So basically I was bored as hell and did some simple math with ∞.
∞ + 1 = ∞
0 * ∞ = 0
∞ / ∞ = 1
1 / ∞ = 0
∞ - ∞ = 0
...wait, go back to number 4.
1 / ∞ = 0
Let's set 1 as x.
x / ∞ = 0
If you pay attention is school, you know, if you multiply both sides of a equation with the same number, x stays the same. So let's multiplay with ∞...
x = ∞ * 0
And since (number) * 0 is always 0...
x = 0
MIND = BLOWN.
Basically, I just made every bumber existant equal to 0. As you see, math is full of screwups.
Now there are 2 contraries:
a) (number which is not 0) / (other number which is not 0) never equals 0
b) parallels meet in infiniteness
...what the hell did the inventor of math/∞ think when doing this?
Discuss. And if you don't get it, pay attention in math.






















