will be $58\mathrm{.}34$ years old

None of the answers provided are correct