msg me.
Massage or message?
Why did you not post your question here?
If your question is whether the rational numbers are the same size as the integers, then the answer is yes. This is a counterintuitive result, since the rationals are dense in the reals, and the integers are not, but it is true. The proof is left as an exercise to the reader (hint: think of spirals and Z^2).
@rationalisedinteger said in #1:
> msg me.
Use lichess.org/appeal ur rating doesn't change because you are banned
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