The frequency distribution to the right shows the number of voters $($in millions$)$ according to age. Consider the event below. Can it be considered unusual?

A voter chosen at random is between $21$ and $24$ years old

$\backslash$table$[[$Ages of voters,Frequeno$],[18$ to $20,11\mathrm{.}9],[21$ to $24,11\mathrm{.}9],[25$ to $34,21\mathrm{.}9],[35$ to $44,25\mathrm{.}9],[45$ to $64,16\mathrm{.}3],[65$ and over,$53\mathrm{.}0]]$

Choose the correct answer below.

A$.$ No$.$ The probability of the event is not close to $0.$

B$.$ No$.$ The probability of the event is not close to $1.$

C$.$ Yes. The probability of the event is close to $0.$

D$.$ Yes. The probability of the event is close to $1.$