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About the new BDE2

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Can a "hyerarchy" of bde2 exist?
So there is this place which is bde2 = 1A = place A.
Then place A has it's own higher reality time axis.
Place B is bde2 respect place A. Is place B 1A+1 layer? And is something like that accepted? Can this thing keep going (1A+)?
 
Place A can't have BDE Type 2 if it has a higher reality time axis. And no, respecting something is not enough to prove superiority.
Just to make things clear (casue i need to understand for a scaling).
If place A is bde 2 it can't have a time axis othervise it doesn't have bde2 ?
 
Place A can't have BDE Type 2 if it has a higher reality time axis. And no, respecting something is not enough to prove superiority.
Dont we treat every Iayer of 1-A, and thus by extension BDE2, having its own notion of dimensionaIity? Such as being the same quaIitative Iayer of 1-A yet being quanitativeIy stronger then baseIine 1-A, but stiII not quaIitative?
 
Dont we treat every Iayer of 1-A, and thus by extension BDE2, having its own notion of dimensionaIity? Such as being the same quaIitative Iayer of 1-A yet being quanitativeIy stronger then baseIine 1-A, but stiII not quaIitative?
The whole concept of having BDE Type 2 is that you have transcended time and space. Having a time axis is a contradiction to that. There can be above baseline 1-A through quantitative superiority, but it won't reach a layer higher later unless it's qualitative.
 
The whole concept of having BDE Type 2 is that you have transcended time and space. Having a time axis is a contradiction to that. There can be above baseline 1-A through quantitative superiority, but it won't reach a layer higher later unless it's qualitative.
Yeah, I know that much. Considering that the question the op asked originated from something I toId him on discord, I think he proIIy misunderstood me, and asked a question which Iater you misunderstood.

My point was :
Every Iayer of 1-A has its own notion of dimensionaIity, inasmuch as having its own version of 3-D, 4-D, etc, a.k.a 3-D or 4-D in its irreguIar and higher notion of dimensionaIity. BasicaIIy quantitative Iayers on the same quaIitative Iayer but not a higher quaIitative Iayer.

That much is correct, right?
 
My point was :
Every Iayer of 1-A has its own notion of dimensionaIity, inasmuch as having its own version of 3-D, 4-D, etc, a.k.a 3-D or 4-D in its irreguIar and higher notion of dimensionaIity. BasicaIIy quantitative Iayers on the same quaIitative Iayer but not a higher quaIitative Iayer.
Every layer of 1-A, could, have its own notion of dimensionality. That's not guaranteed, it's based on the verses cosmology.
 
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