High 2-A & Uncountably Infinite 4D Power

[Endless_Astrograph_Sorcerer]

Conceptually, I understand the basic difference between a countably infinite set and an uncountably infinite set along with the 5D size of an uncountably infinite 4D object (?) being indeterminate (?).

So, my questions are:

1) How is this actually expressed in fiction?

2) Do these characters ever definitively qualify for High 2-A without 5D power ever being made explicit?

3) Any examples of characters that are classified this way? I can't actually think of any myself.

 

[MrKingOfNegativity]

The answer for 1 can easily be summed up with Mister Mxyzptlk.

To make a long story short, this is how he's capable of viewing the dimensions below him. He also sees "reality" in the DCU the way we normally view comic books.

Probably the most blatant example I can think of, and most other High 2-As probably don't show the difference between themselves and lower beings in this fashion, but the general mechanics would be the same for all of them.

 

[Endless_Astrograph_Sorcerer]

Thanks for replying, just to clarify though in my questions, I was specifically referring to characters who would fall into this category:

"Characters who can destroy and/or create an uncountably infinite numbers of universes may potentially also be assigned this tier, as their geometrical 5-D size can be higher than 0."

Idk much about Mxyzptlk but the page states that he's a 5D being himself so wouldn't that make explicitly stating the capacity to do the above (destroying/creating uncountably infinite numbers of universes) irrelevant in terms of which tier he'd be placed in?

 

[MrKingOfNegativity]

Ah. Must've misread the OP then. Sorry about that.

 

[Endless_Astrograph_Sorcerer]

It's all goood lol

 

[Endless_Astrograph_Sorcerer]

Bump

 

[Antvasima]

I do not recall any instance of fiction making a distinction between a countably and uncountably infinite number of universes, no. DontTalk simply checked up the math, and we included the description because it would be mathematically correct in terms of geometry.

 

[Endless_Astrograph_Sorcerer]

Gotcha, thanks!

Now, I want to try to find one

 

[Antvasima]

No problem. I will close this thread then.