# $$\pi$$ 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

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