My number is bigger

July 30, 2023

cuz why not? its a incremental game forum
rule: https://googology.fandom.com/wiki/My_number_is_bigger!
i first, 1.79e308 as being infinity in a lot of game

yhvr owner

July 30, 2023

For people trying to go to that link, the reason it'a broken is because you need to add an exclamation mark to the end.

I'll go with 10↑10↑10

Icecreamdude tester

July 30, 2023

10↑↑10

circle-gon contributor

July 30, 2023

1J100

pixelperfect12 gamedev

July 30, 2023

JJJJ1000

ducdat0507 countest

July 31, 2023

K1000

manfroze gamedev

July 31, 2023

TREE(3)

ducdat0507 countest

August 2, 2023

Rayo(10↑100)

Demonin gamedev

August 3, 2023

Fish number 7 (https://googology.fandom.com/wiki/Fish_number_7)

pixelperfect12 gamedev

August 5, 2023

Rayo(Fish number 7) 🤔

katakana1

August 7, 2023

ω

balleater2000 suggester

August 8, 2023

[this post was deleted]

balleater2000 suggester

August 8, 2023

yo bro ω isnt finite thaats agains riuel

ducdat0507 countest

edited August 14, 2023

actually the rules have been broken since JJJJ1000 because you can't directly refer to the previous number

circle-gon contributor

September 5, 2023

whar

pixelperfect12 gamedev

September 8, 2023

oops my bad

luckythewolf

September 10, 2023

Xi^g(g(64))(27) where Xi^m(n) is recursion of Xi m times, this was hard to come up with, and i don't even know if its larger than the previous (finite) numbers, heres the googology wiki page https://googology.fandom.com/wiki/Xi_function

if we're gonna go with ordinals then ig ω^2

pixelperfect12 gamedev

edited September 26, 2023

stole most of this from the og my number is bigger forum >:)

basically let f(x) be this massive thingy:

            / X X X X X … X X X X X \
           /  X X X X X … X X X X X  \
          /   X X X X X … X X X X X   \
         /    X X X X X … X X X X X    \
        /     X X X X X … X X X X X     \
       |      | | | | | \ | | | | |      |
        \     X X X X X … X X X X X     /
         \    X X X X X … X X X X X    /
          \   X X X X X … X X X X X   /
           \  X X X X X … X X X X X  /
            \ X X X X X … X X X X X /

with x columns and rows
now let H(x) be zeta(1+(1/g(g_(x!)!)!))
next let Y(x) = x↑(x number of arrows) H^H(g_g_g_...[H(g_g_g_xkcd!) sub-levels of g_ here]...g_g(H(g_g_g_xkcd!)))(g_g_g_...[H(g_g_g_xkcd!) sub-levels of g_ here]...g_g(H(g_g_g_xkcd!))) where g_x is the xth number in the graham's number sequence, and xkcd is the xkcd number
finally, let Z = H(x)↑(Y(x) number of arrows) h(x) ↑ (H(x) number of arrows) Y(x)

my number is f(Z) applied to itself recursively TREE(TREE(TREE(Z)) times

going to the ordinal route ill just throw in cantor's ordinal

pixelperfect12 gamedev

September 26, 2023

[this post was deleted]

pixelperfect12 gamedev

September 26, 2023

i dont have much googology knowledge so it might not even be the slightest bit larger than the original post

eerosiuh counter

October 6, 2023

tree(tree(tree(tree(tree(tree(tree6000000))))))

balleater2000 suggester

October 7, 2023

sscg(3)

galaxyuser63274 countest

October 28, 2023

sscg(4)

Icecreamdude tester

December 5, 2023

sscg(6)

galaxyuser63274 countest

December 6, 2023

sscg(10^10)

Walterwhitesumcgitus

February 2, 2024

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

galaxyuser63274 countest

February 3, 2024

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^20}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^20}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^20}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^20}}

Walterwhitesumcgitus

February 5, 2024

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}
{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}
{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

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{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}
{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}
{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

{{{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}, {{SSCG(SSCG(R^(R^(tree(TAR(5)))))),TREE(TREE(R^(SSCG(SSCG(R^(R^(TREE(TAR(3))))))))),TAR(TREE(3)),TREE(5),TREE(5),TREE(4),TREE(4),SCCG(R^(R^(R^(R^(TREE(5))))),TAR(8),TAR(8),10},{SSCG(SSCG(TAR(6)))},TAR(3),TAR(3),R^(R^(R^(TREE))),TAR(3)^2}}

galaxyuser63274 countest

February 5, 2024

Too much copy and paste

Icecreamdude tester

February 28, 2024

Big number

galaxyuser63274 countest

February 29, 2024

Icecreamdude says:

Big number

Big number*Big number

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