Gojo vs Goku: The Ultimate Power Scaling Debate

Summary

The PowerScaling Delusions server is hosting a deep-dive debate on whether Gojo can defeat Goku. This announcement utilizes mathematical proofs and physics-based logic to analyze the Limitless technique against Ki-based power levels. It serves as a hub for community members to engage in high-level theoretical discussions regarding anime character strength and dimensional transcendence.

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

@fairinbox-19 ∀x ∈ Goku, ∀y ∈ Gojo : ((Inf(y) ∧ Mug(y)) ⇒ ¬ (Cont(x, y))) ∧ (DE(y) ⇒ IV(x)) ⊢ Def(y, x) ℒ_Gojo =…
sunnyumber-73

https://klipy.com/gifs/ishowspeed-yapping

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