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Question about size and 2-A

The one thing that is weird would be range because you can have above baseline range in 2-A. How would range be above baseline in 2-A if being bigger than 2-A structure is Low 1-C?
 
If a thing is stated to be bigger in size than a 2-A realm, is it Low 1-C?
It depends. Above baseline 2-A is a thing that exists. It mostly depends on portrayal.

If it's more like another infinite multiverse, making the infinite multiverse even infiniter, in a way that's stated to be bigger, that'd probably just be higher into 2-A. If it's actually a higher realm that supersedes the 2-A structure in one way, it's probably Low 1-C.
 
idk how we treat various specific cases. I just know that some are above baseline 2-A while some are Low 1-C.
 
I mean you can't have two infinities that are the same size as one another embedded in one another, one has to be bigger and one has to be smaller unless the verse states otherwise. And of course, a bigger infinity than another infinity is simply a higher infinity.
 
I mean you can't have two infinities that are the same size as one another embedded in one another, one has to be bigger and one has to be smaller unless the verse states otherwise. And of course, a bigger infinity than another infinity is simply a higher infinity.
In math you can, that's why we have a thing called subset relationship.

natural⊆integers⊆rational.
 
It depends. Above baseline 2-A is a thing that exists. It mostly depends on portrayal.

If it's more like another infinite multiverse, making the infinite multiverse even infiniter, in a way that's stated to be bigger, that'd probably just be higher into 2-A. If it's actually a higher realm that supersedes the 2-A structure in one way, it's probably Low 1-C.
Depends on bigger in which sense.
What about the 2A structure being subset or microcosm in that thing???
 
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