*Fun fact:* I had to redo writing the chapters for this video because I originally based them on the Ordinal Levels from kzbin.info/www/bejne/oaOaiKtmm5iLpsk (Longest 1 to Absolute Infinity In 1 Video! by @notnt2048) instead of kzbin.info/www/bejne/b5aUaKyhi8SBsM0 (Numbers 0 to 𝗔𝗕𝗦𝗢𝗟𝗨𝗧𝗘 𝗧𝗥𝗨𝗘 𝗘𝗡𝗗 - (Beyond the Absolute Infinity And Everything) by the same creator) which is what the ordinal levels of fictional googology are based off of. 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
@TCOH672_NumbersАй бұрын
This thing is a masterpiece, how have I not notice this before
@wmpowell8Ай бұрын
I do not know how to respond. If anyone else sees this, go check out TCOH672's version of N0tAI! (kzbin.info/www/bejne/nJCZiH2pp8xod7c) Undoubtedly the three best versions of N0tAI so far are this version (the most unique of the three), your version (the most detailed), and Mathis R.V's 3.0 (the most graphically impressive) (kzbin.info/www/bejne/l6LXo4yMp7d_j9k).
@yeochxd4 ай бұрын
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
@peterdoyle13422 ай бұрын
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.
@peterdoyle13422 ай бұрын
Nvm I have
@ACN20254 ай бұрын
No Way... THIS IS EPIC!!!
@NewFall5 ай бұрын
I already know this one will get a lot of views Keep up the great work !
@leozinhoplays4 ай бұрын
The veiws: 0:01 😂
@jaydentplays74855 ай бұрын
I am excited.
@Spherius4 ай бұрын
I like how the first section are pretty much all the numbers you'll use in your life
now your making numbers harder to comprehend AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
@wmpowell84 ай бұрын
*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.
@TheRoblox1404 ай бұрын
Ω!!!
@ArafHossain-tl7dv2 ай бұрын
31:44
@nb_26xd4 ай бұрын
I’M EXCITED TO SEE THIS
@julesharris63833 ай бұрын
Nice 3b1b format!
@NewFall4 ай бұрын
this is a masterpiece 👏👏👏
@littlefloss._.4 ай бұрын
This is SO GOOD
@MC-6304 ай бұрын
This is so Freaking Good :O
@ARandomGamer-nx1kv4 ай бұрын
after infinity it's a lot of informations tysm for mkaking this video, best 0 to abs inf video, subbed :D
@anormalperson11954 ай бұрын
3am(for me)... yeah i'm definitely missing this premiere because i am already sleeping by then.
@JoshuaDR.08094 ай бұрын
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!!
@macieh32344 ай бұрын
THIS WORLD IS GOING TO EXPLODE
@christinemoore12674 ай бұрын
Ur editing is too good S tier
@Tysm_for_1k_subs4 ай бұрын
P is better than S
@CompactStar2 ай бұрын
0:10 After all these years i finally have it The name of the music used in every fictional googology video
@wmpowell82 ай бұрын
I credited all the other songs I used in the description and video itself as well-you might want to know about the last two songs in the video since they are traditional and used in the original N0tAI by Mathis R.V. Freddie Fazbear 2024 has also credited all the songs they've used in their Numbers 0 to The End of Numbers series, creating a great resource to use as they use much of the music that others use and that is traditional. Two other notable songs are "Angels, Bells, and Pastorale" and "Escalator" by Michael Stearns, used for the final cycle of a number video or series.
@laurieormiston2522Ай бұрын
@wmpowell8 that is a long reply
@LiamnCruz19Ай бұрын
600 subs. Eres increíble con ese video
@LT_Productions14 ай бұрын
W video, it’s almost as good as the original
@Ag-zk6jwАй бұрын
You forgot that alephs the uncountable infinity can also be used with stuff like epsilon zeta and eta numbers
@Mariahernandez-gd1gq4 ай бұрын
Decillion=10^33 0:58
@ellemina77574 ай бұрын
0:30 “ummm why are u shivering?”
@BrielleJarrie2 ай бұрын
Hands hands 18:34 18:35 18:35
@wmpowell85 ай бұрын
*I spotted a mistake in the video:* the entries "tethratope" and "quathrastrike" are listed as being approximately {100, 100 [1 [ *1* ~ 2] 2] 2} and {10, 100 [1 [1 [ *1* /₃ 2] 2] 2] 2} respectively, but they should actually be {100, 100 [1 [ *2* ~ 2] 2] 2} and {10, 100 [1 [1 [ *2* /₃ 2] 2] 2] 2} as the BAN separators [1 [1 ~ 2] 2] and [1 [1 [1 /₃ 2] 2] 2] are both equivalent to just [1 / 2].
@Unofficial2048tiles4 ай бұрын
w h a t
@JayFriendGames34 ай бұрын
Thanks for info... uh, can you explain it simpler as of im watchin this video
29:16 i call it Clerker-Howard-Uncountable Infinity
@Alphaandbigalpha-p8vАй бұрын
New: Bachman-Howard-Uncountable Infinity
@nazartverdokhlebov4 ай бұрын
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!
@DWithDiagonalStroke5 ай бұрын
Oh boy… this is gonna be good… how long is it?
@wmpowell84 ай бұрын
33 minutes 47 seconds (in case you didn't see my message in the Premiere chat). For the record, it says, “Premiere countdown will last 5 minutes, so the actual video will start at 11:05 a.m. PST (19:05 UTC). Video length is 33:47“ (although I think I'm going to correct it as it says “PST” instead of “PDT”
@Nick-the-fox4 ай бұрын
Worth my time
@AdrianChau0422 ай бұрын
I just realised that 7:43-8:02 numbers sync with the music
@KijobalAndKijobol67544 ай бұрын
Where's Infinity?
@dswxyz24 ай бұрын
The first infinity, Omega, is at 24:40 . All the other infinities come after it. The standard infinity symbol, the lemniscate (∞), is kinda vague in this context, so I'm not surprised it wasn't used here.
@Succativiplex4 ай бұрын
@@dswxyz2the context is, the omega is basically infinity to know that it's basically N. N is basically gonna be the natural set of numbers DO NOT CONFUSE WITH n.
@wmpowell84 ай бұрын
The ∞ symbol is used to denote no upper/lower bound when working within the finite numbers. Here however, the focus is on infinite ordinals and cardinals (sizes).
@OscarWoodFG4 ай бұрын
∞ = ℵ₀ = ω
@wmpowell84 ай бұрын
@@OscarWoodFG @OscarWoodFG ℵ₀ ≠ ω, |ω| = ℵ₀. If you had a set of things, where, if you label their index in the set and you use all the natural numbers (including 0) and no more, the set has an order type of ω since ω is the first unused ordinal, and a cardinality of ℵ₀ since there are ℵ₀, or countably infinite, items. You could rearrange the set so that the first item gets labeled last, with ω, and the order type becomes ω+1. The number of items did not change; it is still ℵ₀. Even if the order type is the Church-Kleene Ordinal, the cardinality is still ℵ₀. It's not until you get to ℵ₁ that there are actually more items.
@dswxyz24 ай бұрын
The immortal's version of Cookie Clicker.
@yomarrahg28154 ай бұрын
It is EPIC!!!!
@mariagenovevaantoniobenici9558Ай бұрын
Songs Joakim Karud - Clouds Robin Hustin - On Fire [NCS Releas French Fuse - Straight Fuse Nico Staf - Fast and Run half.cool - Virtual Roaming Charges Godmode - Whole Tone Limbo Unicorn Heads - Psychic Magic Jingle Punks - Ambient Ambulance Serg66260 - Giants
@NumericalOfficial20254 ай бұрын
0:01:: looks like a drawing a “0” like.
@wmpowell84 ай бұрын
I used 3blue1brown's manim; the Write animation (in the community edition) is used to animate the appearance of the 0. The Transform animation is used for the transitions between entries
@Phillipines22H24 ай бұрын
@@wmpowell8 What App did you use (or Computer)
@wmpowell84 ай бұрын
@@Phillipines22H2 I just said I used manim for that animation
@Phillipines22H24 ай бұрын
@@wmpowell8 thx
@attaammarschannel4 ай бұрын
Fonts: Cambria Regular Clock
@elenashasherina44172 ай бұрын
Thankkksssssss
@Mariahernandez-gd1gq4 ай бұрын
Centillion=10^303 1:02
@0x0674Ай бұрын
How did you make the morph effect
@thecore_gamer2ndchannel4 ай бұрын
Wow cool vid!!! But FG birthday will be 3 years ago in August 20 or 21
@SHIN2025_official5 ай бұрын
WHY IS THIS PREMIERING SOOOOOOOOOOO LATE!!!!!!!!!!!!!!!!!!!
@wmpowell85 ай бұрын
See my reply to SuperWindows78's comment
@kendricklorenzonepomuceno74824 ай бұрын
At 24:05 it kinda looks like you're just saying alot of random un-mathematical words or phrases.
@ksannnasrr3 ай бұрын
Tr
@AdrianChau0422 ай бұрын
Do you have audio for the Joakim Kaurd Clouds extended
@wmpowell82 ай бұрын
The extended version is just 2 repetitions of the song where the end is cut off of the first and the beginning is cut off of the second. You can make it yourself, using a program like Audacity. Just make sure to line up the waveform at the smallest scale for a smooth transition. Or you can just copy the audio directly off this video.
@nazartverdokhlebov4 ай бұрын
1:02 Ogolding, Googolding, Ducentillion, Trecentillion and Googolchime has been Reached!
@SILLY_S1M0N_LOVER6 күн бұрын
I found a mistake at 0:51 it’s Billiard
@wmpowell86 күн бұрын
10^15 (one quadrillion in the short scale) in the long scale is one billiard/thousand billion; what are you talking about?
@SILLY_S1M0N_LOVER6 күн бұрын
You put billion instead of Billiard
@wmpowell86 күн бұрын
@@SILLY_S1M0N_LOVER I did put "billiard".
@SILLY_S1M0N_LOVER6 күн бұрын
I saw billion
@klaxmirao99102 күн бұрын
@@SILLY_S1M0N_LOVER 0:52 here is billiard. Watch in 0.25x
@FofaJijАй бұрын
omega level!!!
@leszeksikora98104 ай бұрын
Bro Got Me
@elenashasherina44172 ай бұрын
By the way what is the font u used???
@wmpowell82 ай бұрын
Computer Modern. I used 3blue1brown's Manim library combined with LaTeX to render the entries, and LaTeX's default font is Computer Modern.
@laurieormiston2522Ай бұрын
Computer Modern?
@nazartverdokhlebov4 ай бұрын
0:56 Octillion, Nonillion, Decillion, Undecillion, Duodecillion, Tredecillion, Quattordecillion, Quindecillion, Sexdecillion, Septendecillion, Octodecillion, Novemdecillion and Vigintillion has been Reached!
@yomarrahg28154 ай бұрын
0:17
@yomarrahg28154 ай бұрын
0:29
@yomarrahg28154 ай бұрын
0:34
@yomarrahg28154 ай бұрын
0:45
@yomarrahg28154 ай бұрын
1:32
@attaammarschannel4 ай бұрын
Glowed
@LkjI02III4 ай бұрын
It's getting lower and bigger
@HaiLe-nw3zz4 ай бұрын
Mathis rv's special surprise ahh video🎉
@sier32884 ай бұрын
Cool video actually i even watched others like this
@Mariahernandez-gd1gq4 ай бұрын
10^1000 1:03 Googolchime
@4rxino4 ай бұрын
good
@Mariahernandez-gd1gq4 ай бұрын
Billions 0:46
@Paumung20144 ай бұрын
9.69/10, Needs more Entries Use Unofficial V3 and 0 to ???? Part 1 JuanTheGamer as an example But still good!
@angelogame23085 күн бұрын
how to make a number video like this?
@wmpowell84 күн бұрын
In the description I mention some tools I used to make elements of this; you just need a video editor to combine the elements.
@christinemoore12674 ай бұрын
How long did it take for u to make?,3 weeks?
@wmpowell84 ай бұрын
I've been working on it on and off over the course of the better part of a year; I stated that in the description.
@pauloenvall6653 ай бұрын
0:09 Joakim Karud - Clouds
@VGTTOT20234 ай бұрын
I wanna make a Kinemaster Version of this (i like making versions lol)
@화랑-q6m3 ай бұрын
24:38 Omega
@YESaAoI4 ай бұрын
Can you show me how to make these types of videos
@gerardotacpal4584Ай бұрын
Reach absolute infinity 32:42
@NigerianPidgin14 күн бұрын
William, can you make numbers 1 to Absoulte Everything?
@wmpowell814 күн бұрын
It's in progress, but the progress has stagnated for several months. The last thing I did was a Megaphoto-esque speedup part
@NigerianPidgin14 күн бұрын
@ okay
@angelogame23085 күн бұрын
what about the 230,812,133?
@Nick-the-fox4 ай бұрын
I have wasted 30 minutes watching this and do not regret it
@lilyjuice5302 ай бұрын
IT'SSSS [Фω(0)]!
@wmpowell82 ай бұрын
@@lilyjuice530 15:54
@KyuyoPeres4 ай бұрын
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 K_3(oblivion)^K_1(m-oblivion(m-1)obilivion) 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.
@SuperWindows785 ай бұрын
27 days…
@wmpowell85 ай бұрын
There are several reasons why this video is set to Premiere so far into the future: 1. I've already been working on this on and off for the better part of a year, so I'm not really concerned with getting it out ASAP. 2. This is the final video in a backlog of content, with the rest of the videos all being fictional googology-related, and I've decided to release one of these videos every week, and other than the one that's already out, kzbin.info/www/bejne/mWG2oqagaceWhZI, there are 4 of them left. 3. I already know that my first proper FG number video will take *_forever_* to make, and I feel that this distant Premiere will help to make that time period feel just a little shorter. 4. I am allowing more people to discover this video before it Premieres, so that more people get to see the Premiere. 5. To build more hype for this video. I honestly think that this is one of the better versions of N0tAI, and even though a large portion (⅖) of it is simply the BAN LNGI by @douglasshamlinjr.392 with significant entries noted, this is still a unique take on the format with quality comparable to N0tAI 2.0 by @mathisr.v3627.
@jaydentplays74855 ай бұрын
@@wmpowell8 Wait a minute... Does that mean that soon there will be no more vids from you?
@wmpowell85 ай бұрын
@@jaydentplays7485 No. This video is a part of a backlog of content of which the rest is related to the niche of fictional googology. Being the last video in the backlog does not mean this is my last video overall. In fact, I mentioned, "I already know that my first proper FG number video will take *_forever_* to make", implying the plan for a video after this. Also, this is actually no longer the last video in the backlog, as another video featuring a sped-up version of this one has been added to it.
@robinpinar96913 ай бұрын
@@wmpowell827 days? And you call the the far future?
@Mariahernandez-gd1gq4 ай бұрын
Vigintillion=10^63 0:59
@thinzarsint30004 ай бұрын
1:00
@Mercedes-Benzsss4 ай бұрын
a 0:09actually this is omega
@skalskifamily42754 ай бұрын
No skipping you can never reach infinity because it never ends
@Mercedes-Benzsss4 ай бұрын
29:07 done
@Mariahernandez-gd1gq4 ай бұрын
Trillions 0:50
@reginha2010Ай бұрын
William, I have a new number for you. It might be... Godtothol Blasphemorgulus 2 numbers
@wmpowell8Ай бұрын
Godtothol ≈ Goplexulus ({10, 100 [1 [2] 2] 2}) (see 11:56) Blasphemorgulus ≈ {10, 99 [1 [1 / 3 ~ 2] 2] 2} is reached at 16:11 and is in between Kungulus and TREE(3).
@Mariahernandez-gd1gq4 ай бұрын
Septillions 0:55
@AnamaeTeves-kb1grАй бұрын
An Absoulute infinity every number
@Mariahernandez-gd1gq4 ай бұрын
Quadrillions 0:53
@Mariahernandez-gd1gq4 ай бұрын
Octillions 0:56
@mariagenovevaantoniobenici9558Ай бұрын
What This Is Cardinality?
@wmpowell8Ай бұрын
I explain the difference between ordinals and cardinals beginning at 24:48. Basically all the ordinals with the same cardinality are in a defined order and can be used to index a set (a collection of items) whose size is the cardinality. However even though they come in a defined order and some ordinals come before or after others, they aren't larger or smaller than them and are in fact the same size. The size is dictated by the cardinality.
@Mariahernandez-gd1gq4 ай бұрын
Trigillion=10^93 1:00
@Mariahernandez-gd1gq4 ай бұрын
Quintillions 0:54
@Boxx42344 ай бұрын
where is infinity
@Tysm_for_1k_subs4 ай бұрын
Infinity is not here bc it's not a number it's a concept
@OscarWoodFG4 ай бұрын
∞ = ℵ₀ = ω Infinity _is_ in the video. I know it's a different number, but it's still the same value.
@Mariahernandez-gd1gq4 ай бұрын
Hundreds 0:28
@Mariahernandez-gd1gq4 ай бұрын
10^603 1:03
@prabhattyagi6228Ай бұрын
{10,10[3]2}
@melissacapehart97853 ай бұрын
∞ is much smaller than Ω
@Mariahernandez-gd1gq4 ай бұрын
Tens 0:18
@Mars_7904 ай бұрын
Never new I could text ∞ (infinity)
@Mariahernandez-gd1gq4 ай бұрын
Zero 0:02
@RSLT4 ай бұрын
😎
@macieh32344 ай бұрын
WOW
@Camman18family4 ай бұрын
2:19 scary
@Jackcung3 ай бұрын
14:05 part 63
@user-2you2t3 ай бұрын
7:43 числа меняются под ритм песни 😂
@acontecimentonobrasil33074 ай бұрын
Queremos a partes 2 desses números enormes kkk
@wmpowell84 ай бұрын
The sequel will take a very very long time and feature numbers so big they have to be pseudomathematical to even exist