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On 19.10.2024 12:04, FromTheRafters wrote:That is not what I asked you. Omega is a limit ordinal and "The first" transfinite ordinal. It is the order type of the natural numbers.WM submitted this idea :>On 18.10.2024 14:26, Jim Burns wrote:What is immediately before zero in the naturals?
>There is no ω>
such that the numbers are
evenly.spaced between 0 and ω
because
that describes a finite ordinal, not ω
What is immediately before ω if not finite numbers?
Zero is not the "limit" of smaller numbers but ω is.
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