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WHY AM I ANNOYING And y me Also Hunting, Fortnite is special because it's the only shooter where you can build and use it to develop complicated tactics! I don't agree. Fortnite is such a rubbish that there's nothing interesting to it. People that like tactics should go and play chess, not playing ...

What's the general formula for the area of a regular n-gon with side length 1? I know, not very academic question

continuation of wwei's annoyingness hierarchy hdjen hunting ntdsc testitem gameoflifemaniac majestas coolcreeper gustavo phdaniell wwei gustone :roll: :roll: :roll: WHY AM I ANNOYING And y me Also Hunting, Fortnite is special because it's the only shooter where you can build and use it to develop c...

This sentence is just ridiculous. Okay, redstone isn't childish, but Minecraft was treated kind of the same way as Fortnite now, so why should Fortnite be dead for good? Also read my other arguments, don't ignore them. Other part of it isn't childish too. Fortnite is one of the tons of garbage game...

Hunting wrote: ↑

February 8th, 2020, 11:59 pm

gameoflifemaniac wrote: ↑

February 8th, 2020, 3:17 pm

Minecraft was a childish game and now everyone loves it

This sentence is just ridiculous.

Okay, redstone isn't childish, but Minecraft was treated kind of the same way as Fortnite now, so why should Fortnite be dead for good?
Also read my other arguments, don't ignore them.

But why does everyone hate Fortnite? Minecraft was a childish game and now everyone loves it, Brawl Stars is stylized like Fortnite but doesn't get that much hate, Overwatch is also cartooney but even adults play it, lags and ping are the fault of your computer not the game, you don't have to play w...

Is Fortnite really such a huge piece of c***? Be honest with me.

Known?

LVO isn't the limit of Veblen notation. There are more fixed points beyond that. LVO is psi(Ω^Ω^Ω). For simplicity I'll use a recursive function called v(α) (which I made up): v(α) = phi(1, α 0's) v(0) = phi(0) = 1 v(1) = phi(1,0) = ω v(2) = phi(1,0,0) = Γ_0 v(ω) = SVO (Small Veblen ordinal) v(v(ω))...

x = 74, y = 5, rule = B3/S23 b2o3b2o2bo3bob4o2b2o2b4obo3bob4ob4obo3bo2b2o2bo2bobo2b2o3b2o$o4bo2bob 2ob2obo4bo2bobo4bo3bobo4bo4b2ob2obo2bob2obobobo2bobo2bo$ob2ob4obobobob 4obo2bob4obo3bob4ob4obobobob4obob2obob4obo$o2bobo2bobo3bobo4bo2bobo4bo 3bobo4bo4bo3bobo2bobo2bobobo2bobo2bo$b2o2bo2bobo3bob4o2b2o...

Dvgrn and I made this script called diehard.lua: local g = golly() local gp = require "gplus" local selection = g.getselrect() if #selection == 0 then g.exit("There is no selection.") end largestlifespanfoundsofar = 0 runpatterns = 0 founddiehards = 0 g.addlayer() g.setlayer(0) while ( true ) do g.n...

Can someone explain Bowers Exploding Array Function?

I mean what the fundamental sequence of it? I can't understand what's in the wiki.

Can you diagonalize w_1CK?

If I want to make the GPC draw an infinite two-dimensional pattern (for example a fractal), what method of drawing the "pixels" is best?

In many commonly used ordinal notations, W_1 acts as a fixed point of psi_0. We can then define psi_1 which creates expressions with W_1, and define W_2 as a fixed point of psi_1. Many strong notations, such as Pi and Pair Sequence System, make use of this "omega-upgrading" up to its first limit, p...

(Also f_e_0(n), n>1 = f_w^^(n-1)(n) because e_0's fs is {0,1,w,w^w,...} not {1,w,w^w,...}) What? 0 is not in e_0's fundamental sequence because w^0 = 1, and 0 can't be expressed that way. 0 is in e_0's fs, as virtually every source or mathematician will tell you: https://googology.wikia.org/wiki/Ε₀...

Moosey wrote: ↑

November 29th, 2019, 3:32 pm

(Also f_e_0(n), n>1 = f_w^^(n-1)(n) because e_0's fs is {0,1,w,w^w,...} not {1,w,w^w,...})

What? 0 is not in e_0's fundamental sequence because w^0 = 1, and 0 can't be expressed that way.

3) Anyone can post something false on YouTube. Just because you've heard of the fgh doesn't mean you understand them. f_w(n) = f_n(n) f_w+1(n) = f_w(f_w(f_w...(n)...)) n times f_w2(n) = f_w+n(n) f_w3(n) = f_w2+n(n) f_w^2(n) = f_wn(n) f_w^3(n) = f_(w^2)n(n) f_w^w(n) = f_w^n(n) f_w^w^w(n) = f_w^w^n(n...

Moosey wrote: ↑

November 26th, 2019, 6:15 pm

they aren't
why?

Because someone tried to diagonalize f_psi_1(1) (3) in a video. How can you diagonalize an uncountable number?

Can anyone explain me ordinals significantly bigger than the BHO? In many commonly used ordinal notations, W_1 acts as a fixed point of psi_0. We can then define psi_1 which creates expressions with W_1, and define W_2 as a fixed point of psi_1. Many strong notations, such as Pi and Pair Sequence S...

Can anyone explain me ordinals significantly bigger than the BHO?

So how are countable ordinals larger than the Bachmann-Howard ordinal defined?

Why are the values of higher psi functions considered countable when they're don't seem to be?