Question 76
Find all pair of integers ($m$, $n$) and $m \geq n$ such that there exist a positive integer $s$ and
1. Product of all divisors of $s m$, $s n$ are equal.
2. Number of divisors of $s m$, $s n$ are equal.
1. Product of all divisors of $s m$, $s n$ are equal.
2. Number of divisors of $s m$, $s n$ are equal.