Heidi, Jonathan, and Lass are playing a game. Lass begins with a random $2$-digit number. Using the units digit as the tens digit, Jonathan generates another random $2$-digit number. Heidi then takes the unit digit of Jonathan's number and adds it to the tens digit of Lass's number to form a new $2$-digit number.
If Heidi comes up with the number $2$, which of the following numbers could have been Lass's original number?