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WM wrote :
Let every unit interval after a natural number on the real axis be coloured white with exception of the powers of 2 which are coloured black. Is it possible to shift the black intervals so that the whole real axis becomes black?
The limit of the sequence f(n) of relative coverings in the interval (0, n] is 0, not 1.The analytical limit is wrong in your opinion?Which limit?
Which limit?That is where Cantor's bijections are believed to be complete.
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