Comments by "David Terr" (@dcterr1) on "Why is this number everywhere?" video.
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Here's one of my favorite properties of 37 - it's a prime divisor of the third repunit, namely 111, which is equal to 3 times 37, which also implies that 10^3 - 1 = 999 is divisible by 37, whence 10^6 - 1, 10^9 - 1, etc., and in general, 10^(3n) - 1 is as well for every positive integer n. This is most likely the reason the 37-obsessed guy's number trick works. (I'm a number theorist, by the way, with a PhD from UC Berkeley in algebraic number theory.)
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