Just Count: 3,6,9, and so on.

A concise form to find the no. of digits of a number in base $b$ can be stated as,

$\delta(n)=\left \lfloor \log_bn\right \rfloor +1$

where, $n$ is the number given and $\delta(n)$ be the function that returns the number of digits of $n$ when written in base $b$ .

For this problem, the base is decimal base, so $b=10$ and the given number $n=5^{32}$

Whoa ......... You blew my MIND !!!!!! AWESOME

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