Re: abundance of irrationals!)

In article <MPG.1ce2bd52885ea2c9989baa@xxxxxxxxxxxxxxxxxxxxxxxxx> Tony Orlow (aeo6) <aeo6@xxxxxxxxxxx> writes:
....
> WM, they seem to think that you can keep adding one to the value of a
> number, and it will never reach infinity, but you can keep adding one
> to a set size (which is a natural number) at the same time, and it WILL
> achieve infinity.

Right for the first, wrong for the last. In the series of sets {1}, {1,2},
{1,2,3}, ..., you will never reach the set of natural numbers.
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