N Triplets

Alice is still not satisfied with Bob's math skills so she gave him a new challenge. Given a positive integer $N$, find any $3$ **distinct** positive integers $A, B, C$ such that: - The product of any two of these $3$ integers is a [divisor](https://en.wikipedia.org/wiki/Divisor) of $N$. - The product of all three integers is a multiple of $N$. If multiple solutions exist, you may print **any**