You very much can count real numbers. You just can’t count all of them.

Isn’t this more of a cube root?

I just realised it could also mean the entirety of a set with an infinite cardinality.

But we don’t have enough evidence to conclude the cardinality of fuckery. And if the cardinality is not the same, there can’t be a bijection and therefore also no isomorphism between two groups.

Doesn’t entire fuck imply it’s finite?

And even if it’s not a finite set, there is nothing that says if it’s countably or uncountably infinite.