## Split and Conquer

Round 19

#### Statement

Find the number of positive integer triplets of $(a, m,n)$ satisfying
• $a,m,n \leq 2018$
• $a \geq 2$ and $m\geq 2$ such that $a^n + 203$ is a multiple of $a^m + 1$ and a is not equal to $203$

Time Remaining:
0%

#### Problem Status

 Points: 3000 Solved by: 17 Success Rate 16%

### Score:

#### Friends' Standings

Rank Name A B C D E F G H