I believe this is actually true - there is not a precise logical manner to define counting arbitrarily large quantities - basically we can define ways to count to some specific quantity, but the general way to count is simply to refer to things that are vaguely "next" and I think this even relates to physics and time.
I don't want to too technical but consider a computer - it only has a finite quantity of memory and can't continually store more and more information without eventually filling all available positions in memory.
If a computer could somehow store unlimited quantities of information, then we couldn't specifically determine where it stored that nor what would already be present there, nor could we even be certain that such space was actually capable of storing anything - it would be uncontrolled and undetermined and not something determinable ahead of time via. logic.
Basically I think Platos view that numbers and forms preexist as building blocks for other things is likely true - though maybe there exists some realm outside that, we wouldn't be able to communicate much of anything about it as our communications use those numbers and forms![]()


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