Question 23
A triangle has positive integer side lengths $m,n,150$. The difference between two of its side lengths is 26. The last two digits of $m^2$ and $n^2$ are identical, and $m>n$. Find the smallest possible $m$.
Answer format: an integer without units. Leading zeros are optional; the source uses four digit boxes.
Answer format: an integer without units. Leading zeros are optional; the source uses four digit boxes.