List of googolisms/Exponentiated linear omega level

Smaller numbers
== \(f_{\omega^\omega}(f_3(10))\) ~ \(f_{\omega^\omega + \omega}(f_3(10))\) ==
*pete-7.c, \(f_{\omega^\omega}(2\uparrow\uparrow36)\)
*Goobo-giggol, {10,{10,100,2}(1)2}
*Dupertri, {3,3,2 (1) 2}
*Duperdecal, {10,3,2 (1) 2}
*Linelplex, s(3,3,2{2}2)
*Hayden's Trupertri, 3(3)(3)(3) ... (3)(3)(3)3 (Hayden's Dupertri 3's)
*Goobolplex, {10,{10,100 (1) 2} (1) 2}
*Duperhect, {100,3,2(1)2}
*Grand godgahlah, E100#^#100#2
*Goobolplexigong, {10,{10,100000(1)2}(1)2}
*Grand godgahlahgong, E100000#^#100000#2
*Trupertri, {3,4,2(1)2}
*Truperdecal, {10,4,2 (1) 2}
*Goobolduplex, {10, {10, {10, 100 (1) 2} (1) 2} (1) 2}
*Truperhect, {100,4,2(1)2}
*Grand grand godgahlah / two-ex-grand godgahlah, E100#^#100#3
*Goobolduplexigong, {10,{10,{10,{10,100000(1)2}(1)2}(1)2}(1)2}
*Grand grand godgahlahgong, E100000#^#100000#3
*Quadruperdecal, {10,5,2 (1) 2}
*Gooboltriplex, {10, goobolduplex (1) 2}
*Grand grand grand godgahlah / three-ex-grand godgahlah, E100#^#100#4
*Quintuperdecal, {10,6,2 (1) 2}
*Grand grand grand grand godgahlah / four-ex-grand godgahlah, E100#^#100#5
*Goobolquintiplex, {10, goobolquadriplex (1) 2}
*Gooboldeciplex, {10, goobolnoniplex (1) 2}
*Goobolvigintiplex, {10, goobolnovemdeciplex (1) 2}
*Gooboltrigintiplex, {10, goobolnovemvigintiplex (1) 2}
*Goobolquinquagintiplex, {10, goobolnovemquadragintiplex (1) 2}
*Gibbol, {10,100,2 (1) 2}
*Lin-Googol, 10[1{1}1]100
*Grandgahlah, E100#^#100#100
*Titanicoltrex, #{0:1}*((10))*100
*Goobolcentiplex, {10, goobolnovemnonagintiplex (1) 2}
*Hundred-ex-grand godgahlah, E100#^#100#101
*Gibbolchime, {10,1000,2(1)2}
*Goobolmilliplex, {10, goobolnovemnonagintinongentiplex (1) 2}
*Eleven-thousand-eight-hundred-sixty-two-ex-grand godgahlahgong, E100000#^#100000#11863
*Gibbolgong, {10,100000,2(1)2}
*Grandgahlahgong, E100,000#^#100,000#100,000
*Goobolmegaplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1,000,001 times)
*Goobolgigaplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1,000,000,001 times)
*Goobolteraplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1,000,000,000,001 times)
*Goobolpetaplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1015 + 1 times)
*Goobolexaplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1018 + 1 times)
*Goobolzettaplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1021 + 1 times)
*Goobolyottaplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (1024 + 1 times)
*Superis-Terribuporcal, Forcal2[2]2(1)
*Godgahlah-ex-grand godgahlah, E100#^#100#(1+E100#^#100)
*Gooboldex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (goobol times)
*Gooboldexiplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (goobol + 1 times)
*Gooboldexiduplex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (goobol + 2 times)
*Goobolplexidex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (goobolplex times)
*Goobolduplexidex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (goobolduplex times)
*Gibbolplex, {10,{10,100,2 (1) 2},2 (1) 2}
*Grand grandgahlah, E100#^#100#100#2
*Gooboldudex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (gooboldex times)
*Grand grand grandgahlah, E100#^#100#100#3
*Gooboltridex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (gooboldudex times)
*Goobolquintidex, {10, {10, {10, … {10, 100 (1) 2} (1) 2} (1) 2} … (1) 2} (goobolquadridex times)
*Latri, {3,3,3 (1) 2}
*Lintrienel, s(3,3,3{2}2)
*Gabbol, {10,100,3 (1) 2}
*Lin-Doogol, 10[2{1}1]100
*Greagahlah, E100#^#100#100#100
*Gabbolgong, {10,100000,3(1)2}
*Greagahlahgong, E100,000#^#100,000#100,000#100,000
*Goobolthrex
*Goobolthrexiplex
*Goobolplexithrex
*Gooboldexithrex
*Gabbolplex, {10,{10,100,3 (1) 2},3 (1) 2}
*Grand greagahlah, E100#^#100#100#100#2
*Goobolduthrex
*Gooboltrithrex
*Superis-Terribmegocal, Forcal3[2]2(1)
*Lower latet, {4,4,4(1)2}
*Geebol, {10,100,4 (1) 2}
*Gigangahlah, E100#^#100#100#100#100
*Geebolgong, {10,100000,4(1)2}
*Grand gigangahlah, E100#^#100#100#100#100#2
*Superis-Terribypercal, Forcal4[2]2(1)
*Gibol, {10,100,5 (1) 2}
*Gorgegahlah, E100#^#100#100#100#100#100
*Grand gorgegahlah, E100#^#100#100#100#100#100#2
*Gobbol, {10,100,6 (1) 2}
*Gulgahlah, E100#^#100#100#100#100#100#100
*Grand gulgahlah, E100#^#100#100#100#100#100#100#2
*Gabol, {10,100,7 (1) 2}
*Gaspgahlah, E100#^#100##7
*Gocbol, {10,100,8(1)2}
*Ginorgahlah, E100#^#100##8
*Genbol, {10,100,9(1)2}
*Gargangahlah, E100#^#100##9
*Tridecbol, {10,10,10(1)2}
*Gexbol, {10,100,10(1)2}
*Googongahlah, E100#^#100##10
*Beggard antre khi, (0)(1)(2)(3)(1)(2)[15]
*Boobol, {10,10,100 (1) 2}
*Woobol, {10,100,100(1)2}
*Gugoldgahlah, E100#^#100##100
*Lin-Kiloogol, 10[0,1{1}1]100
*Wibbol, {10,100,200(1)2}
*Wabbol, {10,100,300(1)2}
*Weebol, {10,100,400(1)2}
*Wibol, {10,100,500(1)2}
*Wobbol, {10,100,600(1)2}
*Wabol, {10,100,700(1)2}
*Bwoobol, {10,10,1000(1)2}
*Boobolplex, {10,10,{10,10,100 (1) 2} (1) 2}
*Grand gugoldgahlah, E100#^#100##100#2
== \(f_{\omega^\omega + \omega}(f_3(10))\) ~ \(f_{\omega^\omega 2}(f_3(10))\) ==
*Corboral, {10,100,1,2(1)2}
*Graatagoldgahlah, E100#^#100##100#100
*Titanicolgoltrex, #{0:1}^*((10))*100
*Greegoldgahlah, E100#^#100##100#100#100
*Grinningoldgahlah, E100#^#100##100#100#100#100
*Golaagoldgahlah, E100#^#100##100#100#100#100#100
*Gruelohgoldgahlah, E100#^#100##100##6
*Gaspgoldgahlah, E100#^#100##100##7
*Ginorgoldgahlah, E100#^#100##100##8
*Gargantuuldgahlah, E100#^#100##100##9
*Googondoldgahlah, E100#^#100##100##10
*Gugolthragahlah, E100#^#100##100##100
*Bibbol, {10,10,100,2 (1) 2}
*Graatagolthragahlah, E100#^#100##100##100#100
*Greegolthragahlah, E100#^#100##100##100#100#100
*Lintetenel, s(3,3,3,3{2}2)
*Grinningolthragahlah, E100#^#100##100##100#100#100#100
*Golaagolthragahlah, E100#^#100##100##100##5
*Gruelohgolthragahlah, E100#^#100##100##100##6
*Gugolteslagahlah, E100#^#100##100##100##100
*Babbol, {10,10,100,3 (1) 2}
*Graatagolteslagahlah, E100#^#100##100##100##100#100
*Greegolteslagahlah, E100#^#100##100##100#100##100#100
*First row supertet / latet {4,4,4,4(1)2} = {4,4(1)3}
*Gugolpetagahlah, E100#^#100###5
*Beebol, {10,10,100,4 (1) 2}
*Gugolhexagahlah, E100#^#100###6
*Bibol, {10,10,100,5 (1) 2}
*Gugolheptagahlah, E100#^#100###7
*Bobbol, {10,10,100,6 (1) 2}
*Gugoloctagahlah, E100#^#100###8
*Babol, {10,10,100,7 (1) 2}
*Gugolennagahlah, E100#^#100###9
*Bocbol, {10,10,100,8(1)2}
*Gugoldekagahlah, E100#^#100###10
*Benbol, {10,10,100,9(1)2}
*Generadual, {10,10,10,10(1)2}
*Bexbol, {10,10,100,10(1)2}
*Throogahlah / throogogahlah, E100#^#100###100
*Troobol, {10,10,10,100 (1) 2}
*Lin-Megoogol, 10[0,0,1{1}1]100
*Titanic Astuul, #{0:1}{1}((10))*100
*Trwoobol, {10,10,10,1000(1)2}
*Grand throogahlah, E100#^#100###100#2
*Troobolplex, {10,10,10,{10,10,10,100 (1) 2} (1) 2}
*Thrangahlah, E100#^#100###100#100
*Cormegotidual, {10,100,1,1,2(1)2}
*Threagahlah, E100#^#100###100#100#100
*Thrigangahlah, E100#^#100###100#100#100#100
*Thrugoldgahlah, E100#^#100###100##100
*Thraatagoldgahlah, E100#^#100###100##100#100
*Thrugolthragahlah, E100#^#100###100##100##100
*Thrugolteslagahlah, E100#^#100###100##100##100##100
*Throotrigahlah, E100#^#100###100###100
*Tribbol, {10,10,10,100,2 (1) 2}
*Linpentenel, s(3,3,3,3,3{2}2)
*Throotergahlah, E100#^#100###100###100###100
*Trabbol, {10,10,10,100,3 (1) 2}
*Throopetogahlah, E100#^#100###100###100###100###100
*First row superpent / lapent, {5,5(1)3}
*Throohexogahlah, E100#^#100####6
*Throoheptogahlah, E100#^#100####7
*Throogogdogahlah, E100#^#100####8
*Throogentogahlah, E100#^#100####9
*Trocbol, {10,10,10,100,8(1)2}
*Throodekogahlah, E100#^#100####10
*Trenbol, {10,10,10,100,9(1)2}
*Pentadecadual / trexbol, {10,10,10,10,10(1)2}
*Tetroogahlah / teroogahlah / teroogogahlah, E100#^#100####100
*Quadroobol, {10,10,10,10,100 (1) 2}
*Lin-Gigoogol, 10[0,0,0,1{1}1]100
*Titanic Galaxiol, #{0:1}{2}((10))*100
*Quadrwoobol, {10,10,10,10,1000(1)2}
*Tetrangahlah, E100#^#100####100#100
*Tetrugoldgahlah, E100#^#100####100##100
*Tetrithroogahlah, E100#^#100####100###100
*Tetrootrigahlah, E100#^#100####100####100
*Quadribbol, {10,10,10,10,100,2 (1) 2}
*Tetrootergahlah, E100#^#100####100####100####100
*Quadrabbol, {10,10,10,10,100,3 (1) 2}
*Tetroopetogahlah, E100#^#100####100####100####100####100
*Tetroohexogahlah, E100#^#100#####6
*Tetrooheptogahlah, E100#^#100#####7
*Tetroogogdogahlah, E100#^#100#####8
*Pentoogahlah / petoogahlah / petoogogahlah, E100#^#100#####100
*Quintoobol, {10,10,10,10,10,100 (1) 2}
*Titanic Cosmol, #{0:1}{3}((10))*100
*Quintwoobol, {10,10,10,10,10,1000(1)2}
*Pentootrigahlah, E100#^#100#####100#####100
*Pentootergahlah, E100#^#100#####100#####100#####100
*Pentoopetogahlah, E100#^#100#####100#####100#####100#####100
*Hexoogahlah / ectoogahlah / ectoogogahlah, E100#^#100######100
*Sextoobol, {10,10,10,10,10,10,100 (1) 2}
*Titanic Hyperiol, #{0:1}{4}((10))*100
*Sextwoobol, {10,10,10,10,10,10,1000(1)2}
*Heptoogahlah / zettoogahlah / zettoogogahlah, E100#^#100#######100
*Septwoobol, {10,10,10,10,10,10,10,1000(1)2}
*Ogdoogahlah / yottoogahlah / yottoogogahlah, E100#^#100########100
*Octwoobol, {10,10,10,10,10,10,10,10,1000(1)2}
*Entoogahlah, E100#^#100#^#9
*Nonwoobol, {10,10,10,10,10,10,10,10,10,1000(1)2}
*Dektoogahlah, E100#^#100#^#10
*Decoobol, {10,10,10,10,10,10,10,10,10,10,100(1)2}
*Lvapofrbi, 1[(3)[1]]0(76)
*Gootrol, {10,100 (1) 3}
*Gotrigahlah, E100#^#100#^#100
*Dulinoogol, 10[0{1}2]100
== \(f_{\omega^\omega 2}(f_3(10))\) ~ \(f_{\omega^{\omega+1}}(f_3(10))\) ==
*Dulinel, s(3,2,2{2}3)
*Dulinelplex, s(3,3,2{2}3)
*Gitrol, {10,100,2 (1) 3}
*Dulin-Googol, 10[1{1}2]100
*Grangotrigahlah / grantrigahlah, E100#^#100#^#100#100
*Dulintrienel, s(3,3,3{2}3)
*Gatrol, {10,100,3 (1) 3}
*Greagotrigahlah / greatrigahlah, E100#^#100#^#100#100#100
*Geetrol, {10,100,4 (1) 3}
*Gigangotrigahlah / gigantrigahlah, E100#^#100#^#100#100#100#100
*Gietrol, {10,100,5 (1) 3}
*Gorgegotrigahlah / gorgetrigahlah, E100#^#100#^#100#100#100#100#100
*Gotrol, {10,100,6 (1) 3}
*Gulgotrigahlah / gultrigahlah, E100#^#100#^#100##6
*Gaitrol, {10,100,7 (1) 3}
*Gaspgotrigahlah / gasptrigahlah, E100#^#100#^#100##7
*Goctrol, {10,100,8(1)3}
*Ginorgotrigahlah, E100#^#100#^#100##8
*Gentrol, {10,100,9(1)3}
*Gargangotrigahlah, E100#^#100#^#100##9
*Gextrol, {10,100,10(1)3}
*Googongotrigahlah, E100#^#100#^#100##10
*Bootrol, {10,10,100 (1) 3}
*Wootrol, {10,100,100(1)3}
*Gugoldgotrigahlah / gugoldtrigahlah, E100#^#100#^#100##100
*Bwootrol, {10,10,1000(1)3}
*Graatagoldgotrigahlah, E100#^#100#^#100##100#100
*Greegoldgotrigahlah, E100#^#100#^#100##100#100#100
*Grinningoldgotrigahlah, E100#^#100#^#100##100#100#100#100
*Golaagoldgotrigahlah, E100#^#100#^#100##100#100#100#100#100
*Gugolthragotrigahlah, E100#^#100#^#100##100##100
*Bitrol, {10,10,100,2 (1) 3}
*Dulintetenel, s(3,3,3,3{2}3)
*Batrol, {10,10,100,3 (1) 3}
*Throogotrigahlah / throotrigahlah, E100#^#100#^#100###100
*Trootrol, {10,10,10,100 (1) 3}
*Trwootrol, {10,10,10,1000(1)3}
*Thrangotrigahlah, E100#^#100#^#100###100#100
*Threagotrigahlah, E100#^#100#^#100###100#100#100
*Thrugoldgotrigahlah, E100#^#100#^#100###100##100
*Thrugolthragotrigahlah, E100#^#100#^#100###100##100##100
*Throotrigotrigahlah, E100#^#100#^#100###100###100
*Throotergotrigahlah, E100#^#100#^#100####4
*Throopetotrigahlah, E100#^#100#^#100####5
*Throohexotrigahlah, E100#^#100#^#100####6
*Tetroogotrigahlah / terootrigahlah / teroogotrigahlah, E100#^#100#^#100####100
*Quadrootrol, {10,10,10,10,100 (1) 3}
*Tetrootrigotrigahlah, E100#^#100#^#100####100####100
*Tetrootergotrigahlah, E100#^#100#^#100#####4
*Tetroopetotrigahlah, E100#^#100#^#100#####5
*Pentoogotrigahlah / petootrigahlah / petoogotrigahlah, E100#^#100#^#100#####100
*Quintootrol, {10,10,10,10,10,100 (1) 3}
*Pentootrigotrigahlah, E100#^#100#^#100######3
*Hexoogotrigahlah / ectootrigahlah / ectoogotrigahlah, E100#^#100#^#100######100
*Heptoogotrigahlah / zettootrigahlah / zettoogotrigahlah, E100#^#100#^#100#######100
*Ogdoogotrigahlah / yottootrigahlah / yottoogotrigahlah, E100#^#100#^#100########100
*Lvapofrtri, 1[(4)[1]]0(76)
*Gooquadrol, {10,100 (1) 4}
*Gotergahlah, E100#^#100#^#100#^#100
*Trulinoogol, 10[0{1}3]100
*Grangotergahlah, E100#^#100#^#100#^#100#100
*Greagotergahlah, E100#^#100#^#100#^#100#100#100
*Gigangotergahlah, E100#^#100#^#100#^#100#100#100#100
*Booquadrol, {10,10,100 (1) 4}
*Gugoldgotergahlah, E100#^#100#^#100#^#100##100
*Gugolthragotergahlah, E100#^#100#^#100#^#100##100##100
*Lé Tritri au lait, 3(1, 3)3 / 3 / 3
*Gugolteslagotergahlah, E100#^#100#^#100#^#100##100##100##100
*Throogotergahlah, E100#^#100#^#100#^#100###100
*Tetroogotergahlah, E100#^#100#^#100#^#100####100
*Quadreequadrol, {10,10,10,10,100,4 (1) 4}
*Lvapofrtet, 1[(5)[1]]0(76)
*Gooquintol, {10,100 (1) 5}
*Goppegahlah, E100#^#100#^#100#^#100#^#100
*Goosextol, {10,100 (1) 6}
*Gohexgahlah / gohexahlah, E100#^#*#6
*Gooseptol, {10,100 (1) 7}
*Gohepgahlah, E100#^#*#7
*Goo-octol, {10,100(1)8}
*Go-ahtgahlah, E100#^#*#8
*Goo-nonol, {10,100(1)9}
*Go-enngahlah, E100#^#*#9
*Emperal, {10,10 (1) 10}
*Godekahlah, E100#^#*#10
*Kahen, 1[ ] [1]0(76)
*Gossol, {10,10 (1) 100}
*Godgoldgahlah / gohectgahlah / godgoldahlah, E100#^#*#100
*Kilulinoogol, 10[0{1}0,1]100
*Titaniprimol, #{1:1}((10))*100
*Gwossol, {10,10(1)1000}
*Godgoldgahlahgong, E100,000#^#*#100,000
== \(f_{\omega^{\omega+1}}(f_3(10))\) ~ \(f_{\omega^{\omega+2}}(f_3(10))\) ==
*Emperalplex, {10,10 (1) {10,10 (1) 10}}
*Gossolplex, {10,10 (1) {10,10 (1) 100}}
*Grand godgoldgahlah, E100#^#*#100#2
*Kilulin-Googol, 10[1{1}0,1]100
*Grangol-carta-godgoldgahlah, E100#^#*#100#100
*Greagol-carta-godgoldgahlah, E100#^#*#100#100#100
*Gigangol-carta-godgoldgahlah, E100#^#*#100#100#100#100
*Gugold-carta-godgoldgahlah, E100#^#*#100##100
*Graatagold-carta-godgoldgahlah, E100#^#*#100##100#100
*Gugolthra-carta-godgoldgahlah, E100#^#*#100##100##100
*Throogol-carta-godgoldgahlah, E100#^#*#100###100
*Tetroogol-carta-godgoldgahlah, E100#^#*#100####100
*Pentoogol-carta-godgoldgahlah, E100#^#*#100#####100
*Hexoogol-carta-godgoldgahlah, E100#^#*#100######100
*Kilulin-Linoogol, 10[0{1}1,1]100
*Godgahlah-carta-godgoldgahlah, E100#^#*#100#^#100
*Grandgahlah-carta-godgoldgahlah, E100#^#*#100#^#100#100
*Greagahlah-carta-godgoldgahlah, E100#^#*#100#^#100#100#100
*Gugoldgahlah-carta-godgoldgahlah, E100#^#*#100#^#100##100
*Throogahlah-carta-godgoldgahlah, E100#^#*#100#^#100###100
*Tetroogahlah-carta-godgoldgahlah, E100#^#*#100#^#100####100
*Kilulin-Dulinoogol, 10[0{1}2,1]100
*Gotrigahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100
*Grangotrigahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100#100
*Gugoldgotrigahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100##100
*Throogotrigahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100###100
*Gotergahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100#^#100
*Goppegahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100#^#100#^#100
*Gohexgahlah-carta-godgoldgahlah, E100#^#*#100#^#100#^#100#^#100#^#100#^#100
*Grand emperal, {10,10 (1) 10,2}
*Gissol, {10,10 (1) 100,2}
*Dukilulinoogol, 10[0{1}0,2]100
*Gotrigoldgahlah / gotrigoldahlah, E100#^#*##3
*Gwissol, {10,10(1)1000,2}
*Grangol-carta-gotrigoldgahlah, E100#^#*#100#^#*#100#100
*Gugold-carta-gotrigoldgahlah, E100#^#*#100#^#*#100##100
*Throogol-carta-gotrigoldgahlah, E100#^#*#100#^#*#100###100
*Godgahlah-carta-gotrigoldgahlah, E100#^#*#100#^#*#100#^#100
*Gotrigahlah-carta-gotrigoldgahlah, E100#^#*#100#^#*#100#^#100#^#100
*Gotergahlah-carta-gotrigoldgahlah, E100#^#*#100#^#*#100#^#100#^#100#^#100
*Goppegahlah-carta-gotrigoldgahlah, E100#^#*#100#^#*#100#^#100#^#100#^#100#^#100
*Dienlinel, s(3,2,2{2}3,3)
*Dienlintrienel, s(3,3,3{2}3,3)
*Gassol, {10,10 (1) 100,3}
*Gotergoldgahlah / gotergoldahlah, E100#^#*##4
*Gwassol, {10,10(1)1000,3}
*Grangol-carta-gotergoldgahlah, E100#^#*#100#^#*#100#^#*#100#100
*Gugold-carta-gotergoldgahlah, E100#^#*#100#^#*#100#^#*#100##100
*Throogol-carta-gotergoldgahlah, E100#^#*#100#^#*#100#^#*#100###100
*Godgahlah-carta-gotergoldgahlah, E100#^#*#100#^#*#100#^#*#100#^#100
*Geesol, {10,10 (1) 100,4}
*Goppegoldgahlah / goppegoldahlah, E100#^#*##5
*Geesolplex, {10,10 (1) {10,10 (1) 100,4},4}
*Gussol, {10,10 (1) 100,5}
*Gohexgoldgahlah / gohexgoldahlah, E100#^#*##6
*Gohepgoldgahlah / gohepgoldahlah, E100#^#*##7
*Gasol, {10,10(1)100,7}
*Go-ahtgoldgahlah / go-ahtgoldahlah, E100#^#*##8
*Go-enngoldgahlah / go-enngoldahlah, E100#^#*##9
*Godekagoldgahlah / godekagoldahlah, E100#^#*##10
*Hyperal, {10,10 (1) 10,10}
*Fish number 3, \(\approx f_{(\omega^{\omega+1}) 63+1}(63)\)
*Godthroogahlah / godthroldahlah, E100#^#*##100
*Mossol, {10,10 (1) 10,100}
*Megulinoogol, 10[0{1}0,0,1]100
*Mwossol, {10,10(1)10,1000}
*Mossolgong, {10,10(1)10,100000}
== \(f_{\omega^{\omega+2}}(f_3(10))\) ~ \(f_{\omega^{\omega 2}}(f_3(10))\) ==
*Hyperalplex, {10,10 (1) 10,{10,10 (1) 10,10}}
*Mossolplex, {10,10 (1) 10,{10,10 (1) 10,100}}
*Megulin-Kilulinoogol, 10[0{1}0,1,1]100
*Grangol-carta-godthroogahlah, E100#^#*##100#100
*Greagol-carta-godthroogahlah, E100#^#*##100#100#100
*Gugold-carta-godthroogahlah, E100#^#*##100##100
*Throogol-carta-godthroogahlah, E100#^#*##100###100
*Godgahlah-carta-godthroogahlah, E100#^#*##100#^#100
*Gotrigahlah-carta-godthroogahlah, E100#^#*##100#^#100#^#100
*Gotergahlah-carta-godthroogahlah, E100#^#*##100#^#100#^#100#^#100
*Godgoldgahlah-carta-godthroogahlah, E100#^#*##100#^#*#100
*Gotrigoldgahlah-carta-godthroogahlah, E100#^#*##100#^#*#100#^#*#100
*Gotergoldgahlah-carta-godthroogahlah, E100#^#*##100#^#*#100#^#*#100#^#*#100
*Gotrithroogahlah, E100#^#*##100#^#*##100
*Missol, {10,10 (1) 10,100,2}
*Dumegulinoogol, 10[0{1}0,0,2]100
*Mwissol, {10,10(1)10,1000,2}
*Trienlinel, s(3,2,2{2}3,3,3)
*Goterthroogahlah, E100#^#*##100#^#*##100#^#*##100
*Massol, {10,10 (1) 10,100,3}
*Mwassol, {10,10(1)10,1000,3}
*Deux tritri, {3,3,3(1)3,3,3}
*Goppethroogahlah, E100#^#*##100#^#*##100#^#*##100#^#*##100
*Meesol, {10,10 (1) 10,100,4}
*Gohexthroogahlah, E100#^#*##100#^#*##100#^#*##100#^#*##100#^#*##100
*Mussol, {10,10 (1) 10,100,5}
*Gohepthroogahlah, E100#^#*###7
*Moosol, {10,10(1)10,100,6}
*Go-ahthroogahlah, E100#^#*###8
*Masol, {10,10(1)10,100,7}
*Go-ennthroogahlah, E100#^#*###9
*Godekathroogahlah, E100#^#*###10
*Trideca-hyperal, {10,10(1)10,10,10}
*Godtetroogahlah / godteroogahlah / godteroldahlah, E100#^#*###100
*Bossol, {10,10 (1) 10,10,100}
*Gigulinoogol, 10[0{1}0,0,0,1]100
*Titanitrol, #{3:1}((10))*100
*Bwossol, {10,10(1)10,10,1000}
*Grangol-carta-godtetroogahlah, E100#^#*###100#100
*Gugold-carta-godtetroogahlah, E100#^#*###100##100
*Godgahlah-carta-godtetroogahlah, E100#^#*###100#^#100
*Godgoldgahlah-carta-godtetroogahlah, E100#^#*###100#^#*#100
*Godthroogahlah-carta-godtetroogahlah, E100#^#*###100#^#*##100
*Gotritetroogahlah, E100#^#*###100#^#*###100
*Bissol, {10,10 (1) 10,10,100,2}
*Tetenlinel, s(3,2,2{2}3,3,3,3)
*Gotertetroogahlah, E100#^#*###100#^#*###100#^#*###100
*Bassol, {10,10 (1) 10,10,100,3}
*Goppetetroogahlah, E100#^#*####5
*Beesol, {10,10 (1) 10,10,100,4}
*Deux supertet, {4,4,4,4(1)4,4,4,4}
*Gohextetroogahlah, E100#^#*####6
*Deux superpent, {5,5,5,5,5(1)5,5,5,5,5}
*Bussol, {10,10 (1) 10,10,100,5}
*Goheptetroogahlah, E100#^#*####7
*Go-ahtetroogahlah, E100#^#*####8
*Go-enntetroogahlah, E100#^#*####9
*Godekatetroogahlah, E100#^#*####10
*Godpentoogahlah / godpetoogahlah / godpetoldahlah, E100#^#*####100
*Trossol, {10,10 (1) 10,10,10,100}
*Terulinoogol, 10[0{1}0,0,0,0,1]100
*Titaniterol, #{4:1}((10))*100
*Trwossol, {10,10(1)10,10,10,1000}
*Grangol-carta-godpentoogahlah, E100#^#*####100#100
*Godgahlah-carta-godpentoogahlah, E100#^#*####100#^#100
*Godgoldgahlah-carta-godpentoogahlah, E100#^#*####100#^#*#100
*Godthroogahlah-carta-godpentoogahlah, E100#^#*####100#^#*##100
*Godtetroogahlah-carta-godpentoogahlah, E100#^#*####100#^#*###100
*Gotripentoogahlah, E100#^#*####100#^#*####100
*Trissol, {10,10 (1) 10,10,10,100,2}
*Pentenlinel, s(3,2,2{2}3,3,3,3,3)
*Trassol, {10,10 (1) 10,10,10,100,3}
*Treesol, {10,10 (1) 10,10,10,100,4}
*Trussol, {10,10 (1) 10,10,10,100,5}
*Godhexoogahlah / go-ectoogahlah / go-ectolgahlah, E100#^#*#####100
*Quadrossol, {10,10 (1) 10,10,10,10,100}
*Petulinoogol, 10[0{1}0,0,0,0,0,1]100
*Quadrissol, {10,10 (1) 10,10,10,10,100,2}
*Quadrassol, {10,10 (1) 10,10,10,10,100,3}
*Quadreesol, {10,10 (1) 10,10,10,10,100,4}
*Quadrussol, {10,10 (1) 10,10,10,10,100,5}
*Deux superhex, {6,6,6,6,6,6(1)6,6,6,6,6,6}
*Godheptoogahlah / godzettoogahlah / godzettolgahlah, E100#^#*######100
*Quintossol, {10,10 (1) 10,10,10,10,10,100}
*Ectulinoogol, 10[0{1}0,0,0,0,0,0,1]100
*Deux superhept, {7,7,7,7,7,7,7(1)7,7,7,7,7,7,7}
*Godogdoogahlah / godyottoogahlah / godyottolgahlah, E100#^#*#######100
*Sextossol, {10,10 (1) 10,10,10,10,10,10,100}
*Zettulinoogol, 10[0{1}0,0,0,0,0,0,0,1]100
*Deux superogd, {8,8,8,8,8,8,8,8(1)8,8,8,8,8,8,8,8}
*Godentoogahlah, E100#^#*########100
*Yottulinoogol, 10[0{1}0,0,0,0,0,0,0,0,1]100
*Deux superenn, {9,9,9,9,9,9,9,9,9(1)9,9,9,9,9,9,9,9,9}
*Octossol, {10,10(1)10,10,10,10,10,10,10,10,100}
*Goddektoogahlah, E100#^#*#########100
*Xennulinoogol, 10[0{1}0,0,0,0,0,0,0,0,0,1]100
*Diteral, {10,10 (1)(1) 2}
*Wekulinoogol, 10[0{1}0,0,0,0,0,0,0,0,0,0,1]100
*Dozenal-diteral, {12,12(1)(1)2}
*Hexadecimal-diteral, {16,16(1)(1)2}
*Niftimal-diteral, {36,36(1)2}
*Never gonna give you up, {69, 69 [2] 1 [2] 2}
*Dubol, {10,100 (1)(1) 2}
*Deutero-godgahlah, E100#^#*#^#100
*Gratuitous Golden Googol (DeepLineMadom), {16777216,100 (1)(1) 2}
*Behemicol, #{0:2}((10))*100
*Dubolgong, {10,100000(1)(1)2}
*Deutero-godgahlahgong, E100,000#^#*#^#100,000
== \(f_{\omega^{\omega 2}}(f_3(10))\) ~ \(f_{\omega^{\omega 3}}(f_3(10))\) ==
*Linbel, s(3,2,2{2}1{2}2)
*Diteralplex, {10,3,2 (1)(1) 2}
*Grand deutero-godgahlah, E100#^#*#^#100#2
*Grangol-carta-deutero-godgahlah, E100#^#*#^#100#100
*Lintrienbel, s(3,3,3{2}1{2}2)
*Greagol-carta-deutero-godgahlah, E100#^#*#^#100#100#100
*Gugold-carta-deutero-godgahlah, E100#^#*#^#100##100
*Throogol-carta-deutero-godgahlah, E100#^#*#^#100###100
*Linblinel, s(3,2,2{2}2{2}2)
*Godgahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#100
*Grandgahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#100#100
*Linbdulinel, s(3,2,2{2}3{2}2)
*Gugoldgahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#100##100
*Gotrigahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#100#^#100
*Gotergahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#100#^#100#^#100
*Goppegahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*#5
*Godgoldgahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*#100
*Gotrigoldgahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*#100#^#*#100
*Linbdienlinel, s(3,2,2{2}3,3{2}2)
*Gotergoldgahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*#100#^#*#100#^#*#100
*Godthroogahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*##100
*Godtetroogahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*###100
*Godpentoogahlah-carta-deutero-godgahlah, E100#^#*#^#100#^#*####100
*Dutrol, {10,100 (1)(1) 3}
*Deutero-gotrigahlah, E100#^#*#^#100#^#*#^#100
*Dutrolplex, {10,{10,100(1)(1)3}(1)(1)3}
*Dulinbel, s(3,2,2{2}1{2}3)
*Duquadrol, {10,100 (1)(1) 4}
*Deutero-gotergahlah, E100#^#*#^#100#^#*#^#100#^#*#^#100
*Duquintol, {10,100 (1)(1) 5}
*Deutero-goppegahlah, E100#^#*#^#100#^#*#^#100#^#*#^#100#^#*#^#100
*Deutero-gohexgahlah, E100#^#*#^#*#6
*Deutero-gohepgahlah, E100#^#*#^#*#7
*Deutero-go-ahtgahlah, E100#^#*#^#*#8
*Deutero-go-enngahlah, E100#^#*#^#*#9
*Admiral, {10,10 (1)(1) 10}
*Deutero-godekahlah, E100#^#*#^#*#10
*Dossol, {10,10 (1)(1) 100}
*Deutero-godgoldgahlah / deutero-godgoldahlah, E100#^#*#^#*#100
*Dwossol, {10,10(1)(1)1000}
*Dossolplex, {10,10 (1)(1) {10,10 (1)(1) 100}}
*Grand deutero-godgoldgahlah, E100#^#*#^#*#100#2
*Grangol-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#100
*Gugold-carta-deutero-godgoldgahlah, E100#^#*#^#*#100##100
*Godgahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#100
*Gotrigahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#100#^#100
*Godgoldgahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#*#100
*Godthroogahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#*##100
*Cyperal, {65,googolplex(1)1000,googol(1)7*quadragintaquingentillion,42}
*Deutero-godgahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#*#^#100
*Dienlinbel, s(3,2,2{2}1{2}3,3)
*Deutero-gotrigahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#*#^#100#^#*#^#100
*Deutero-gotergahlah-carta-deutero-godgoldgahlah, E100#^#*#^#*#100#^#*#^#100#^#*#^#100#^#*#^#100
*Deutero-gotrigoldgahlah, E100#^#*#^#*#100#^#*#^#*#100
*Deutero-gotergoldgahlah, E100#^#*#^#*#100#^#*#^#*#100#^#*#^#*#100
*Deutero-goppegoldgahlah, E100#^#*#^#*##5
*Deutero-gohexgoldgahlah, E100#^#*#^#*##6
*Deutero-gohepgoldgahlah, E100#^#*#^#*##7
*Deutero-go-ahtgoldgahlah, E100#^#*#^#*##8
*Deutero-go-enngoldgahlah, E100#^#*#^#*##9
*Deutero-godekagoldgahlah, E100#^#*#^#*##10
*Deutero-godthroogahlah / deutero-godthrolgahlah, E100#^#*#^#*##100
*Deutero-gotrithroogahlah, E100#^#*#^#*##100#^#*#^#*##100
*Trienlinbel, s(3,2,2{2}1{2}3,3,3)
*Dimensol, s(3,3{1,2}2)
*Dutritri, {3,3,3 (1) 3,3,3 (1) 3,3,3}
*Deutero-goterthroogahlah, E100#^#*#^#*##100#^#*#^#*##100#^#*#^#*##100
*Deutero-goppethroogahlah, E100#^#*#^#*###5
*Deutero-gohexthroogahlah, E100#^#*#^#*###6
*Dutridecal, {10,10,10 (1) 10,10,10 (1) 10,10,10}
*Hayden's Dutritri, 3(2, 3)3
*Deutero-godtetroogahlah / deutero-godteroogahlah / deutero-godterolgahlah, E100#^#*#^#*###100
*Deutero-godpentoogahlah / deutero-godpetoogahlah / deutero-godpetolgahlah, E100#^#*#^#*####100
*Deutero-godhexoogahlah / deutero-go-ectoogahlah / deutero-go-ectolgahlah, E100#^#*#^#*#####100
*Deutero-godheptoogahlah / deutero-godzettoogahlah / deutero-gozettolgahlah, E100#^#*#^#*######100
*Deutero-godogdoogahlah / deutero-godyottoogahlah / deutero-goyottolgahlah, E100#^#*#^#*#######100
*Triteral, {10,10(1)(1)(1)2}
*Triubol, {10,100(1)(1)(1)2}
*Dutetradecal, {10,4(2)2}
*Trito-godgahlah, E100#^#*#^#*#^#100
*Leviathol, #{0:3}((10))*100
== \(f_{\omega^{\omega 3}}(f_3(10))\) ~ \(f_{\omega^{\omega^2}}(f_3(10))\) ==
*Lintrel, s(3,2,2{2}1{2}1{2}2)
*Trito-gotrigahlah, E100#^#*#^#*#^#100#^#*#^#*#^#100
*Trito-gotergahlah, E100#^#*#^#*#^#*#4
*Trito-goppegahlah, E100#^#*#^#*#^#*#5
*Trito-godgoldgahlah, E100#^#*#^#*#^#*#100
*Trito-gotrigoldgahlah, E100#^#*#^#*#^#*##3
*Trito-godthroogahlah, E100#^#*#^#*#^#*##100
*Trito-godtetroogahlah, E100#^#*#^#*#^#*###100
*Trito-godpentoogahlah, E100#^#*#^#*#^#*####100
*Quadriteral, {10,10(1)(1)(1)(1)2}
*Tetrubol, {10,100 (1)(1)(1)(1) 2}
*Teterto-godgahlah, E100#^#*#^#*#^#*#^#100
*Lintetel, s(3,2,2{2}1{2}1{2}1{2}2)
*Dupentadecal, {10,5(2)2}
*Quintiteral, {10,10(1)(1)(1)(1)(1)2}
*Pepto-godgahlah, E100#^##5
*Linpenel, s(3,2,2{2}1{2}1{2}1{2}1{2}2)
*Exto-godgahlah, E100#^##6
*Linhexel, s(3,2,2{2}1{2}1{2}1{2}1{2}1{2}2)
*Duhexadecal, {10,6(2)2}
*Epto-godgahlah, E100#^##7
*Duheptadecal, {10,7(2)2}
*Ogdo-godgahlah, E100#^##8
*Duoctadecal, {10,8(2)2}
*Ento-godgahlah, E100#^##9
*Duennadecal, {10,9(2)2}
*Xappol, {10,10 (2) 2}
*Dekato-godgahlah, E100#^##10
*Isosto-godgahlah, E100#^##20
*Planel, s(3,2,2{3}2)
*Trianto-godgahlah, E100#^##30
*Saranto-godgahlah, E100#^##40
*Goxxol, {10,100 (2) 2}
*Triabiogodgahlah, E100+##100
*Gridgahlah, E100#^##100
*Hyper-grid-hyperon, 100{XX2}100
*Empiriol, #{0:0:1}((10))*100
*Hugebollaxul, 200$[[[1]]] 
Larger numbers
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