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What tier is this?

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I wouldn't call myself knowledgeable but I would consider this at least low 1-A. Depending on how that works with space and time it could be much higher.
 
It has infinite dimensions and is superior to that tree with infinite dimensions so this sounds like low 1-A to me. The dimensions are described as layers and they are called infinite.
 
It maybe higher into 2A but I don't think its 1B let alone Low 1A
 
Dimensions are clearly used in the geometric sense, but I don't know for certain if this would be High 1-B

I would lean towards yes for what it's worth
 
Now that I think about it a little more I realise that containing a tree with a infinite dimensions doesn't necessarily make you superior to it. So I'm also leaning to High 1-B for now.
 
I thought just being layered isn't enough. Or is just implicating it to be geometric dimensions enough? If then yes its High 1B. Though which series is it from?
 
I don't know why being layered wouldn't be enough. Layer seems to indicate a kind of level to me which would be a dimensional Level in this case. I certainly don't get the vibe of dimensions or layers referring to universes.
 
Okay, is everything cleared with that? Any further questions? Is everything about the answers and reasonings correct? If the answer to the first and the last questions is yes and the answer to the second question no, then we can close this thread.
 
I had doubt about the layer or planes because it seemed to suggest each layer had different versions of the character and such. So, it seemed like a parallel universes.
 
You preferably need more staff input here.
 
Anyway, going by the above scans, I did not notice any explicit proof that "dimensions" here refers to spatial ones of infinitely higher degrees of power than the lower ones, rather than being a word for universes with alien laws of physics and similar.
 
Yeah, that seems pretty vague to me. No indication if those layers are separated into higher and lower orders of existence or if they all inhabit the same level and have the same general scale, in which case, we assume the latter.
 
@Ultima

Thank you for helping out.

@Roachman40

No problem.
 
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