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On 10/31/24 5:31 AM, WM wrote:
The problem is functions don't "grow" at a pointStep functions like NUF do.
NUF(x) has an infinite slope at x = 0, as the unit fractions have an accumulaton point there.Wrong. In spite of the accumulation point, all unit fractions exist at different points separated by uncountably many points. The accumulation point has only been invented when the facts were not clear. By the way the accumulation point shows that dark numbers exist. Infinitely many unit fractions cannot be distinguished.
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