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Noone AtAll
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Powers of $3$ close to powers of $2$
@GHfromMO if I got it right, the $||m \ln 2 + n \ln 3||$ result gives forbidden region $(-\frac{3^n}{n^{13.3}}; \frac{2^m}{n^{13.3}})$
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Integer solutions of an exponential equation
fixed a wrong root, edit must be at least 6 characters
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Integer solutions of an exponential equation
comment
Reason for breakdown of a nice binomial identity
is it implied that $\pi = \tau \sigma$?
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