Question 23
There are positive integers that have these properties:
I. the sum of the squares of their digits is $50,$ and
II. each digit is larger than the one to its left.
The product of the digits of the largest integer with both properties is
I. the sum of the squares of their digits is $50,$ and
II. each digit is larger than the one to its left.
The product of the digits of the largest integer with both properties is