My bad. Of course! The difference is vast.
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Great CIV QUOTES Wanted!
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(Coracle go play) Pac-Man... oh wait, it's not realistic that pac-man can eat all those dots. For him to be able to eat all of them his total volume would have to be greater than the sum of all of them. And Ghosts! Come on folks, lets get back to reality here.
-- wrylachlan, in response to yet another 'Culture Flipping is not realistic' argument
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DeepO
[Edited a little to make it more clear for those who didn't encounter it the first time around]Last edited by DeepO; July 30, 2002, 11:32.
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Originally posted by Skanky Burns
I have, Kass. Can't remember which one though.
Edit: I'll keep editing 'till I see one, damn it.
Edit: Jännitys tiivistyy...
Edit: Must... edit... again...Last edited by Kassiopeia; August 2, 2002, 19:37.Cake and grief counseling will be available at the conclusion of the test. Thank you for helping us help you help us all!
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Not exactly Civ related - but we have Zen quotes, which, given the Mathematical provenence of the original database probably came from Godel, Escher Bach. So I thought I should suggest:
To every w-consistent recursive class K of formulae there correspond recursive class-strings r, such that neither vGenr nor Neg(vGenr) belongs to Flg(K) (where v is the free variable of r).
-- Kurt Gödel, Proposition VI, "On Formally Undecidable Propositions in Principia Mathematica and Related Systems I"
%Last edited by Chowlett; August 3, 2002, 06:38.The church is the only organisation that exists for the benefit of its non-members
Buy your very own 4-dimensional, non-orientable, 1-sided, zero-edged, zero-volume, genus 1 manifold immersed in 3-space!
All women become like their mothers. That is their tragedy. No man does. That's his.
"They offer us some, but we have no place to store a mullet." - Chegitz Guevara
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Originally posted by Chowlett
To every w-consistent recursive class K of formulae there correspond recursive class-strings r, such that neither vGenr nor Neg(vGenr) belongs to Flg(K) (where v is the free variable of r).
-- Kurt Gödel, Proposition VI, "On Formally Undecidable Propositions in Principia Mathematica and Related Systems I"
I've seen stuff that's even less Civ-related than that, though. There're some pseudo-philosophical things in the databse about why life sucks.
You are a coward.
-- North Korean fortune cookie on The Simpsons
%Everything changes, but nothing is truly lost.
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It's mentioned in the one where Kirk and Luanne Van Houten (Milhouse's parents) break up at the Simpsons' party. Afterwards Marge is talking to Homer, and she says, "Those North Korean fortune cookies were so insulting. 'You are a coward.' I mean, nobody likes to hear that."Everything changes, but nothing is truly lost.
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Originally posted by Chowlett
Not exactly Civ related - but we have Zen quotes, which, given the Mathematical provenence of the original database probably came from Godel, Escher Bach. So I thought I should suggest:
To every w-consistent recursive class K of formulae there correspond recursive class-strings r, such that neither vGenr nor Neg(vGenr) belongs to Flg(K) (where v is the free variable of r).
-- Kurt Gödel, Proposition VI, "On Formally Undecidable Propositions in Principia Mathematica and Related Systems I"
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