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Just like countable infinite dimensional is high 1-B, being aleph 2 dimensional is 1-A, and aleph 2 is basically a higher level of infinity then uncountable infinite D or low 1-A.Can you tell me what are all the things that qualify for 1-A
And why conceptual transcending of spacetime dont qualify for it anymore
Can you give me a example of worlds that qualify for 1-A and dont have high 1-B cosmology on them and how they qualify for itJust like countable infinite dimensional is high 1-B, being aleph 2 dimensional is 1-A, and aleph 2 is basically a higher level of infinity then uncountable infinite D or low 1-A.
As for second question cause it becomes NLF. But as someone explained me.....
Let me establish a difference between an order and system really quick as well. When we use a term like Cho jigen (super dimensional) it can translate to “next order of dimensions”. Why is the word order here emphasized? Because this is where scaling gets prevalent to more complex issues and foreign concepts. Let’s take a system of dimensions, for example 22. There are 22 dimensions in this system, and are identifiable with the meaning of a cardinal number. For this system, these 22 cardinals are contained within an ordinal number or ω. A ω though despite having higher ordinals above that first infinite one, are still denoted by the same cardinality N0 (aleph null) so you can be above that first ordinal (order) that defines {1,2,3,…,21} But you’d still fall under the ordinal (order) that defines {1,2,3…..,22} .
According to this site the swirl of the root qualifies.Can you give me a example of worlds that qualify for 1-A and dont have high 1-B cosmology on them and how they qualify for it