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#13 - skuser (01/27/2013) [-]
Now, this is a trascendental fact about Pi
User avatar #84 to #13 - cumwhore (01/27/2013) [-]
Um... isn't it possible that some number combinations simply aren't found in pi?
User avatar #95 to #84 - electrozz (01/27/2013) [-]
No.
#31 to #13 - N. Korean citizen (01/27/2013) [-]
Mathfag here, that's actually not known. It's conjectured that every possible combination of digits appears in pi's decimal expansion (that's called being a "normal" number), but it hasn't been proven, and it doesn't follow from the fact that it's infinite and nonrepeating. And to the people saying certain number combinations are impossible: no they're not, they're just unlikely.
User avatar #17 to #13 - sinonyx (01/27/2013) [-]
every possible number combination does not exist...

for example: 2.7
User avatar #25 to #17 - BobbyMcFerrin (01/27/2013) [-]
i can't supply a proof but i would venture a guess that certain number combinations are impossible. for example, 50,000,000 zeroes side by side. There may be a proof out there that shows that numbers cannot repeat past a certain amount due to the nature of the calculation. idk for sure though
#29 to #25 - meebert (01/27/2013) [-]
the first time 3 digits in a row are the same number doesn't happen until about 160 digits, it doesn't seem like a number that likes repeating numbers.
#24 to #17 - croc (01/27/2013) [-]
I think "every possible real positive integer combination" would be more accurate
User avatar #15 to #13 - cakeisawesome **User deleted account** (01/27/2013) [-]
...woah.
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