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How do you count it though? If every universe contains an infinity of other universes and that only in one single world that is a part of another amount of endless worlds which are all contained in one layer, how is that countable?Antvasima said:I am not certain, but I think that it can still be handled via countably infinite numbers, which is High 1-B.
any thoughts to my comments?Blackcurrant91 said:So we downgrade Los to 'Unknown, Possibly High 1-B with preparation' and then maybe leave true form as just High 1-B for being an unknown degree stronger?
Agreed. What do others think of it?Blackcurrant91 said:I mean this is the justification for Gans High 1-B. 'The multiverse which makes up the Dark Tower is comprised of infinite layers or "steps", each of which contains an infinite number of universes which are themselves infinitely larger than those found on the step below. It has been stated that an entire universe in one step can be contained within a single atom of a blade of grass in the step above, with this same step having an infinite multiverse which is itself contained within a grain of sand in the next step, and so on.'
The way it's described here actually does sound like Low 1-A
But it's not just that. It's also the fact that one universe contains an infinite amount of other universes, and one layer has an infinite amount of universes and put that together with there being endless layers, I think it's low 1-A.Antvasima said:I still think that an infinite hierarchy of higher infinities is usually counted as High 1-B without further specifications.