# Can We Treat It As An Integral?

Calculus Level 4

Find the number of positive integers $$m$$ less than 100 such that $$\dfrac1{(\ln 2)^m} + \dfrac1{(\ln 3)^m} + \dfrac1{(\ln 4)^m} + \dfrac1{(\ln 5)^m} + \cdots$$ converges.

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