Gojo vs Goku: The Ultimate Power Scaling Debate

Summary

The PowerScaling Delusions server is hosting an intense debate regarding whether Gojo can defeat Goku. This discussion utilizes complex mathematical proofs and spatial logic to analyze the Limitless technique against Ki-based power levels. It is a must-read for community members interested in high-level theoretical power scaling and logical discourse.

fairinbox-19 OP

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fairinbox-19 OP

∀x ∈ Goku, ∀y ∈ Gojo : ((Inf(y) ∧ Mug(y)) ⇒ ¬ (Cont(x, y))) ∧ (DE(y) ⇒ IV(x)) ⊢ Def(y, x)

ℒ_Gojo = { Inf, Mug, DE, IV }

ℳ ⊨ ∃s (s ∈ Gojo ∧ ∀p ∈ ℝ³ : d(x, s) → ∞ ⇒ dist → 0)

Let 𝒜 ≡ 𝒫(Ki), ℬ ≡ ℰ(Limitless)

ℬ ⊨ ∀x ∈ 𝒜, Dist(x, Gojo) = ∑_{n=1}^∞ (1/2)^n = 1

∴ ∄φ ∈ Aut(𝒜) : φ(Goku) ∩ Gojo ≠ ∅

∴ Gojo ≻ Goku

@fairinbox-19 ∀x ∈ Goku, ∀y ∈ Gojo : ((Inf(y) ∧ Mug(y)) ⇒ ¬ (Cont(x, y))) ∧ (DE(y) ⇒ IV(x)) ⊢ Def(y, x) ℒ_Gojo =…
magiclizard-56

copy paste demon

fairinbox-19 OP

thanks bro , i will understand it and try to learn from it

fairinbox-19 OP

bro dont have any argument 😭

@fairinbox-19 bro dont have any argument 😭
oceantiger-56

Bro doesn't answered my question

@fairinbox-19 bro dont have any argument 😭
oceantiger-56

Alr nga

@fairinbox-19 ∀x ∈ Goku, ∀y ∈ Gojo : ((Inf(y) ∧ Mug(y)) ⇒ ¬ (Cont(x, y))) ∧ (DE(y) ⇒ IV(x)) ⊢ Def(y, x) ℒ_Gojo =…
oceantiger-56

Motivate ts

oceantiger-56

We can deb8 on Goku vs gojo

oceantiger-56

Standard space time continum*

oceantiger-56

Ic

hazelhunter-78

It's still a "space time" transcendence

hazelhunter-78

Not concepts of space and time

@hazelhunter-78 Not concepts of space and time
royalknight-40

U can argue it being the abstract essence of time and space

rustytiger-90

Gojo a Rick Sanchez victim

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