Prove infinitely doesn't exist.

Provide either of two things:
1. A number so large I can't increment it.
2. A number so small I can't divide it.

Still waiting, Goyim.

>>38
That seems rather true to me, assuming you are talking about the reals.
Every rational must have a repeating decimal.
A decimal expansion is a special case of an infinite series, a geometric series in base 10 with each coefficient being 0-9.
In fact, this could be a counter example:

.101001000100001000001....0_n1...