Btw it can reach H1-A? How about 0? Also how can it reach H-1A?
...Simply just by having a High 1-A or 0 structure? As I already said non euclidean structure doesn't have much value to define any tier, as it can be literally anything
Yeah sure but i meant if it was H-1A or 0 how so?
You prolly don't understand what I mean, I want to say that you just need to ignore the whole non euclidean thing as it means nothing at all
The hyperdimensional space is low 1-C if infinite stories/worlds can't reach it
So you mean that a non euclidean in a verse could be 0 or H1-A via having inaccessible as a reference point?
I mean non euclidean doesn't really affect the tier of any verse without more contexts, hope it's clear now.
Alright so it being H1-A or 0 would depend on the supporting context but anyways how far can euclidean spaces can get?
What can I say...As far as I understand our tiering system is directly based on euclidean spaces so it can be any tier depending on the number of dimensions that the verse has (like even up to High 1-A or 0)
I see, so i guess atleast low1-A at it's peak by using the real coordinate space.
The context here appears to be saying that the hyperdimensional space is transcendent over the Euclidean structure rather than it simply being non-Euclidean (which yeah the latter would not be sufficient for 1-A).
I mean non euclidean can't be reached by euclidean space too (which is what the scan says)
Shouldn't it be 1a in this case? Well im assuming you are using the infinite numbers as well to reach such conclusion.
I don't understand why it's 1-A, euclidean spaces can mean 3-D, 4-D or 5-D or whatever number depending on how the verse has (and there is no mentioning of infinite dimensions in this case unless I miss that part).
Oh it seems like you misinterpreted i wasn't talking about the verse.
oclide space= geometric Space. they can create all geometric spaces. I think it is inferred that it includes infinite dimensional geometric spaces.
Well by this logic it should be around L1-A to 1-A because of real coordinate space which expands to aleph 1 in size at best if im not wrong.
Hmph? So you're asking whether or not transcending an infinite number of dimensions is 1-A?
i.e. I see that a structure containing all euclidean events will be low 1A, but if the hyper-dimensional oclide space meant in the series is 1 dimension higher than the normal universe, it will be low 1C.
Would be better to use the lowball estimate which is Low 1-C but you can go with Atleast Low 1-C possibly 1-A type of thing.
It’s pretty specific in this case that in the Euclidean geometry being unable to reach it, it’s superior to it. Also I don’t see how that would give higher than 1-A, I think for a character to be High 1-A in the first place, they would have to transcend a 1-A in verse.
A verse doesn’t need infinite dimensions to be 1-A. It just has to be superior in a way that even if infinite dimensions were added, it wouldn’t matter.
If the given items contain High 1A structures directly and the character is scaled to these structures, it can be High 1A without 1A in the series. but I don't think oclide spaces even go up to 1A.
