Level 2

\(x\) and \(y\) are two positive integers that satisfy \(2^y - x^3 = 3367\).

Calculate \(y^2 - 3^x\).

There's actually a way to solve this problem with only minimal amount of trial and error. (Like, very little amount of trial and error.)

This is part of the series: "It's easy, believe me!"


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