18. Easy thing
Point: 3Level: Easy
Determine the sum of all possible values of $(k+m+n)$ for triples of positive integers $(k, m, n)$ satisfying :
$2^k + 3^m + 1 = 6^n$
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- Problem name: Easy thing
- Point: 3
- Difficulty: Easy
- Author: noob_player
- Tried: 75
- Solved: 12
- First Solve: mst_mithi_31
Author
@noob_player
