Banach-Tarski paradox - Wikipedia, the free encyclopedia

I remember reading about this a couple of years ago, and thought "WHAT THE FUCK EVER! There is no way you can cut up a soccer ball and put the pieces back together and get a set of soccer balls." I then proceeded to try and do such, and I lost my soccer ball. It is okay though, because... more

Reviewed by tree-lights Jun 04 2008, 11:30pm ( 4 reviews ) • wikipedia.org

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Rated by tree-lights on Jun 04 2008, 11:30pm

I remember reading about this a couple of years ago, and thought "WHAT THE FUCK EVER! There is no way you can cut up a soccer ball and put the pieces back together and get a set of soccer balls." I then proceeded to try and do such, and I lost my soccer ball. It is okay though, because I got it for Easter in one of those cheap $4 baskets.
Reviewed by SleweD on Aug 16 2007, 8:56am

ahh euclidean space..thats why its equidecomposable, it all makes sense now..
Rated by timfrietas on Jul 14 2007, 10:30pm

??? I am lost. But this sounds awesome. :)
Rated by HorseWithNoBunty on Aug 07 2005, 5:37am

Q: Do you know any catchy anagram of Banach-Tarski? A: Banach-Tarski Banach-Tarski...

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