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Why is low 2-C higher than high 3-A?

InkyBattles

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I never understood why universe level+ higher scales higher than high universe level. If High universe level are infinite 3-dimensional spaces and universe level+ can have finite spaces wouldn’t high universe level be considered superior to universe level+? Does universal level+ having time make it higher than high universal level somehow?
 
I never understood why universe level+ higher scales higher than high universe level. If High universe level are infinite 3-dimensional spaces and universe level+ can have finite spaces wouldn’t high universe level be considered superior to universe level+? Does universal level+ having time make it higher than high universal level somehow?
Low 2-C is about an uncountably infinite of something 3D.

If you have a High 3-A structure, making said structure uncountably infinite (Aleph 1) in quantity, would make you jump from High 3-A to Low 2-C.
 
Low 2-C is about an uncountably infinite of something 3D.

If you have a High 3-A structure, making said structure uncountably infinite (Aleph 1) in quantity, would make you jump from High 3-A to Low 2-C.
Bro is NOT going to understand this 😭. (Btw when are you becoming a mod so I can spam you)
 
I never understood why universe level+ higher scales higher than high universe level. If High universe level are infinite 3-dimensional spaces and universe level+ can have finite spaces wouldn’t high universe level be considered superior to universe level+? Does universal level+ having time make it higher than high universal level somehow?
To explain this as simply as I can, Low 2C, is a 4-dimensional structure, High 3A is an infinite-sized 3-dimensional structure.

To simplify it even further, let's say you have a line (1-dimensional structure), and your goal is to fill out a square (2-dimensional structure). How many lines does it require? The simple answer is "impossible", since the square can never be filled by a line, no matter how many times the same line is drawn.
 
In this instant, they seem to behold the entire four-dimensional spacetime—a quadruple helix structure resembling a vortex-like vista, with lingering afterimages like countless three-dimensional light cone diagrams superimposed upon one another.

Every shape in space is merely a fragment produced when higher dimensions intersect with this spacetime—like a single face of a cube, or an arc segment of a sphere.
 
Comparing High 3-A to Low 2-C is like comparing counting all whole numbers from 0 to infinity, to counting all real numbers between 0 and 1.

For the former, as long as you have infinite time, you can eventually reach infinity.

For the latter, even infinite time isn't enough to count all the numbers, since every number between 0 and 1 is an uncountably infinite set.

(ex: All numbers between 0.001 and 0.0001 doesn't just include 0.0002, 0.0003, 0.0004, etc, but also includes 0.0011, 0.00111, 0.001111, 0.001111, so on and so forth for literally any number between 0 and 1).

Basically, no amount of adding/multiplying High 3-A will ever reach Low 2-C, unless it's by an uncountably infinite amount.
 
Imagine you have a Cargo box that is infinite in size
But you have a truck that can carry an infinite amount of it
But the truck carries smaller cargo that is not infinite in size, but still enough to fill it up
high 3-A is the infinite sized cargo
Low 2-C is the truck filled to the brim with the smaller cargo
 
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? Does universal level+ having time make it higher than high universal level somehow?
It's more about volume than anything. A 2-D space will have an infinitely smaller volume than a 3-D space because it lacks that third directional axis. By the same notion, a 4-D space will have a larger volume than a 3-D space.
 
Now I understand, thank you everyone for taking the time out of your day to answer very much appreciated. :)

Mods feel free to close this thread now.
 
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