$\pi$ madness 2

In the first $1,000,000$ digits of $\pi$ , how many $2020$ s are there?

Feel free to search for any derivations of $\pi$

$\textbf{Details and Assumptions}$

$\bullet$ The first $1,000,000$ digits of $\pi$ includes the $3$ in $3.1415...$ , so if the number is $3.1415$ there are $5$ digits in that number.

$\bullet$ Chains of digits such as this $202020$ is counted as $1$ ( $2020$ ), but chains of digits such as this $20202020$ is counted as $2$ ( $2020$ )s and so on. $.$ $.$ Try my Other Problems