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Name a Bigger Number, the newer version

BrainstormBrainstorm Member Posts: 10,406 ✭✭✭✭
Thought I’d bring this back
Basically, you must name a bigger number than the previous, I’m not gonna interfere in this probably, so I’ll watch all the mathematicians and geniuses come here and fry my mind on olive oil.


Starting, -10
"Calm your caps, bro." -Brainstorm

the following link is the best thing that could happen to you: http://forum.dashnet.org/discussions/tagged/brainstormgame

Currently managing a large-based forum game.. DashNet RPG! Play it now: http://forum.dashnet.org/discussion/15882/dashnet-rpg-dashnets-greatest-forum-game-of-all-time
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Comments

  • ¤RunninginReverse¤¤RunninginReverse¤ Member, Friendly Posts: 15,458 ✭✭✭✭✭
    69,000,000,000,000,000,000,000 = 69 Sextillion
    :D
  • ScribbliumScribblium Member Posts: 230 ✭✭
    edited October 14
    G64 -> G64 = G64(2)
    G64(2) -> G64(2) = G64(3)
    G64(1000) -> G64(1000) = G128
    ...
    G128(1000) -> G128(1000) = G256
    ...
    G65536(1000) -> G65536(1000) = 2G17
    2G17 -> 2G17 = 2G18
    ...
    2G99 -> 2G99 = 3G01

    My number is 10G99
    Post edited by Scribblium on
    Relationship Status: 30i (Imaginary)
  • RedCookie6666RedCookie6666 Member, Flagger Posts: 2,056 ✭✭✭✭✭
    ^ That's some messed-up math you got there. How is 2G17 > 2G64?

    Regardless, I'll start with something simple.
    RedCookie6666 here, wishing I could post more.
    ...Eh, whatever. Very little happens on the forums these days.
  • ScribbliumScribblium Member Posts: 230 ✭✭
    fixed above
    10G99 -> 10G99 = 11G01
    11G99 -> 11G99 = 12G01
    ...
    100G99 -> 100G99 -> 100G99 = 101G01
    101G99 -> 101G99 -> 100G99 = 102G01
    ...
    1000G99 -> 1000G99 -> 1000G99 -> 1000G99 = 1001G01
    My new number is 9999G99
    Relationship Status: 30i (Imaginary)
  • ¤RunninginReverse¤¤RunninginReverse¤ Member, Friendly Posts: 15,458 ✭✭✭✭✭
    I love how everyone else is doing math seriously for the sake of a forum game whilst my post here was basically a sex joke.
  • MrMonkey7thMrMonkey7th Member Posts: 1,144 ✭✭✭
    edited October 17
    Why not just copy past my old winning number from the last thread?


    Define Å(n) = D^n(n)

    Define #(1) = Å(1)
    Define #(2) = Å(Å(2))
    Define #(3) = Å(Å(Å(3)))

    Define #(n) = *n**
    * = n repetitions of Å(
    ** = n repetitions of )

    Define ##(1) = #(1)
    Define ##(2) = #(#(2))
    Define ##(3) = #(#(#(3)))

    Define ##(n) = *n**
    * = n repetitions of #(
    ** = n repetitions of )

    Define ###(1) = ##(1)
    Define ###(2) = ##(##(2))
    Define ###(3) = ##(##(##(3)))

    Define ###(n) = *n**
    * = n repetitions of ##(
    ** = n repetitions of )

    Define *(n) = **n****

    * = x repetitions of #
    ** = n repetitions of ***(
    *** = x-1 repetitions of #
    **** n repetitions of )

    Define #[1](1) = #(1)
    Define #[1](2) = ##(##(2))
    Define #[1](3) = ###(###(###(3)))

    ------------------------
    INTERMISSION! Take a breather from this complex math and have a drink of water, or go get some exercise!
    ------------------------

    Define #[1](n) = *n**
    * = n repetitions of ***(
    ** = n repetitions of )
    *** = n repetitions of #

    Define #[1]#[1](1) = $(1)
    Define #[1]#[1](2) = $($(2))
    Define #[1]#[1](3) = $($($(3)))

    Define #[1]#[1](n) = *n**
    * = n repetitions of #[1](
    ** = n repetitions of )

    Define #[1]#[1]#[1](1) = #[1]#[1](1)
    Define #[1]#[1]#[1](2) = #[1]#[1](#[1]#[1](2))
    Define #[1]#[1]#[1](3) = #[1]#[1](#[1]#[1](#[1]#[1](3)))

    Define #[1]#[1]#[1](n) = *n**
    * = n repetitions of #[1]#[1](
    ** = n repetitions of )

    Define *(n) = **n****

    * = x repetitions of #[1]
    ** = n repetitions of ***(
    *** = x-1 repetitions of #[1]
    **** n repetitions of )

    Define #[2](n) = *n**
    * = n repetitions of ***(
    ** = n repetitions of )
    *** = n repetitions of #[1]

    ------------------------
    INTERMISSION! Take a breather from this complex math and have a drink of water, or go get some exercise!
    ------------------------

    The sequence continues: #, #[1], #[2], #[3], etc. Instead of #[#[1]], the number is replaced by #[1, 1], then #[2, 1]... #[#[1], 1] becomes #[1, 2] It continues... #[1, 1, 1], onto #[1, 1, 1, 1] etc.

    Define $(n) = #[*

    * = n-1 repetitions of n, and then n]

    For example, $(3) = #[3, 3, 3]
    Another example $(5) = #[5, 5, 5, 5, 5]

    $[1] = $($($($($(.....1)))) where there is $($($($($(.....1)))) repetitions of $( in the first chain, and where there is $($($($($(.....1)))) repetitions of $( in that second chain, and where this process of repetitions continues for $($($($($(.....1)))) *where there is $($($($($(.....1)))) repetitions of $( in the first chain, and where there is $($($($($(.....1)))) repetitions of $( in that second chain, and where this process of repetitions continues for $($($($($(.....1)))) *where there is $($($($($(.....1)))) repetitions of $( in the first chain, and where there is $($($($($(.....1)))) repetitions of $( in that second chain, and where this process of repetitions continues for $($($($($(.....1)))

    * = Every asterisk is a new copy and paste. Copy and paste $(1) times, then cap off the final chain of the sequence above with $(1)

    $[2] = $[1], except all of the ( are replaced with [
    $[3] = $[1] except all of the ( are replaced with [ and all of the 1 are replaced with 2

    $[n] = $[1] except all of the ( are replaced with [ and all of the n-2 are replaced with n-1

    When the x inside the [] of $[x] equals $[1], the next number is $[1, 1] and then the sequence is continued like before. Define everything from the last intermission onwards, except replace any instance of # with $, and any instance of $ with &

    My number is &[1, 2, 3, 4, 5, 6, 7].

    In future, this number will be referenced by "Win". The function used to create will be referred to as "Winning"
    Post edited by MrMonkey7th on
    e^i*π=-1
  • ViniVini Member Posts: 2,848 ✭✭✭✭✭
    Any reason you didn't add the restrictions from the previous thread?

    Man, I'm saying "previous" like it was... Okay never mind. But really, just a bigger number? If it doesn't have to be finite or computable, we can do some pretty messed up stuff.
    (Which is the only way I see we can get out of a stalemate.)

    (... Was it ever a stalemate on the other one?)


    SO.

    Let's take a surreal number, call it ε, and do 1/ε.
    That's my number.

    But what's ε equal to?
    To be honest, neither do I know a lot about surreal number nor am I currently able to provide a satisfactorily good explanation, but ε is {0|1/2, 1/4, 1/8, 1/16, 1/32, ...}

    Or the number that is greater than zero but less than 1 divided by 2 to the power x, for any arbitrarily large real x.

    Or one of the ways to create "the number just after zero".
    Yeah, and my number is its inverse. Math is fun, right?

  • ScribbliumScribblium Member Posts: 230 ✭✭
    I create a number called '<>' <> is <> more than whatever the current highest number is
    Relationship Status: 30i (Imaginary)
  • ScribbliumScribblium Member Posts: 230 ✭✭
    edited October 17
    stuff that wont be anything compared to MrMonkey's
    ignore all my old stuff
    Let G64 -> G64 equal G64(2)
    G64(2) -> G64(2) = G64(3)

    G64(64) -> G64(64) = 2G00
    2G00 -> 2G00 = 2G01
    2G01 ->2G01 = 2G02

    2G99 -> 2G99 = 3G00
    3G00 -> 3G00 = 3G01
    ...
    9G99 -> 9G99 = 10G99
    10G99 -> 10G99 = 11G99

    99G99 -> 99G99 = 3GG
    3GG ((-> 3GG) 3GG times) = 4GG
    4GG ((-> 4GG) 4GG times) = 5GG

    100GG ((-> 100GG) 100GG times) = G-1
    G-1 -> G-1 = G-2
    G-2 -> -> G-2 = G-3
    G-3 -> -> -> G-3 = G-4
    … with G-x chained arrows between each
    G-1000 (ONE THOUSAND CHAINED ARROWS) G-1000 = G—1


    G-G(x) = (X (-> X!)) times
    E.G.
    G-G(3) = (((3 -> 3)! -> 3)! -> 3)!
    My number is G-G(G--1)
    Post edited by Scribblium on
    Relationship Status: 30i (Imaginary)
  • NickCydenNickCyden Member Posts: 232 ✭✭
    Alright, so my previous comment got Unapproved because I edited it too much I guess, so I'm going to have to go through all of this again...sigh

    Aleph-Null(α0 for short, although this is not the real symbol, but dashnet apparently doesn't allow the Aleph symbol) is number that encompasses all real numbers. Basically think infinity.

    Now, once we run out of real numbers(Literally impossible, but math likes to include these things for whatever reason) we then get to α1. Then α2, α3, etc.

    this would eventually evolve into α^2. then α^3, α^4, and eventually α^α.

    go even further, then we get to α^α^α, then α^α^α^α, and you get the jist.

    now, once we run out of aleph numbers (an impossible impossibility) we then get to Omega-Null(ω0) now, this follows the same patterns where it could go to ω1, ω2, ω^2, ω^α, and eventually ω^ω.

    now my number will be ω^ω^ω^ω^ω^ω
  • NickCydenNickCyden Member Posts: 232 ✭✭
    I love math, if you couldn't tell
  • MrMonkey7thMrMonkey7th Member Posts: 1,144 ✭✭✭
    No no no. I don't think that is quite right. Aleph-Null is the last Cardinal number before the ordinals start. Ordinal numbers are numbers that describe the arrangement of cardinal numbers. Omega comes before Aleph-One. Omega, Omega+1, Omega+2, etc. all describe different arrangements of Aleph-Null. After the infinitely many arrangements of Aleph-Null have been listed, then you go on to Aleph-One. This video describes it rather well.
    e^i*π=-1
  • NickCydenNickCyden Member Posts: 232 ✭✭
    huh. I guess I remembered it differently...Oh well, I'm still going with my number because it's technically higher in the way I described it.
  • MrMonkey7thMrMonkey7th Member Posts: 1,144 ✭✭✭
    Redefine "Winning" replacing D^n(n) with Ω^n. The new result will be referred to as "Win2", the function used to create it as "Winning2"
    e^i*π=-1
  • ManiklasManiklas Member Posts: 2,123 ✭✭✭
    edited October 17
    @NickCyden aleph can't be defined as it is not approved for use in calculation. Aleph is only allowed in ordinals. Like an infinite amount of people came before you in a running tournament. You are NO. a1

    Can't we just say functions aren't allowed and we'll need standard issue clean numbers or calculations like (1*(1^(1+1))-1/1)?



    2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10
    Is god a cookie, or is the cookie a god?
    The world may never know
    "You have now, officially broken the game,"-Maniklas
    "Okay, ANYWAY, yes, I am a magician,"-RunninginReverse
    """"My game will be playable on all Samsung Microwaves with firmware update 5.3.2 and up." - Audiot" - RunningInReverse" - Purge" - Agubhagu
    Adopt one today! Adopt one today!
  • ScribbliumScribblium Member Posts: 230 ✭✭
    update to old one
    Superfactorials
    !!X = X^X-1^X-2^X-3...^3^2^1
    !!(G--1) -> !!(G--1) = G--2
    !!(G--2) -> !!(G--2) = G--3
    ...

    My number is G-G(!!(G--9))
    Relationship Status: 30i (Imaginary)
  • NickCydenNickCyden Member Posts: 232 ✭✭
    edited October 17
    Alright, going off of my last calculations(Although they're incorrect, they still convey a larger amount than they would have if my memory didn't screw up), I shall add this to it.

    A Power Set (P(_)) is the number of different possible combinations of objects within the amount that you have.

    Example: P(1,2,3)
    {}-{1}-{2}-{3}-{1,2}-{1,3}-{2,3}-{1,2,3}
    1__2__3___4____5___6_____7____8

    As you can see, the Power Set of something contains exponentially more things than the original thing.

    Now, with that in mind, I shall now turn my my number into this

    P(P(P(P(P(ω^ω^ω^ω^ω^ω^ω^ω^ω^ω^ω^ω)))))^ω^ω^ω^ω^ω^ω*e

    e=The constant of constant interest. It's a number comparable to Pi, in that, to my knowledge, it has no end.
  • ManiklasManiklas Member Posts: 2,123 ✭✭✭
    2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10
    2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10
    2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10^2,048*10
    Is god a cookie, or is the cookie a god?
    The world may never know
    "You have now, officially broken the game,"-Maniklas
    "Okay, ANYWAY, yes, I am a magician,"-RunninginReverse
    """"My game will be playable on all Samsung Microwaves with firmware update 5.3.2 and up." - Audiot" - RunningInReverse" - Purge" - Agubhagu
    Adopt one today! Adopt one today!
  • UiomancantUiomancant Member, Cool, Flagger Posts: 9,839 ✭✭✭✭✭
    edited October 18
    420

  • ManiklasManiklas Member Posts: 2,123 ✭✭✭

    Is god a cookie, or is the cookie a god?
    The world may never know
    "You have now, officially broken the game,"-Maniklas
    "Okay, ANYWAY, yes, I am a magician,"-RunninginReverse
    """"My game will be playable on all Samsung Microwaves with firmware update 5.3.2 and up." - Audiot" - RunningInReverse" - Purge" - Agubhagu
    Adopt one today! Adopt one today!
  • NickCydenNickCyden Member Posts: 232 ✭✭
    the amount of cookies I have in cookie clicker
  • BrainstormBrainstorm Member Posts: 10,406 ✭✭✭✭
    Maniklas said:


    420

    Nawp
    NickCyden said:

    the amount of cookies I have in cookie clicker

    Everyone else has already ascended into the complex set, a normal number in the real set won’t compete with that
    "Calm your caps, bro." -Brainstorm

    the following link is the best thing that could happen to you: http://forum.dashnet.org/discussions/tagged/brainstormgame

    Currently managing a large-based forum game.. DashNet RPG! Play it now: http://forum.dashnet.org/discussion/15882/dashnet-rpg-dashnets-greatest-forum-game-of-all-time
    Dashnet RPG Pastebin: https://pastebin.com/6301gzzx
  • UiomancantUiomancant Member, Cool, Flagger Posts: 9,839 ✭✭✭✭✭
    edited October 20
    Hmm, I will make an ever bigger number.

    WARNING: HUGE FONT STACKING HAPPENS IN HERE, OPEN AT YOUR OWN RISK.
    Number

  • ViniVini Member Posts: 2,848 ✭✭✭✭✭

    Hmm, I will make an ever bigger number.

    WARNING: HUGE FONT STACKING HAPPENS IN HERE, OPEN AT YOUR OWN RISK.

    huge
    I suppose you deserve at least an honorable mention for managing to break the thread with a number so big the forums can't even display it.

  • UiomancantUiomancant Member, Cool, Flagger Posts: 9,839 ✭✭✭✭✭
    Vini said:

    Hmm, I will make an ever bigger number.

    WARNING: HUGE FONT STACKING HAPPENS IN HERE, OPEN AT YOUR OWN RISK.

    huge
    I suppose you deserve at least an honorable mention for managing to break the thread with a number so big the forums can't even display it.
    No, you have to scroll across the page to see the number, it's written vertically in big white text. It's there, unlike a god.

  • ViniVini Member Posts: 2,848 ✭✭✭✭✭

    No, you have to scroll across the page to see the number, it's written vertically in big white text. It's there, unlike a god.

    Exactly what I mean. Even like that it can't be displayed.
    Much like a god, it would seem.
    (In other words, it's a matter of belief.)

    Gonna put a number here. Later. Once I think it up.

  • UiomancantUiomancant Member, Cool, Flagger Posts: 9,839 ✭✭✭✭✭
    Vini said:


    Exactly what I mean. Even like that it can't be displayed.
    Much like a god, it would seem.
    (In other words, it's a matter of belief.)

    font size=7>font size=7>font size=7>font size=7>font size=7>Number
    Allow me to put a number there for you

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