NOTICE: This will serve as an archive for variants of U.Zth A⁑? that were succeeded by later, newer variants of U.Zth A⁑?.
The latest variant of U.Zth A⁑? is U.Zth A⁑α.
ozeth sezoneth thonzth zourth zofth zoxth zoventh zoheth zinoth zecath
Pootis0/Ultimate Zenoth Approximate is an End-All-Be-All, and may cause fights if a surpassing attempt is seen.
”That is NOT what Fictional Googology is for!” - Bored Thien
Can it be surpassed?
"No I meant Pootis0/Ultimate Zenoth Approximate is actually the biggest" "Oh"
^no i did not
I stole the infobox stuff from Abspiral Sorfatis ~ Ikkai becuz yes
idk if i'll work on this, but sequel to Ultimate Zenoth Constant and trilogy ender of the ultimate zenoth stuff
Prelude[]
so my progress got lost due to short memory on a CHROMEBOOK. so TL;DR: FGW super complex, time to switch paths. I am on my own path now.
Intro[]
Ultimate Zenoth Approximate is the sequel to Ultimate Zenoth Constant and the final entry in the "Ultimate Zenoth Trilogy". It is not one to go off of as easily passable; with more than 20 upcoming variants of U.Zth A, its value is far more a mystery than certain that not even the constant can uphold.
The name is not to be regarded as an attribute to the thing itself since it's just a name and nothing else.
HOW MANY TABBERS ARE THERE?!?!?!?!??[]
25, also go search for some treasure + i don't have any ideas 😭
Ultimate Zenoth Approxi-Alpha is the first of Ultimate Zenoth Approximate and is the first zenoth after the constant.
U.Zth A⁑α is a number* in a superposition (superposition-1) above the constant, which is only superposition-0, aka normal position.
Superposition[]
Superposition is the action of placing one thing on or above another, especially so that they coincide. There's another definition for superposition that's related to quantum physics called "Quantum superposition" and a few more occurences of the usage of superposition elsewhere (with potentially varying definitions), but for the sake of this, this'll focus on the original definition of a superposition.
Pretend that both the constant and U.Zth A⁑α are at coordinates (1,1). Since U.Zth A⁑α is in a superposition and the constant isn't, it's above the constant and any concept-manipulation methods used by it can't reach U.Zth A⁑α in that superposition. Aimed specifically to either surpass or equal a number, a superposition can place one above another as more position than position (i guess). This also works for different kinds of positions. Take properties as positions. If the constant has the property of accessing every concept for its own benefit and U.Zth A⁑α has the same property, U.Zth A⁑α will be above the constant due to being at superposition-1 of the property while the constant is at superposition-0 of the property. Beware though, taking a superposition of a superposition would be superposition-n+1.
It's an action, not a concept, and therefore the constant can't access an action through its intended functionality, which is accessing concepts, and that's an action the constant does, but can't access to manipulate it to its benefit.
Definition or smth idk[]
Consider U.Zth A⁑α to be superposition-1 of all properties (in)applicable where it is above all superposition-0 numbers/entries/etc. with a property. Axioms may or could affect this number, though take that with some consideration, as this article does not mention anything about axioms.
Consider U.Zth A⁑α to be superposition-1, where it is above all superposition-0 stuff, which is just position by itself. Numbers that does not modify their positions in any way are defaulted to having a normal position, aka superposition-0.
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