So that between the members of the set of integers and the members of the set of real numbers (involving decimals), it can always be paired (connected) one to one (bijective) for all members of the two set of different types of numbers.
This also has confirmed that from the left side to the right side there is an equality of numbers, that the two sets are sets with the same possible number of UNCOUNTABLE numbers.
Yes, that "Continuum Hypothesis" is FALSE.
That there is no "countless" greater than another “countless”.
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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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