User blog comment:P進大好きbot/List of common mistakes on formal logic appearing in googology/@comment-30279966-20200118174447

How many computable numbers are there? I see the contradiction in that there are both: Thus, I think it may be reasonable to replace uncomputable numbers with uncomputable functions. Uncomputable number is not a mathematical term.
 * aleph_0 computable numbers as there are aleph_0 values of any computable function
 * finite number N of computable numbers because there are uncomputable finite numbers larger than N