Numbers 0 to Absolute Infinity! [Full HD 60fps]

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Step into the world of the study of numbers that get increasingly incomprehensible at nearly every single step of the way, also known as googology, with the ultimate number comparison from zero to infinity and beyond (and I mean that in the literal sense)!
After the better part of a year working on and off on the project, my version of the ultimate number comparison IS FINALLY HERE! And it's one of the better versions too, featuring a gradual change in tone as the video progresses and use of special software to generate visuals programmatically, and with the entirety of the video being in HD at 60fps! The aforementioned software used is manim (by @3blue1brown, used for his animated math visualizations) to create the entries and Shadertoy (by @InigoQuilez, the platform for shader art) to make special backgrounds. All in all this means this video provides a unique touch to this number comparison format that viewers familiar with the study of large numbers will certainly enjoy!

This video's creation concluded on May 27, 2024

0:00 Growth rate 4 / NO! Ordinal Level 1
2:15 Growth rate ω / NO! Ordinal Level 2
3:01 Growth rate ω+1 / NO! Ordinal Level 3
3:32 Growth rate ω² / NO! Ordinal Level 4
5:34 Growth rate ω^ω / NO! Ordinal Level 5
7:15 Growth rate ω^ω^2 / NO! Ordinal Level 6
8:34 Growth rate ω^ω^ω / NO! Ordinal Level 7
9:58 Growth rate ω^ω^ω^ω / NO! Ordinal Level 8
11:56 Growth rate ε₀ / NO! Ordinal Level 9
13:49 Growth rate ζ₀ / NO! Ordinal Level 10
15:14 Growth rate φ(ω,0) / NO! Ordinal Level 11
15:54 Growth rate ψ₀(Ω₂^ω) / NO! Ordinal Level 12
16:58 Growth rate ψ₀(Ω_ω) / NO! Ordinal Level 13
17:41 Growth rate ψ₀(ψ_I(0)) / NO! Ordinal Level 14
21:57 To infinity / NO! Ordinal Level 15
24:38 ‎א‎₀ / NO! Ordinal Level 16
29:03 Uncountable infinity and beyond / NO! Ordinal Level 17
32:57 Conclusion
33:22 Outro

William Powell “wmpowell8”

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What a masterpiece this is.
I found out that this is more of a LNGI-centric than the number name-centric video that I have made a couple of years ago.
You just earned a sub for this, great job

edit: also love that tetris outro lol, i play tetris too

yeochxd

I love that after 10↑↑10 the numbers transformed in a way I would not even THINK of. I haven't watched till the end yet, but when I do it will be cool.

peterdoyle

*Slight conceptual mistake:* at 30:33 it shows that theta, the omega fixed point, is equal to Ω_Ω_…_Ω_Ω_ω with ω nested subscripts. This is impossible. A more accuate depiction would be Ω_Ω_Ω_Ω_Ω_… with ω nested subscripts as it captures the nature of a fixed point and how Ω_θ = θ.

wmpowell

The original chapters, based off the Ordinal Levels of the former video, are below:

0:00 Growth rate 3 / NO! Ordinal Level 1
0:46 Growth rate 4 / NO! Ordinal Level 2
2:15 Growth rate ω / NO! Ordinal Level 3
3:18 Growth rate ω+1 / NO! Ordinal Level 4
3:32 Growth rate ω²+1 / NO! Ordinal Level 5
6:03 Growth rate ω^ω / NO! Ordinal Level 6
7:15 Growth rate (ω^ω)×2 / NO! Ordinal Level 7
7:40 Growth rate ω^(ω×2) / NO! Ordinal Level 8
8:13 Growth rate ω^ω^2 / NO! Ordinal Level 9
8:34 Growth rate ω^ω^ω / NO! Ordinal Level 10
9:58 Growth rate ω^ω^ω^ω / NO! Ordinal Level 11
11:56 Growth rate ε₀ / NO! Ordinal Level 12
13:49 Growth rate ε₁ / NO! Ordinal Level 13
14:22 Growth rate ζ₀ / NO! Ordinal Level 14
15:14 Growth rate φ(ω, 0) / NO! Ordinal Level 15
15:54 Growth rate φ(ω², 0) / NO! Ordinal Level 16
16:01 Growth rate ψ₀(ε_(Ω+1)) / NO! Ordinal Level 17
16:27 Growth rate ψ₀(Ω₂^ω) / NO! Ordinal Level 18
16:58 Growth rate ψ₀(Ω_ω) / NO! Ordinal Level 19
17:41 Growth rate ψ₀(Ω_(ω²)) / NO! Ordinal Level 20
19:14 Growth rate ψ₀(Ω_(ω^ω)) / NO! Ordinal Level 21
19:49 Growth rate ψ₀(Ω_(ε₀)) / NO! Ordinal Level 22
20:08 Growth rate ψ₀(Ω_Ω) / NO! Ordinal Level 23
20:40 Growth rate ψ₀(Ω_(Ω×2)) / NO! Ordinal Level 24
20:54 Growth rate ψ₀(Ω_(Ω^ω)) / NO! Ordinal Level 25
21:01 Growth rate ψ₀(Ω_(Ω₂)) / NO! Ordinal Level 26
21:12 Growth rate ψ₀(ψ_I(0)) / Ordinal Level 27
21:57 To infinity / Ordinal Level 28
24:38 א‎₀ / Ordinal Level 29
29:03 Uncountable infinity and beyond / Ordinal Level 30
32:57 Conclusion
33:22 Outro

wmpowell

I like how the first section are pretty much all the numbers you'll use in your life

Spherius

I already know this one will get a lot of views

Keep up the great work !

NewFall

3am(for me)... yeah i'm definitely missing this premiere because i am already sleeping by then.

anormalperson

what is the app? like where you made the video

sukruteker

Oh, Good!!

It's Pretty well made, although you did kind of took a shortcut using the LNGI, it's still pretty well made!!

8.9/10!!

JoshuaDR.

9.69/10, Needs more Entries
Use Unofficial V3 and 0 to ???? Part 1 JuanTheGamer as an example

But still good!

Paumung

0:59 Trigintillion has been reached!
1:00 Quadragintillion, Quinquagintillion, Sexagintillion and Septuagintillion has been reached!
1:01 Octogintillion, Nonagintillion and Centillion has been reached!

nazartverdokhlebov

after infinity it's a lot of informations
tysm for mkaking this video, best 0 to abs inf video, subbed :D

ARandomGamer-nxkv

0:01:: looks like a drawing a “0” like.

supercollin

Utter-Blivion Utter Oblivion-Blivion of Oblivion: the largest number that cant be defined using any oblivion ordinal computing system and any K_oblivion_1 compact ordinal computing system, can be defined using the utter number Big Ordinal. this number cannot be compactive to n symbol algorithm K(m-1) systems, because the number is so big the system has to generate a long one like
Step One: to make Big Ordinal, power Oblivion by itself 4 Times, Symbol of Big Ordinal is BO: BO^BO^BO^BO, next you have to set a repeating factor or it by 10^10^100 (googolplex) ({BO[up]BO[up]BO[up]BO}[repeat, [10[up]10[up]100]) and you are good to go.
Step 2: make sure the repeating factor is also repeating by setting a repeating factor for the repeating factor (thats the same, and repeats googolplex times).
Step 3: If The Number Is Done, Times it by itself 10^10^100 times. thats it.

KyuyoPeres