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On 03.11.2024 01:17, Richard Damon wrote:Nope, as no element of (0, ω) when doubled exceeds ω, as all were finite, and twice a finite number is finite.On 11/2/24 5:34 PM, WM wrote:Remember, 2 times any Natural Number is a Natural Number, provable by mathematics.Every doubled interval gets larger. (0, ω)*2 = (0, ω*2).
If a dark number can become visible, then it was never dark, and your set was never complete.Its numbers are finite as we see when a dark number becomes visible. ω is the first infinite number by definition. ω - 1 is finite but lies in the dark realm and therefore cannot be counted to. It appears as if it was infinite.Every interval (0, n) is finite because n is finite. But for dark numbers n this cannot be seen. The dark realm appears as infinite. It cannot be counted through.>
And thus is not finite.
Regards, WM
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