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Date: Wed, 19 Jun 24 18:37:44 +0000
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From: WM <wolfgang.mueckenheim@tha.de>
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Le 18/06/2024 à 23:06, Jim Burns a écrit :

> If the set of numbers.remaining
>   does not hold a first element,
> then the set of numbers.remaining
>   is the empty set.

That is your big mistake! Start to count, continue, continue, continue, 
... . What you can determine that you can count. The set of not counted 
numbers remains infinite. But you cannot determine a first element. 

All your following waffle is worthless, because it violates this 
fundamental truth. Simply try it instead of "proving" counterfactual 
nonense.

Regards, WM