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pi

Name: Anonymous 2010-01-09 19:48

For any finite sequence of numbers, that sequence can be found in the decimal extension of pi. True or false.

Name: Anonymous 2010-01-11 6:33

>>10
>>15
It has been conjectured that every irrational algebraic number is normal; while no counterexamples are known, there also exists no algebraic number that has been proven to be normal in any base.

It's like proving the absence of god - formally impossible, yet no sound counterexamples exist to prove its existence either.

It's true we don't know for sure of the distribution of the 1284762184681681-21672174572147219216745217436745177 numbers after the coma in Pi, but as the starting sequence would imply there is absolutely no pattern to exclude it from being normal in base 10...

I want to believe!

I want to believe that within Pi  this whole thread is encoded in lisp.

I want to believe that within Pi there is a 32bit bitmap of me hacking your anus.

I want to believe...

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