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  • Okay, let's talk about pi for a minute. You remember pi, right - number of times bigger

  • a circle's circumference is than its diameter? It's a little more than three - we could call

  • it 3.14 or three and a seventh and be accurate enough for most applications. You could use

  • thirty nine decimal places and be accurate enough for all applications. But pi's digits

  • keep on going. Forever. And they're random. So this means you can find your birthday in

  • pi - mine occurs at the 33,870th decimal place. But what about something longer, like

  • your phone number? My 7-digit phone number doesn't occur within the first million decimal

  • digits, but because the digits are random and unending, I'm certain to find it if I

  • look far enough. In fact, for this reason, you can find any number you look for somewhere in pi.

  • Let's switch to binary for a bit - pi looks

  • like this now. The digits are just zeros and ones, but they're still random and unending,

  • and this means that any given sequence of digits will turn up if you look far enough

  • down the line. Computer files are just binary strings, so we could find your favorite mp3

  • somewhere in pi. We could find a picture of you in there, or a picture of what you'll

  • look like in 10 years. It's not likely that we'll find a particular sequence of digits

  • quickly, but we can rest assured that it's in there somewhere. There's the sound of your

  • first words in there, and a video of your 10th birthday party. Your DNA is in pi, along

  • with the DNA of every other creature. Every YouTube video, every Wikipedia article, every

  • piece of information that will ever exist is sitting there, already, somewhere in those

  • digits. So think about that the next time you see a circle.

Okay, let's talk about pi for a minute. You remember pi, right - number of times bigger

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