A series of numbers is always uncountable, so how can there be a series of numbers that is more uncountable than the one that was previously uncountable?
How to measure one thing than the other when both are equal? Thus the method was found which became the root of this problem. Some have objected to this.
It’s not that they’ve been cheated, but they deceived themselves, then made this a trick for the next generation.
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Beware of Illusion in Math | Denial of CH Determines that We are not Living On Discrete World
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