Question about cardinals

[Rxtsuki]

On the FAQ page, here, it says, "countably infinite dimensions High 1-B." and "P(ℵ0) number of spatial dimensions/layers of reality is Low 1-A."

The question I have is, do these amount of dimensions have to be layered hierarchical/on each other, or can these dimensions be "next to each other" in a way that there's ℵ0 or P(ℵ0) number of dimensions, for example, an ℵ0 amount of 5-dimensions, meaning they're not stacked upon each other, be High 1-B? And would this be the case with higher Alephs like ℵ1 and onwards?

 

[Larssx]

for example, an ℵ0 amount of 5-dimensions,

ℵ0 amount of 5-dimension? Low 1-c (Ofc if this 5 dimensions are dimensions that qualitatively transcend each other)

And would this be the case with higher Alephs like ℵ1 and onwards?

This will still make you Low 1-C but 6 dimension because it means to the qualitative transcendence between the uncountable infinite.
If we talk about bigger things like P(P(ℵ0))
Even a 1-dimensional structure of this amount will make you at least Low 1-A.

 

[Rxtsuki]

ℵ0 amount of 5-dimension? Low 1-c (Ofc if this 5 dimensions are dimensions that qualitatively transcend each other)

This will still make you Low 1-C but 6 dimension because it means to the qualitative transcendence between the uncountable infinite.
If we talk about bigger things like P(P(ℵ0))
Even a 1-dimensional structure of this amount will make you at least Low 1-A.

Alright, thanks!