O.o

http://video.google.co.uk/videoplay?docid=-3974466981713172831

>>55

I don't even think it's possible to comprehend how hueg that is.

With sharp eye and extreme luck, you might even find those two stars from here.

Now THATS what I call HUGE!

Nothing good can come of this.

>>91

If the picture represents a black hole, i'd just like to note that black holes are objects with enormous mass and density, so it's basically hell loads of stuff crammed down to as small size as possible, so it's kinda against the title "huge" isn't it?

>>93
Black holes are what you get when you divide huge numbers by zero.

>>94

Actually what you get then, is math error.

>>95
In the field of non-infinite real numbers, perhaps. If you're using the real projective line (which would make sense if you're performing zero division) you'll end up with infinity, which makes perfectly logical sense because ∀x>0, lim _y→0⁺ ^x/_y = +∞ (and similarly for x<0).

>>96

True, but you can only ever get so close to infinity when y isn't actually 0. Infinity is impossible to reach since it is not a number. If it would be possible to reach, there would allso be infinity + 1 wich would annul the definition of infinite. Thus dividing by zero is also impossible. Its a mathematical law, same as the fact that you cant get square root for values below zero.

>>99
http://en.wikipedia.org/wiki/Real_projective_line

>>99
http://www.google.com/search?q=sqrt%28-1%29