Hacker News Reader

Constructing things for N digit subsets can be misleadingly easy.

It's easy to construct a sequence of digits that is larger than any N digit number. But it's obviously impossible for any such number to be the largest number.

We’re talking about a hypothetical scenario in which pi is normal, though.

This reasoning is true of every real number, yet it's been proven that almost all real numbers are absolutely normal and therefore contains every finite sequence of digits