User:A85Spiike

'''When time is available, I will edit my page. This is only a temporary edit.'''

Me.

Now, for some fun: There are many different types of infinity:

−∞ ←→ ¼ ←→ (1→∞←2)/ 4 ←→ ½ ←→ ∞ . Ignoring the errors that would be present if the "equation" was read literally, I used the term (1→∞←2)/ 4 to represent the infinite numbers that there are present between one and two, over the number four. With the understanding of what this term represents, when you place it into the "equation", it gives an infinite amount of numbers between ¼ asked ½. If you take in to account that every number has an infinite amount of numbers in between them, then it reasons that there are infinite amounts of negative and positive numbers. Then there is the other type of infinity, the most well know type of infinity, the highest number (which goes on forever and can never be reached). Then on the opposite spectrum, there is the lowest number (which goes on forever and can never be reached), known as negative infinity.