Ordinal LNGI v3 (up to psi_0(Wfp))

The OCF used is Extended Buchholz's psi.
You can download at stephenbrooks.org/archive/ord... .
It says psi_0(I) because... well, I don't really know why, but there is an extension that uses I.

[@TheGamingG810]

This extension helped me understand Ordinal Pringles better. Ordinal Pringles is similar to Ordinal Markup but it has different mechanics and shorter timewalls.

[@_redniel_]

Are the timewalls shorter than waiting multiple years for each factor boost?

[@New2006ArchiveAccount]

Peak content

[@yourbest2ndgamervlog987]

4:50WHAT DID MY UTTER BUTT EYES SAW

[@InsurgenceYT]

Ψc(Ω...........}}}}}}}}}}}}}}}}

[@floppathecat942]

what hqppened?

[@Hellokitty2000abc]

First! Great lngi!!!!!!!!!!!!!!!!!!!!¡

[@AverageLobotomyFan]

Would be better if you used extended Veblen functions up to ψ(Ω^Ω^ω). Still epic tho

[@solarzone7247]

I can program it up to φ(1,1,0). Unfortunately, this is not my program being used. However, the BMS LNGI series (ruclips.net/p/PLYAV5Dw1xcos5mcXulwq5ScS2Z6vCcEq2 ) does use Veblen functions, is a lot longer and goes up to MUCH bigger ordinals.

[@maricelty7744]

​@@solarzone7247 what about psi_0(omega)?

[@InsurgenceYT]

​@@solarzone7247people can all make their numbers so go beyond AI

[@MichaelDarrow-tr1mn]

have you heard of dimensional veblen? it lets you get to any number below BHO

[@the_honker]

ordinal markup

[@victoriamitchell413]

This is so meta

[@Lani-5]

psi(I) = Wfp = fixed point of Ω_a

[@Dupermirrors342]

You should do one about the Taranovsky C

[@solarzone7247]

someday I will

[@yourbest2ndgamervlog987]

At 5:59 (pause) the ordinals became words

[@soijiaknoi3747]

Because it's when it's long and Zoomed in That's Why the words are there

[@yourbest2ndgamervlog987]

Oh ok but I think it's the script thing causing that

[@yourbest2ndgamervlog987]

But why is there more than 3th towers of omega. It's The Phi Notation now.

[@soijiaknoi3747]

@@yourbest2ndgamervlog987 You mean as in a repeating pattern?

[@NewFall]

YO HOW

[@omegacore24]

newfall hi

[@TheGamingG810]

How did you add buchholz ordinals? They were not in the original version

[@barrianic4]

psi_0(any ordinal greater than the least ordinal fixed point)=EBO and I is the least inaccessible cardinal

[@michaeloginsky1930]

do v4 please

[@w92048]

Ψo(I)

[@killing_gaming0973]

Whatatatatataa

[@ProGamer-fr3ok]

speed at end ≈ terminusfinity

[@soijiaknoi3747]

@@metachirality This isn't Technically Just regular Googology, It's something else.

[@Exahedron]

@Martin Talevski (?) (?) yep

[@Unlimit42]

@whathandlecaniuse no

[@Exahedron]

@Martin Talevski (?) (?) terminus is a loop and equals to -1

[@Exahedron]

it's not even uncountable so why you pull up fictional googology

[@Lightbulbinanimateinsanity96]

Do V4 Please

[@solarzone7247]

there's the BMS LNGI

[@yehiasaid4966]

unimah reached

[@TheGamingG810]

psi_0(I)=psi_0(Ω_Ω_Ω_Ω_...)

[@ismaelzuani5509]

Ψ(Ω^Ω^ω)

[@trcsyt]

What's ψ0(I)

[@solarzone7247]

Equal to ψ0(Ω_Ω_Ω_Ω_...)

[@TotallyTaliton]

inaccessible cardinal?

[@solarzone7247]

@@TotallyTaliton indeed

[@ok_this_is_too_much]

What's ψ(M)

[@existensfinity2030]

What is ψ0(I)

[@solarzone7247]

p0(Wfp)

[@existensfinity2030]

@@solarzone7247 what does that mean

[@watchoutforcopyright9339]

@@existensfinity2030 study ordinals maybe..

[@watchoutforcopyright9339]

@@solarzone7247 but man that’s big

[@soijiaknoi3747]

In this matter; The ordinal; Ψ_0(Ω_Ω_Ω_Ω_Ω_Ω...); translates to Ψ_0(Ι), which "(Ι)" is the "inaccessible ordinal" that has an indefinable amount of Ω's to make "Ι" itself. In other simple terms, it's uncountable how many Ω's there are in this Windows program. So as for a thing in this program, if the ordinal was Ψ_0(Ω_ψ_ω), it would create a new Ω each time, so if we put that into perspective, it would keep going on, Forever. And is also the same thing for every other ordinal. By the way, Ψ_0(Ι) is Much bigger than The (BHO/Bachman-Howard-Ordinal).

[@Unknown_Number858]

link?

[@solarzone7247]

www.stephenbrooks.org/archive/ordinals/ExtendedBuchholz_pre.zip, as in the description

[@Unknown_Number858]

is it safe?

[@oleksandrhutsuliak1047]

Speed at end = Absolute Infinity