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[sigh] gotta go school. Bye
Thursday, 17-May-12 13:47:26 UTC from web-
@themildandfrangiblepipsqueak im 10! lol
Thursday, 17-May-12 13:47:56 UTC from web -
@sonorouscadenza LOLLLLLLLLL!
Thursday, 17-May-12 13:51:06 UTC from web -
@sonorouscadenza mid-20s here
Thursday, 17-May-12 13:52:38 UTC from web -
@sonorouscadenza I'm only 17 :<
Thursday, 17-May-12 13:52:51 UTC from StatusNet Android-
@redenchilada lol im older :p
Thursday, 17-May-12 13:53:30 UTC from StatusNet iPhone
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@sonorouscadenza I'll be using that method to describe my age from now on.. 19, give or take 10 years.
Thursday, 17-May-12 13:57:08 UTC from web-
@pony hah I'm 25 give or take a month ;P
Thursday, 17-May-12 13:57:50 UTC from web-
@lyrica o.o recent birthday?
Thursday, 17-May-12 13:59:49 UTC from web-
@pony June 4th
Thursday, 17-May-12 14:02:22 UTC from web-
@lyrica awesome. I hope all your pony wishes come true.
Thursday, 17-May-12 14:03:05 UTC from web-
@pony my only wish is for a way to afford going to BronyCon and finding a place to crash during it (my ride would be my sister nd her boyfriend if we can find some way of paying, unemployment sucks)
Thursday, 17-May-12 14:04:35 UTC from web-
@lyrica ah i see. best of luck then! I'd love to go to Bronycon as well, but that won't happen without some sort of miracle
Thursday, 17-May-12 14:05:39 UTC from web-
@pony that bites, but I feel the same way due to being jobless/unemployed :<
Thursday, 17-May-12 14:06:19 UTC from web-
@lyrica You draw, right? I've known people to take commissions to fund congoing.
Thursday, 17-May-12 14:09:45 UTC from StatusNet Android-
@redenchilada draw yes, not that great enough to get people to pay
Thursday, 17-May-12 14:10:46 UTC from web
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@sonorouscadenza oh yeah? Well then I'm the square root of -1 years old!
Thursday, 17-May-12 14:01:16 UTC from web-
@pony Let's just agree we all can only be real numbers years old.
Thursday, 17-May-12 14:02:41 UTC from web-
@hakupony what about n divided by 0 years old?
Thursday, 17-May-12 14:04:36 UTC from web-
@pony I don't think you can devide through zero at all - and if you could, the result would be no real number. I could be wrong there because I don't have maths at college...
Thursday, 17-May-12 14:09:48 UTC from web-
@hakupony my calculus class taught us some about dealing with x/0 stuff. It basically equals infinity, but there was more to it i don't remember any more
Thursday, 17-May-12 14:12:23 UTC from web-
@pony It depends from which side you approach it. If you approach it from negative numbers, you get -infinity. If you approach it from the positive side, you get +infnity. If x is zero, every result would do the job because x*0=0
Thursday, 17-May-12 14:14:48 UTC from web-
@hakupony ah you see.. 0/0 may not equal zero.. it may actually equal 1
Thursday, 17-May-12 14:18:37 UTC from web-
@pony or 117847. Let's prove it: 117847*0=0 Every possible number for x will do if you have the equation x*0=0 which WOULD be the same if you were allowed to devide by zero: x=0/0
Thursday, 17-May-12 14:20:39 UTC from web-
@hakupony yes precisely! nice proof
Thursday, 17-May-12 14:21:43 UTC from web
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@pony It all depends on the axioms being used.
Thursday, 17-May-12 14:34:50 UTC from web-
@toksyuryel too true!
Thursday, 17-May-12 14:36:19 UTC from web
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@pony Which proves again I am interested in the weirdest stuff...
Thursday, 17-May-12 14:16:45 UTC from web
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@pony You're i years old? Neat! I'm e years old!
Thursday, 17-May-12 14:03:40 UTC from StatusNet Android-
@redenchilada e is my favorite non-integer! lucky!
Thursday, 17-May-12 14:08:37 UTC from web
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@sonorouscadenza perhaps some day you'll grow up to be as unreal as me!
Thursday, 17-May-12 14:08:00 UTC from web -
@sonorouscadenza lol* wut the buck?
Thursday, 17-May-12 14:09:40 UTC from web -
@thatonepony I know the interesting part is thinking about why it is impossible. I proved the whole thing for myself by using arguments ad absurdum.
Thursday, 17-May-12 14:31:13 UTC from web
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