Board Thread:Fun and Games/@comment-37322933-20181105005711/@comment-37322933-20181105014810

Incorrect.

Proof: Let Jenkn's number be equal to x.

x + 1 > x

Now, imagine a road that goes forever in one direction. It is therefore infinite miles long.

If I drove x miles down that road, then drove one more mile, that road is at least x + 1 miles long.

Therefore, that road is longer than a road that is x miles long.

Therefore, infinity is greater than Jenkn's number.