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Lettuce, Pineapples and Cucumbers

(THESE NUMBERS WERE WRITTEN FROM SMALLEST TO LARGEST, IF THERE IS ANY PROBLEM, PUT IT IN THE COMMENTS)

(SOME OF THIS NUMBERS ARE ILL-DEFINED)

(IM TIRED OF EDITING THIS, JUST LEAVE A COMMENT AND TELL ME IF YOU LIKE MY SALAD)

Googol and Decker[]

  • Googoltriminex, 10-(101010100)
  • Googolduminex, 10-(1010100)
  • Googolminex, 10-(10100)
  • Tri-Little Googol, 0.08100
  • Bi-Little Googol, 0.4100
  • Bi-Little Googolplex, 0.40.4100
  • Unker, 1
  • Bker, 4
  • Trker, 7625597484987
  • Little Googol, 2100
  • Googol, 10100
  • Googolduteen, 10100+20
  • Googoltriteen, 10100+30
  • Googolquadriteen, 10100+40
  • Googolquinteen, 10100+50
  • Googolcentiteen, 10100+100
  • Googolty, 10101
  • Googoltyteen, 10101+10
  • Googolduty, 10102
  • Googoltrity, 10103
  • Googolquadrity, 10104
  • Googolquinty, 10105
  • Googoldecity, 10110
  • Googolplex, 1010100
  • Quatrker, 4↑↑4
  • Googolduplex, 101010100
  • Quintker, 5↑↑5
  • Googoltriplex, 10101010100
  • Sextker, 6↑↑6
  • Googolquadriplex, 1010101010100
  • Septker, 7↑↑7
  • Octker, 8↑↑8
  • Nonker, 9↑↑9
  • Decker, 10↑↑10
  • Yottker, 1024↑↑1024

Goshomity[]

  • Goshomity, {L2,100}100,100
  • Good Goshomity, {L2,{L2,100}100,100}100,100
  • Great Goshomity, {L2,{L2,{L2,100}100,100}100,100}100,100
  • Gishgmity, {L3,100}100,100
  • Gashgmity, {L4,100}100,100
  • Geshemity, {L5,100}100,100
  • Gishmity, {L6,100}100,100
  • Goshgmity, {L7,100}100,100
  • Gashmity, {L8,100}100,100
  • Boshomity, {LL2,100}100,100
  • Bishgmity, {LL3,100}100,100
  • Bashgmity, {LL4,100}100,100
  • Beshemity, {LL5,100}100,100
  • Bishmity, {LL5,100}100,100
  • Boshgmity, {LL6,100}100,100
  • Bashmity, {LL7,100}100,100
  • Troshomity, {LLL2,100}100,100
  • Quadroshomity, {LLLL2,100}100,100
  • Quintoshomity, {LLLLL2,100}100,100
  • Sextoshomity, {LLLLLL2,100}100,100
  • Septoshomity, {LLLLLLL2,100}100,100
  • Octoshomity, {LLLLLLLL2,100}100,100
  • Gobomity, {L...L2,100}100,100 (Goshomity L's)
  • Bobomity, {L...L2,100}100,100 (Boshomity L's)
  • Trobomity, {L...L2,100}100,100 (Troshomity L's)
  • Quadrobomity, {L...L2,100}100,100 (Quadroshomity L's)
  • Quintobomity, {L...L2,100}100,100 (Quintoshomity L's)
  • Gotromity, {L...L2,100}100,100 (Gobomity L's)
  • Botromity, {L...L2,100}100,100 (Bobomity L's)
  • Gossomity, {L...L2,100}100,100 (Gotromity L's)
  • Bossomity, {L...L2,100}100,100 (Botromity L's)

Meameamealokkapoowa[]

  • Meameamealokkapoowa, {L100,10}10,10
  • Meameamealokkaboowa, {L100,10}100,100
  • Meameamealokkatroowa, {L100,10}1000,1000
  • Meameamealokkaquadroowa, {L100,10}10000,10000
  • Meameamealokkabipoowa, {LL100,10}10,10
  • Meameamealokkatripoowa, {LLL100,10}10,10
  • Meameamealokkaquadripoowa, {LLLL100,10}10,10
  • Meameamealokkaquinpoowa, {LLLLL100,10}10,10
  • Meameamealokkamegapoowa, {L...L100,10}10,10 (1000000 L's)
  • Meameamealokkamutejenapoowa, {L...L100,10}10,10 (103×103003+3 L's)

TARANOVSKY and LOADER[]

  • Tritar, Tar(3)
  • Quadritar, Tar(4)
  • Quintitar, Tar(5)
  • Dekotar, Tar(10)
  • Kilotar, Tar(1000)
  • Yottotar, Tar(1024)
  • Xennotar, Tar(1027)
  • Wekotar, Tar(1030)
  • Hendotar, Tar(1033)
  • Unintar, Tar2(10)
  • Dekintar, Tar11(10)
  • Kilintar, Tar1001(10)
  • Yottintar, Tar1024+1(10)
  • Xennintar, Tar1027+1(10)
  • Wekintar, Tar1030+1(10)
  • Hendintar, Tar1033+1(10)
  • Tarintar, TarTar(10)(10)
  • Hendo-Tarintar, TarTar(10)(1033)
  • Loader's Number, D5(99)
  • Loadintar, TarD5(99)+1(10)
  • Decader, D10(99)
  • Kilader, D1000(99)
  • Yottader, D1024(99)
  • Xennader, D1027(99)
  • Wekader, D1030(99)
  • Hendader, D1033(99)
  • Tarader, DTar(10)(99)
  • Loaderplex, DD5(99)(99)

W H Y ?[]

  • Rayo's Number, Rayo(10100)
  • Rayillion, 103×Rayo(10100)+3
  • Googolrayaplex, E100#(Rayo(10100)+1)
  • Rayotar, Tar(Rayo(10100))
  • Rayintar, TarRayo(10100)+1(10)
  • Rayo-Rayintar, TarRayo(10100)+1(Rayo(10100))
  • Rayader, DRayo(10100)(99)
  • BIG FOOT, FOOT10(10100)
  • GREAT FOOT, FOOT10(101000)
  • PLEXED FOOT, FOOT20(10100)
  • DUPLEXED FOOT, FOOT30(10100)
  • RAYAPLEXED FOOT, FOOTRayo(10100)+10(10100)
  • Oblivion
  • Utter Oblivion
  • Crouton, this number has multiple definitions
  • Croutonillion, this number has multiple definitions.
  • Ultimate Croutonillion
  • Sam's Number, S(1) (The smallest undefinable number)
  • Ultrathree, 3↑S(1)3
  • Ultrathreeplex, 103↑S(1)3
  • Ultraten, 10↑S(1)10
  • Ultrathousand, 1000↑S(1)1000
  • Ultramillion, 1000000↑S(1)1000000
  • Ultramultillion, 103×103×103×1042+3S(1)103×103×103×1042+3
  • Ultramultillionplex, 10103×103×103×1042+3S(1)103×103×103×1042+3
  • Ultraloader, D5(99)↑S(1)D5(99)
  • Ultrarayo, Rayo(10100)↑S(1)Rayo(10100)
  • Ultrasam, S(1)↑S(1)S(1)
  • Basam, S(2) (The 2nd smallest undefinable number)
  • Bi-Ultrasam, S(1)↑S(2)S(1)
  • Bi-Ultrasamplex, 10S(1)↑S(2)S(1)

REAL EXTENSIONS[]

(THESE NUMBERS ARE NOT ORDERED IN ANY WAY)

Oblivion Extensions[]

  • Oblivionplex = The largest number defined using no more than a Kungulusplex symbols in some K(Gongulusplex) system, where a K(n) system is a complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Iblivign = The largest number defined using no more than a {X,110,3}&10 symbols in some K(Gingulus) system, where a K(n) system is a complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Ablivign = The largest number defined using no more than a {X,1000,3}&10 symbols in some K(Gangulus) system, where a K(n) system is a complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Eblivien = The largest number defined using no more than a {X,10100,3}&10 symbols in some K(Geengulus) system, where a K(n) system is a "complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Iblivin = The largest number defined using no more than a {X,10↑↑100,3}&10 symbols in some K(Gowngulus) system", where a K(n) system is a complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Oblivign = The largest number defined using no more than a {X,10↑↑↑100,3}&10 symbols in some K(Gungulus) system, where a K(n) system is a complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Ablivin = The largest number defined using no more than a {X,10↑↑↑↑100,3}&10 symbols in some K(Gagulus) system, where a K(n) system is a complete and well-defined system of mathematics that can be described with no more than n symbols.
  • Utter Oblivionplex = The largest finite number that can be uniquely defined using no more than an Oblivionplex symbols in some K(Oblivionplex) system in some K2(Oblivionplex) 2-system in some K3(Oblivionplex) 3-system in some K4(Oblivionplex) 4-system in some ......... KOblivionplex(Oblivionplex) Oblivionplex-system where the number Oblivionplex can be represented with one symbol (byte)., where a Km(n) m-system is an arbitrary well-defined system of mathematics that can generate K(m-1)(n) (m-1)-systems and which can be uniquely described in at most n symbols and a K1(n) system is an arbitrary well-defined system of mathematics which can be uniquely described in n symbols.
  • Utter Utter Oblivion = The largest finite number that can be uniquely defined using no more than an Utter Oblivion symbols in some K(Utter Oblivion) system in some K2(Utter Oblivion) 2-system in some K3(Utter Oblivion) 3-system in some K4(Utter Oblivion) 4-system in some ......... KUtter Oblivion(Utter Oblivion) Utter Oblivion-system where the number Utter Oblivion can be represented with one symbol (byte)., where a Km(n) m-system is an arbitrary well-defined system of mathematics that can generate K(m-1)(n) (m-1)-systems and which can be uniquely described in at most n symbols and a K1(n) system is an arbitrary well-defined system of mathematics which can be uniquely described in n symbols.

BIG FOOT[]

  • SMALL FOOT = FOOT5(10100)
  • BIGGER FOOT = FOOT20(10100)
  • SMALLER FOOT = FOOT2(10100)
  • 2ND BIG FOOT = FOOT10(20100)
  • 100TH BIG FOOT = FOOT10(100100)
  • NOT SO BIG FOOT = FOOT10(1050)
  • BIG BIG FOOT, BABIG FOOT = FOOT100(10100)
  • TRABIG FOOT = FOOT1000(10100)
  • NABIG FOOT = FOOT(10100)
  • MEGA FOOT = FOOT10(101000000)
  • YOTTA FOOT = FOOT10(101024)
  • BIG FIGT = FOOT10(10↑↑100)
  • BIG FAGT = FOOT10(10↑↑↑100)
  • BIG FEET= FOOT10(10↑↑↑↑100)
  • BIG FIT = FOOT10(10↑↑↑↑↑100)
  • BIG FOGT = FOOT10(10↑↑↑↑↑↑100)
  • BIG FAT = FOOT10(10↑↑↑↑↑↑↑100)

Large Number Garden Number[]

(The f(n) explanation is here, i don't gonna write it here bcs is EXTREMELY large)

  • Large Number Opposite Number = Rayo(10↑1010)
  • Large Number Big Number = f(20↑1020)
  • Large Number Bongo Number = f(30↑1030)
  • Large Number Quabinga Number = f(40↑1040)
  • Large Number Godly Number = f(50↑1050)
  • Large Number Queen Number = f(60↑1060)
  • Large Number Minecraft Number = f(70↑1070)
  • Large Number Fractal Number = f(80↑1080)
  • Large Number Mods Number = f(90↑1090)
  • Large Number Large Number = f(100↑10100)
  • Large Number Hectare Number = f(10↑10010)
  • Large Number Chilia-Number = f(10↑100010)
  • Large Number Mega-Number = f(10↑10000010)
  • Large Number Yotta-Number = f(10↑102410)
  • Large Number Dopled Number = f2(10↑1010)
  • Large Number Tropled Number = f3(10↑1010)
  • Large Number Decopled Number = f10(10↑1010)
  • Large Number Yoctopled Number = f1024(10↑1010)
  • Large Number Ill-defined Number = FOOT10(10↑1010)
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