@spinach the problem with that then if I say "∀n∈C", then I'm just including all real and complex numbers that have the some distance (such that |n|∈R, for any n in C) from the origin. So like, then what about representations on any plane we choose to define 🤷♀️
So, we can define the value of any number we imagine on any plane with any symbol we choose to express it with the real set. Otherwise, I dunno how we encompass all mathematical objects that are a "number" (and the subsequent philosophical discussion of who gets to decide what a number is).
In summary, I feel like an annoying reply girl and I am going to do a lot of dumb shit later to make up for it lolol