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On 2024-11-11 11:33:52 +0000, WM said:
Cantor said that all rationals are within the sequence and hence within all intervals. I prove that rationals are in the complement.Between the intervals J(n) and (Jn+1) there are infinitely many rational
and irrational numbers but no hatural numbers.Therefore infinitely many natural numbers must become centres of intervals, if Cantor was right. But that is impossible.Where did Cantor say otherwise?
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