Quote (jjarv @ Tue, Jul 7 2009, 12:14am)
How can there be an infinite amount of anything in a given finite set?
Between 0 and 1 there is:
.01, .001, .0001, .00001, .000001, .0000001, .00000001 and so on and so forth forever.
If its finite though, count all the numbers up and get back to me.