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Am Wed, 06 Nov 2024 11:41:47 +0100 schrieb WM:The infinite case is every finite case. What more could it be? Infinite natural numbers?On 05.11.2024 20:39, joes wrote:In every finite case.Am Mon, 04 Nov 2024 12:19:33 +0100 schrieb WM:>In every case.Not if you really multiply all numbers.But you will get larger even numbers than were multiplied.You must be clairvoyant if you knew in advance whether something isI know I will get even numbers.
done at all.
If I start with 2 and keep doubling, I never leave N or reach omega.If you start with the greatest natural number that you can start with, you remain in ℕ. But if you double all, then you get transfinite numbers: [0, ω]*2 = [0, ω*2] but not your ugly fantasy [0, ω] U {ω*2}.
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