Re: how

On 5/3/24 7:18 AM, WM wrote:

Le 02/05/2024 à 19:06, Moebius a écrit :

Am 30.04.2024 um 14:56 schrieb WM:
>

The end is smaller than ω.

>
The sequence of natural numbers (all of which are smaller than ω) does not have an end,

 Then it would stretch beyond all, in particular beyond ω. For your convenience: The sequence of unit fractions would stretch beyond zero.
 Regards, WM
 

Nope. it can't streach beyound ω, because ω is defined to be beyond it, beyond the boundless list of finite numbers.
Your problem is you seem to only be able to think in terms of finite numbers, and ω is just beyond that.
That is why numbers like this are called "Transfinite", they are beyond what is finite, and finite thinking can not handle them.
The errors are all on your end for not using the tools that can handle this sort of number. Your finite logic just can't hold them.