Let's try and get 1,000,000 replies to this post

Oh, its really far out there, actually.  I think it was "lethal weapon 2" and Leo was sitting in the back seat going on and on about 'they screw you at the drive through'.  I just take it and use it anywhere you get screwed.
 
Right. Okay.




I now have 4 warts on my feet. And they hurt. Alot. Fuck the leg support guy, fuck him to hell.


4/5 days of job remaining, plan to make the most out of them.
 
Wasted CLV said:
My son bought his from Radio Shack, and they offered a free replacement for 2 years for $15, so he took it.  The guy said they replace them whenever they break.
Click to expand...

Here, several stores offer that kind of option as standard (I mean, it costs nothing), though usually for a year.  I broke down 4 headphones within that one year. :D  I think I'm around number 13 or 14, starting from 2005 or so.
 
national acrobat said:
If you go to Google Maps, White City in west London is currently reading 'White Stadt'; is there something we need to be told?
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Oh, I was under the impression that everyone had heard...
 
SinisterMinisterX said:
Code: 
     a = x
   a+a = a+x
    2a = a+x
 2a-2x = a+x-2x
2(a-x) = a+x-2x
2(a-x) = a-x
     2 = 1
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The equality doesn't hold anymore when you divide both sides by zero  :P
Except if you are Adrian Smith

@Perun and the White Stadt thing: I have most certainly not heard ...
 
I bought some Edifier headphones with a woofer for 120$. I was still using i-tunes come default player, then.
Once I discovered VLC for Mac, there was no need of using them anymore, so I gave them to a friend.

Eddies Wingman said:
The equality doesn't hold anymore when you divide both sides by zero  :P
Click to expand...

Yet is something that Genghis Khan could tell to his students, showing what happens when we do!  :smartarse:

Eddies Wingman said:
Except if you are Adrian Smith
Click to expand...

This maybe should be avoided to be taught in a typical classroom
 
That being said, when we were having our introductory math course here at university (back in 2002) we operated with a little something called "Erlend's Constant". It could be used to verify that we had found the correct solution to an equation, by multiplying both sides of the equation by that constant. Since the constant was 0, we could always sit back and conclude that the equation had been solved correctly.
 
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