please help with cosmology (2C-1C)

[hichrist]

Let's say we have 2 space-time continuums floating in a realm/void/etc. which is naturally arbitrarily bigger than them.
I guess this void would be low 2C in size, as it's quantitatively > 2 2C constructs.

What if this realm encompasses an infinite amount of 2C structures. It'd be bigger than an infinite amount of 2Cs, is that 2-A for simply being bigger or are we reaching complex multiversal, since said realm is not = infinite 2Cs but qualitatively larger than all of them combined.

I assume we can't reach 1-A just yet without any statements on said realm transcending e.g. space and time/the multiverses inside/etc., but are we talking 1-C already, without any indication of that realm having a 5th(/Xth) dimension, even though by vswiki's own definition, any distance between 2 continuums qualifies to be called a 5th dimension?

 

[Arceus0x]

Can you re-word it in a shorter way?
A void with 2 space time continuums is 2-C and if it has an infinite amount of 2-C structures then it is by definition an infinite multiverse. If the void is normally bigger than them then it is just higher 2-A unless it transcends those universes on a dimensional scale and it transcends it's space-time ect. . If these conditions are met then you could have low 1-C even with one TSC.

 

[hichrist]

That does answer my question, thank you sir.