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| 【[[Googolism - Part 4|更小]] | [[Googolism|主页]] | [[Googolism - Part 6|更大]]】 | | 【[[Googolism - Part 4|更小]] | [[Googolism|主页]] | [[Googolism - Part 6|更大]]】 |
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| === Part 5.1: 10↑↑10↑↑10 ~ 10↑↑↑4 ===
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| * Tria-taxis / tria-teraksys / dekalogialogue, E1#1#3 = 10↑↑10↑↑10
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| * Googoloctiplexidex, E100#9#2
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| * Equiduoxal, 10<sup>(≡≡)</sup>
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| * Dupercoxal, 10<sup>(≡≡`2)</sup>
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| * Grand Hyperillion, H*(10,2)
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| * Googolnoniplexidex, E100#10#2
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| * Googoldeciplexidex, E100#11#2
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| * Grand-exi-hyperillion, H*(16,2)
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| * Doovolplex / Icosalogialogue, 10↑↑10↑↑20
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| * Dutriquomevalka, 2[3,4]
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| * Grand-icosi-hyperillion, H*(20,2)
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| * Dooqtolplex, 10↑↑10↑↑25
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| * Heads-Tet-2-primol, 7↑↑5↑↑27
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| * Triantalogialogue, 10↑↑10↑↑30
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| * Doohfolplex, 10↑↑10↑↑50
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| * Binary-Doogolplex / Binary-Doomolplex, 2↑↑2↑↑100
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| * Ternary-Doogolplex, 3↑↑3↑↑100
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| * Octal-Doogolplex, 8↑↑8↑↑100
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| * Giggolplex / hectalogialogue / giggolduex / doogolplex / doogolduex, 10↑↑10↑↑100
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| * Schmiganticillion, 10<sup>(3*10↑↑schmittyillion+2)<sup><sup>4,182,001</sup></sup>(↓↓schmittyillion-2)+3</sup>
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| * Coogolplex, 10[2,10[2,100
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| * Hexadecimal-Doogolplex, 16↑↑16↑↑100
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| * Grangoldex, E100#100#2 ~ 10↑↑10↑↑101
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| * Megafugagrangol, (E100#100)↑↑(E100#100)
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| * Astrabreagol, #**((10))**((10))*100
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| * Kiloexpofaxul, (200!1)!1 ~ 10↑↑10↑↑198
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| * 3-Banika, <3><3>|488 ~ E71,689#976#2
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| * Chilialogialogue / Doomolplex, 10↑↑10↑↑1,000
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| * Grangoldexichime, E1,000#1,000#2
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| * Myrialogialogue / Doomyrolplex, E1#10,000#2
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| * Grangoldexitoll, E10,000#10,000#2
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| * Binary-Tooqnol, 2↑↑↑5
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| * A mi mismo with mayors, 10↑↑(191,561,644↑↑65,536+1)
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| * Grangoldexigong, E100,000#100,000#2 ~ 10↑↑10↑↑100,001
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| * Megalogialogue, 10↑↑10↑↑1,000,000
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| * Octadialogialogue, E1#100,000,000#2
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| * Grangoldexibong, E100,000,000#100,000,000#2
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| * Latinlatinmyllionalatinmyllionlatinmyllionayllionalatinmyllionlatinlatinmyllionalatinmyllionlatinmyllionayllionayllion|Latinlatinmyllionalatinmyllion...ayllionayllion, ~ 10↑↑10↑↑200,000,001
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| * Goodcolduduex, 10↑↑10↑↑10<sup>10</sup>
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| * Great tritri, 3↑↑↑4
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| * Giggolplexithrong, 10↑↑10↑↑10<sup>11</sup>
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| * Grangoldexithrong, E100,000,000,000#100,000,000,000#2
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| * Sedeniadialogialogue, E1#(10<sup>16</sup>)#2
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| * Binary-Googolduduex, 2↑↑2↑↑2<sup>100</sup>
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| * Googolstackstack / googolgoogolduplex / googolduduex, 10↑↑10↑↑10<sup>100</sup>
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| * Googolstackstackplex, 10↑↑(1+10↑↑10<sup>100</sup>)
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| * Googolstackstackbang, (10↑↑10↑↑10<sup>100</sup>)!
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| * Googolstackplexstack, 10↑↑10↑↑(1+10<sup>100</sup>)
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| * Googolstackbangstack, 10↑↑((10↑↑10<sup>100</sup>)!)
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| * Googoldudex, E100#1#3
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| * Googolwarxi, (10<sup>100</sup>%)%
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| * Ecetondudex, E303#1#3 ~ 10↑↑10↑↑10<sup>303</sup>
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| * Bigrand Faxul, 200!<sup>200!<sup>200!+1</sup>+1</sup> ~ 10↑↑10↑↑10<sup>379</sup>
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| * Goomolduduex, 10↑↑10↑↑10<sup>1,000</sup>
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| * Trialogialogialogue / Goodcolplexiduduex, E1#3#3
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| * Grand Mega / triton, 3[5], 3 in a Steinhaus-Moser Notation|pentagon (or Circle notation|circle)
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| * Zootzootzootplex / triplezootplex, <math>\text{zootzootplex}^{(\text{zootzootplex}-1)^{(\text{zootzootplex}-2)^{.^{.^{.^{4^{3^{2^{1}}}}}}}}}</math>
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| * Googolplexiduduex / Googolplexstackstack, 10↑↑10↑↑10<sup>10<sup>100</sup></sup>
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| * Googolplexidudex, E100#2#3
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| * Googolbangstackstack, 10↑↑10↑↑(10<sup>100</sup>!)
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| * Tettro, 4↑↑↑4
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| * Bigrand Kilofaxul, 200!<sup>200!<sup>(200!)!+1</sup>+1</sup> ~ 10↑↑10↑↑10<sup>10<sup>379</sup></sup>
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| * Tetralogialogialogue, E1#4#3
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| * Googolduplexiduduex, 10↑↑10↑↑10<sup>10<sup>10<sup>100</sup></sup></sup>
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| * Googolduplexidudex, E100#3#3
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| * Bigrand Megafaxul, 200!<sup>200!<sup>((200!)!)!+1</sup>+1</sup> ~ 10↑↑10↑↑(E379#3)
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| * Pentalogialogialogue, E1#5#3
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| * Googoltriplexiduduex, 10↑↑10↑↑(E100#4)
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| * Googoltriplexidudex, E100#4#3
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| * Hexalogialogialogue, E1#6#3
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| * Googolquadriplexiduduex, 10↑↑10↑↑(E100#5)
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| * Googolquadriplexidudex, E100#5#3
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| * Heptalogialogialogue, E1#7#3
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| * Googolquintiplexidudex, E100#6#3
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| * Octalogialogialogue, E1#8#3
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| * Googolsextiplexidudex, E100#7#3
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| * Ennalogialogialogue, E1#9#3
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| * Googolseptiplexidudex, E100#8#3
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| === Part 5.2: 10↑↑↑4 ~ 10↑↑↑10 ===
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| * Tetra-taxis / tetra-teraksys / dekalogialogialogue / Tetooquol, E1#1#4 = 10↑↑10↑↑10↑↑10
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| * Googoloctiplexidudex, E100#9#3
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| * Equitrioxal, 10<sup>(≡≡≡)</sup>
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| * Tripercoxal, 10<sup>(≡≡≡`2)</sup>
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| * Bigrand Hyperillion, H*(10,3)
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| * Googolnoniplexidudex, E100#10#3
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| * Googoldeciplexidudex, E100#11#3
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| * Bigrand-exi-hyperillion, H*(16,3)
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| * Dutriquinmevalka, 2[3,5]
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| * Bigrand-icosi-hyperillion, H*(20,3)
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| * Heads-Pent-2-primol, 11↑↑7↑↑5↑↑27
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| * Binary-Doogolduplex, 2↑↑2↑↑2↑↑100
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| * Giggolduplex / hectalogialogialogue / doogolduplex, {10,giggolplex,2} = E1#100#3
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| * Grangoldudex, E100#100#3 ~ 10↑↑10↑↑10↑↑101
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| * Astratreagol, #**((10))**((10))**((10))*100
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| * Megaexpofaxul, ((200!1)!1)!1 ~ E10#197#3
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| * 3-Tranika, <3><sup>3</sup>|488 ~ E71,689#976#3
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| * Chilialogialogialogue / Doomolduplex, 10↑↑10↑↑10↑↑1,000
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| * Grangoldudexichime, E1,000#1,000#3
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| * Myrialogialogialogue / Doomyrolduplex, E1#10,000#3
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| * Grangoldudexitoll, E10,000#10,000#3
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| * Grangoldudexigong, E100,000#100,000#3 ~ 10↑↑10↑↑10↑↑100,001
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| * Ekatommyriaplo ekatommyriaplekatommyriakis ekatommyriaplo ekatommyriaplekatommyriakis ekatommyriaplo ekatommyriaplekatommyriakis ekatommyrio, <math>\approx 10\uparrow\uparrow 10\uparrow\uparrow 10\uparrow\uparrow 2,000,001</math>
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| * Octadialogialogialogue, E1#100,000,000#3
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| * Grangoldudexibong, E100,000,000#100,000,000#3
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| * Grangoldudexithrong, E100,000,000,000#100,000,000,000#3
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| * Ternary-Tooqnol, 3↑↑↑5
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| * Sedeniadialogialogialogue, E1#(10<sup>16</sup>)#3
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| * Googolgoogoltriplex / googolstackstackstack / googoltreduex / googoltriduex, 10↑↑10↑↑10↑↑10<sup>100</sup>
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| * Googoltridex, E100#1#4
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| * Googolwatrxi, ((10<sup>100</sup>%)%)%
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| * Ecetontridex, E303#1#4
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| * Trigrand Faxul, 200!<sup>200!<sup>200!<sup>200!+1</sup>+1</sup>+1</sup> ~ E10#(E379)#3
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| * Astrantereagol, #**((10))**((10))**((10))*((10))*100
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| * Googolplexitriduex, 10↑↑10↑↑10↑↑10<sup>10<sup>100</sup></sup>
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| * Googolplexitridex, E100#2#4
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| * Trigrand Kilofaxul, 200!<sup>200!<sup>200!<sup>(200!)!+1</sup>+1</sup>+1</sup> ~ E10#(EE379)#3
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| * Googolduplexitriduex, 10↑↑10↑↑10↑↑10<sup>10<sup>10<sup>100</sup></sup></sup>
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| * Googolduplexitridex, E100#3#4
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| * Great Mega, 4[5], 4 in a pentagon (or circle)
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| * Boogafive / pentro, 5↑↑↑5
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| * Gloomy tripent, <math>5\downarrow^5 5</math>
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| * <math>f_{\omega} (4)</math>
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| * Penta-taxis / penta-teraksys / qagnol, E1#1#5 = 10↑↑↑5
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| * Trigrand Hyperillion, H*(10,4)
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| * Heads-Hex-2-primol, R**(6) = 13↑↑11↑↑7↑↑5↑↑3↑↑2
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| * Dutriheximevalka, 2[3,6]
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| * Giggoltreplex / doogoltriplex, E1#100#4
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| * Grangoltridex, E100#100#4
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| * Astratereagol, #**((10))**((10))**((10))**((10))*100
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| * Gigaexpofaxul, (((200!1)!1)!1)!1 ~ E10#197#4
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| * 3-Tetanika, <3><sup>4</sup>|488 ~ E71,689#976#4
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| * Grangoltridexichime, E1,000#1,000#4
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| * Grangoltridexitoll, E10,000#10,000#4
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| * Grangoltridexigong, E100,000#100,000#4
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| * Googolquadruduex / googolquadriduex, 10↑↑10↑↑10↑↑10↑↑10<sup>100</sup>
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| * Googolquadridex, E100#1#5
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| * Ecetonquadridex, E303#1#5
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| * Quadgrand Faxul, 200!<sup>200!<sup>200!<sup>200!<sup>200!+1</sup>+1</sup>+1</sup>+1</sup> ~ E10#(E379)#4
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| * Googolplexiquadriduex, 10↑↑10↑↑10↑↑10↑↑10<sup>10<sup>100</sup></sup>
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| * Googolplexiquadridex, E100#2#5
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| * Googolduplexiquadridex, E100#3#5
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| * Gong Mega, 5[5], 5 in a pentagon (or circle)
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| * Hextro, 6↑↑↑6
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| * Hexa-taxis / hexa-teraksys, E1#1#6 = 10↑↑↑6
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| * Dutriseptimevalka, 2[3,7]
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| * Giggolquadruplex / doogolquadriplex, E1#100#5
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| * Grangolquadridex, E100#100#5
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| * Teraexpofaxul, ((((200!1)!1)!1)!1)!1 ~ E10#197#5
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| * 3-Pentanika, <3><sup>5</sup>|488 ~ E71,689#976#5
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| * Grangolquadridexichime, E1,000#1,000#5
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| * Grangolquadridexitoll, E10,000#10,000#5
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| * Gagfive, A(5,5)
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| * Grangolquadridexigong, E100,000#100,000#5
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| * Googolquinduex / googolquintiduex, E1#(10<sup>100</sup>)#5
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| * Googolquintidex, E100#1#6
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| * Ecetonquintidex, E303#1#6
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| * Quintgrand Faxul, 200!<sup>200!<sup>200!<sup>200!<sup>200!<sup>200!+1</sup>+1</sup>+1</sup>+1</sup>+1</sup> ~ E10#(E379)#5
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| * Googolplexiquintidex, E100#2#6
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| * Googolduplexiquintidex, E100#3#6
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| * Hexafact, 6* = (6,561↑↑5)↑↑↑6
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| * Wgeng gang, (10↑↑)<sup>5</sup> (10↑)<sup>5</sup> 695,975
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| * Hexomega, 6[5], 6 in a pentagon (or circle)
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| * Hepta-taxis / hepta-teraksys, E1#1#7 = 10↑↑↑7
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| * Dutrioctimevalka, 2[3,8]
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| * Giggolquinplex / doogolquintiplex, E1#100#6
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| * Grangolquintidex, E100#100#6
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| * Petaexpofaxul, (((((200!1)!1)!1)!1)!1)!1 ~ E10#197#6
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| * 3-Hexanika, <3><sup>6</sup>|488 ~ E71,689#976#6
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| * Grangolquintidexichime, E1,000#1,000#6
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| * Grangolquintidexitoll, E10,000#10,000#6
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| * Grangolquintidexigong, E100,000#100,000#6
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| * Googolsexduex, E1#(10<sup>100</sup>)#6
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| * Googolsextidex, E100#1#7
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| * Ecetonsextidex, E303#1#7
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| * Googolplexisextidex, E100#2#7
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| * Googolduplexisextidex, E100#3#7
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| * Heptomega, 7[5], 7 in a pentagon (or circle)
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| * Octa-taxis / octa-teraksys, E1#1#8 = 10↑↑↑8
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| * Dutrinonmevalka, 2[3,9]
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| * Giggolsexplex / doogolsextiplex, E1#100#7
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| * Grangolsextidex, E100#100#7
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| * Exaexpofaxul, ((((((200!1)!1)!1)!1)!1)!1)!1 ~ E10#197#7
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| * Grangolsextidexichime, E1,000#1,000#7
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| * Grangolsextidexitoll, E10,000#10,000#7
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| * Binary-Toodcol, 2↑↑↑10
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| * Grangolsextidexigong, E100,000#100,000#7
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| * Googolseptenduex, E1#(10<sup>100</sup>)#7
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| * Googolseptidex, E100#1#8
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| * Ecetonseptidex, E303#1#8
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| * Googolplexiseptidex, E100#2#8
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| * Googolduplexiseptidex, E100#3#8
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| * Octomega, 8[5], 8 in a pentagon (or circle)
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| * Enna-taxis / enna-teraksys, E1#1#9 = 10↑↑↑9
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| * Giggolseptenplex / doogolseptiplex, E1#100#8
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| * Grangolseptidex, E100#100#8
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| * Grangolseptidexichime, E1,000#1,000#8
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| * Grangolseptidexitoll, E10,000#10,000#8
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| * Grangolseptidexigong, E100,000#100,000#8
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| * Ternary-Toodcol, 3↑↑↑10
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| * Googoloctoduex, E1#(10<sup>100</sup>)#8
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| * Googoloctidex, E100#1#9
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| * Ecetonoctidex, E303#1#9
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| * Googolplexioctidex, E100#2#9
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| * Googolduplexioctidex, E100#3#9
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| * Octal-Toodcol, 8↑↑↑10
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| * Nonomega, 9[5], 9 in a pentagon (or circle)
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| === Part 5.3: 10↑↑↑10 ~ 10↑↑↑10↑↑10 ===
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| * '''Fancy K''' / deka-taxis / deka-teraksys / dagcol / beeiol / toodcol / goonoltrex / tetoodol, 10↑↑↑10
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| * Decatrimel, 10[3,10]
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| * Giggoloctoplex / doogoloctiplex, E1#100#9
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| * Grangoloctidex, E100#100#9
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| * Grangoloctidexichime, E1,000#1,000#9
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| * Grangoloctidexitoll, E10,000#10,000#9
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| * Grangoloctidexigong, E100,000#100,000#9
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| * Googolnovemduex, E1#(10<sup>100</sup>)#9
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| * Googolnonidex, E100#1#10
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| * Ecetonnonidex, E303#1#10
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| * Googolplexinonidex, E100#2#10
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| * Googolduplexinonidex, E100#3#10
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| * Quadralum, <math>f_{4} (10) \approx 2 \uparrow\uparrow\uparrow 10</math>
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| * '''Megiston''' / megistron / megaston, 10[5], 10 in a pentagon (or circle)
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| * Endeka-taxis, 10↑↑↑11
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| * Hyperduillion, H* (10,10)
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| * Giggolnovemplex / doogolnoniplex, E1#100#10
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| * Grangolnonidex, E100#100#10
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| * 3-Dekanika, <3><sup>10</sup>|488 ~ E71,689#976#10
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| * Grangolnonidexichime, E1,000#1,000#10
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| * Grangolnonidexitoll, E10,000#10,000#10
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| * Grangolnonidexigong, E100,000#100,000#10
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| * Googoldecaduex, E1#(10<sup>100</sup>)#10
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| * Googoldecidex, E100#1#11
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| * Ecetondecidex, E303#1#11
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| * Googolplexidecidex, E100#2#11
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| * Googolduplexidecidex, E100#3#11
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| * Dodeka-taxis, 10↑↑↑12
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| * Giggoldecaplex / doogoldeciplex, E1#100#11
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| * Grangoldecidex, E100#100#11
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| * Grangoldecidexichime, E1,000#1,000#11
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| * Grangoldecidexitoll, E10,000#10,000#11
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| * Grangoldecidexigong, E100,000#100,000#11
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| * Triadeka-taxis, 10↑↑↑13
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| * Tetradeka-taxis, 10↑↑↑14
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| * Pentadeka-taxis, 10↑↑↑15
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| * Hexadeka-taxis, 10↑↑↑16
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| * Bong mega, 15[5], 15 in a pentagon
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| * Exi-hyperduillion, H* (16,16)
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| * Duquotrimevalka, 2[4,3]
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| * Heptadeka-taxis, 10↑↑↑17
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| * Octadeka-taxis, 10↑↑↑18
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| * Ennadeka-taxis, 10↑↑↑19
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| * Toovol / Icosa-taxis, 10↑↑↑20
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| * Enicosa-taxis, 10↑↑↑21
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| * Doicosa-taxis, 10↑↑↑22
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| * Triaicosa-taxis, 10↑↑↑23
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| * Tetraicosa-taxis, 10↑↑↑24
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| * Qagfol / Tooqtol / Pentaicosa-taxis, 10↑↑↑25
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| * Gloomy trihex, <math>6\downarrow^6 6</math>
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| * Hexaicosa-taxis, 10↑↑↑26
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| * Heptaicosa-taxis / fzthree-taxis, 10↑↑↑27
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| * Octaicosa-taxis, 10↑↑↑28
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| * Ennaicosa-taxis, 10↑↑↑29
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| * Tootrol / Trianta-taxis, 10↑↑↑30
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| * Tooqrol / Teranta-taxis, 10↑↑↑40
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| * Binary-Toohfol, 2↑↑↑50
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| * Hagfol / Penanta-taxis / toohfol, 10↑↑↑50
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| * Givoogol, 100↑↑↑50
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| * Exata-taxis, 10↑↑↑60
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| * Genu's number II, 70!2*35!2*812,500<sup>812,501</sup>
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| * Eptata-taxis, 10↑↑↑70
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| * Ogdata-taxis, 10↑↑↑80
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| * Delation, 12,345,679↑↑↑81
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| * Entata-taxis, 10↑↑↑90
| |
| * Binary-gaggol / Binary-Toogol, 2↑↑↑100
| |
| * Ternary-Toogol / Ternary-gootol, 3↑↑↑100
| |
| * Quaternary-Toogol, 4↑↑↑100
| |
| * Octal-gaggol / Octal-Toogol, 8↑↑↑100
| |
| * Gaggol / hecta-taxis / hecta-teraksys / Toogol, {10,100,3} = 10↑↑↑100
| |
| * Gaggolunex / toogolunex, 10<sup>10↑↑↑100</sup>
| |
| * Gaggolduunex / toogolduunex, 10<sup>10<sup>10↑↑↑100</sup></sup>
| |
| * Gaggoltreunex, 10<sup>10<sup>10<sup>10↑↑↑100</sup></sup></sup>
| |
| * Gaggolquadruunex, E(E1#1#100)#4
| |
| * Gaggolquinunex, E(E1#1#100)#5
| |
| * Gaggolsexunex, E(E1#1#100)#6
| |
| * Gaggolseptenunex, E(E1#1#100)#7
| |
| * Gaggoloctounex, E(E1#1#100)#8
| |
| * Gaggolnovemunex, E(E1#1#100)#9
| |
| * Gaggoldecaunex, E(E1#1#100)#10
| |
| * Duodecimal-gaggol / Duodecimal-Toogol, 12↑↑↑100
| |
| * Hexadecimal-gaggol / Hexadecimal-Toogol, 16↑↑↑100
| |
| * Vigesimal-gaggol, 20↑↑↑100
| |
| * Niftimal-gaggol, 36↑↑↑100
| |
| * Sexagesimal-gaggol, 60↑↑↑100
| |
| * Gigafuga-hundred / stothreesto, 100↑↑↑100
| |
| * Gaggolduex / toogolduex, 10↑↑↑101
| |
| * Toogolduexiplex, 10<sup>10↑↑↑101</sup>
| |
| * Megafuga-gaggol, (10↑↑↑100)↑↑(10↑↑↑100)
| |
| * Toogolplexiduex 10↑↑(10<sup>10↑↑↑100</sup>)
| |
| * '''Greagol''' / towergol, E100#100#100
| |
| * Greagolplex, 10<sup>E100#100#100</sup>
| |
| * Astreatrigol, #***((10))*100
| |
| * Trifactor, 100!3
| |
| * 3-Hektanika, <3><sup>100</sup>|488 ~ E71,689#976#100
| |
| * Gaggolduduex / Toogolduduex, 10↑↑↑102
| |
| * Greagoldex, E100#100#101
| |
| * Gaggoltreduex, 10↑↑↑103
| |
| * Gaggolquadruduex, 10↑↑↑104
| |
| * Gaggolquinduex, 10↑↑↑105
| |
| * Gaggolsexduex, 10↑↑↑106
| |
| * Gaggolseptenduex, 10↑↑↑107
| |
| * Gaggoloctoduex, 10↑↑↑108
| |
| * Gaggolnovemduex, 10↑↑↑109
| |
| * Gaggoldecaduex, 10↑↑↑110
| |
| * Tetrofaxul, 200!2 ~ 10↑↑↑198
| |
| * Bigrand hyperdollaxul, 200$[2]
| |
| * Tooducol / dohecta-taxis, 10↑↑↑200
| |
| * Triacta-taxis, 10↑↑↑300
| |
| * Eceto-greagol, E303#303#303
| |
| * Tessarycta-taxis, 10↑↑↑400
| |
| * 4-Anika, <4>|488 ~ E56,712,564,736#476,288#488
| |
| * Penticta-taxis, 10↑↑↑500
| |
| * Greagolding, E500#500#500
| |
| * Hexucta-taxis, 10↑↑↑600
| |
| * Hebdomocta-taxis, 10↑↑↑700
| |
| * Ogdowcta-taxis, 10↑↑↑800
| |
| * Enneacta-taxis, 10↑↑↑900
| |
| * Binary-Toomol, 2↑↑↑1,000
| |
| * Ternary-Toomol, 3↑↑↑1,000
| |
| * Chilia-taxis / gaggolchime / Toomol, E1#1#1,000
| |
| * 3-Kilanika, <3><sup>1,000</sup>|488 ~ E71,689#976#1,000
| |
| * Greagolchime, E1,000#1,000#1,000
| |
| * Gaggolbell, 10↑↑↑5,000
| |
| * Myria-taxis / gaggoltoll / gaghol / toomyrol, E1#1#10,000
| |
| * Greagoltoll, E10,000#10,000#10,000
| |
| * Gaggolring, 10↑↑↑50,000
| |
| * Gaggolgong / gooqnoltrex, 10↑↑↑100,000
| |
| * Greagolgong, E100,000#100,000#100,000
| |
| * Gaggolclang, 10↑↑↑500,000
| |
| * Chilia-chilia-taxis / Mega-taxis, E1#1#1,000,000
| |
| * 3-Meganika, <3><sup>1,000,000</sup>|488 ~ E71,689#976#1,000,000
| |
| * Chilia-myria-taxis, E1#1#10,000,000
| |
| * Myria-myria-taxis / octadia-taxis / gaggolbong, E1#1#100,000,000
| |
| * Greagolbong, E100,000,000#100,000,000#100,000,000
| |
| * Giga-taxis, 10↑↑↑1,000,000,000
| |
| * 3-Giganika, <3><sup>1,000,000,000</sup>|488 ~ E71,689#976#1,000,000,000
| |
| * Goodcoltrex / Dialogia-taxis, 10↑↑↑10<sup>10</sup>
| |
| * Gaggolthrong, E1#1#100,000,000,000
| |
| * Greagolthrong, E100,000,000,000#100,000,000,000#100,000,000,000
| |
| * Tera-taxis, 10↑↑↑1,000,000,000,000
| |
| * Heads-Tri-3-primol, 5↑↑↑3↑↑↑2
| |
| * Peta-taxis, 10↑↑↑10<sup>15</sup>
| |
| * Sedeniadia-taxis, E1#1#10<sup>16</sup>
| |
| * Exa-taxis, 10↑↑↑10<sup>18</sup>
| |
| * Binary-Googoltrex, 2↑↑↑2<sup>100</sup>
| |
| * Far and away, Pinto beans!2 ~ 10↑↑↑3<sup>67</sup>
| |
| * Ternary-Googoltrex, 3↑↑↑3<sup>100</sup>
| |
| * Goohfoltrex, 10↑↑↑10<sup>50</sup>
| |
| * Octal-Googoltrex, 8↑↑↑8<sup>100</sup>
| |
| * Googol-3-flex / googolgoogolgoogolplex / googolia-taxis / googoltrex, 10↑↑↑10<sup>100</sup>
| |
| * Googolthrex, E100#1#1#2
| |
| * Hexadecimal-Googoltrex, 16↑↑↑16<sup>100</sup>
| |
| * Folkman's number, 2↑↑↑2<sup>901</sup>
| |
| * Ecetonthrex, E303#1#1#2
| |
| * Goomoltrex, 10↑↑↑10<sup>1,000</sup>
| |
| * Goomyroltrex, 10↑↑↑10<sup>10,000</sup>
| |
| * Googolthrexigong, E100,000#1#1#2
| |
| * Trialogia-taxis / goodcolplexitrex, 10↑↑↑10<sup>10<sup>10</sup></sup>
| |
| * Binary-Googolplexitrex, 2↑↑↑2<sup>2<sup>100</sup></sup>
| |
| * Googolplexia-taxis / googolplexitrex, 10↑↑↑10<sup>10<sup>100</sup></sup>
| |
| * Googolplexithrex, E100#2#1#2
| |
| * Goomolplexitrex, 10↑↑↑10<sup>10<sup>1,000</sup></sup>
| |
| * Tetralogia-taxis, 10↑↑↑10<sup>10<sup>10<sup>10</sup></sup></sup>
| |
| * Googolduplexia-taxis / googolduplexitrex, 10↑↑↑10<sup>10<sup>10<sup>100</sup></sup></sup>
| |
| * Pentalogia-taxis / dooqnoltrex, E1#1#(E1#5)
| |
| * Googoltriplexia-taxis / googoltriplexitrex, 10↑↑↑(E100#4)
| |
| * Hexalogia-taxis, E1#1#(E1#6)
| |
| * Googolquadriplexitrex, 10↑↑↑(E100#5)
| |
| * Heptalogia-taxis, E1#1#(E1#7)
| |
| * Octalogia-taxis, E1#1#(E1#8)
| |
| * Ennalogia-taxis, E1#1#(E1#9)
| |
|
| |
| === Part 5.4: 10↑↑↑10↑↑10 ~ 10↑↑↑↑3 ===
| |
|
| |
| * Deckerthrex, 10↑↑↑10↑↑10
| |
| * Dekalogia-taxis / doodcoltrex, E1#1#(E1#10)
| |
| * Equiquinoxal, 10<sup>(≡{≡}≡)</sup>
| |
| * Squarepercoxal, 10<sup>(≡{≡}≡`2)</sup>
| |
| * Icosalogia-taxis, 10↑↑↑10↑↑20
| |
| * Binary-Doogoltrex, 2↑↑↑2↑↑100
| |
| * Octal-Doogoltrex, 8↑↑↑8↑↑100
| |
| * Giggolthrex / doogoltrex, 10↑↑↑10↑↑100
| |
| * Grangolthrex, E100#100#1#2
| |
| * Grand expofaxul, 200(!1)<sup>200!1+1</sup> ~ 10↑↑↑10↑↑198
| |
| * A-ooga / megision, 2[6], 2 in a hexagon
| |
| * Doomoltrex, 10↑↑↑10↑↑1,000
| |
| * Doomyroltrex, 10↑↑↑10↑↑10,000
| |
| * Arq, Phosphated Boy!2
| |
| * Grangolthrexigong, E100,000#100,000#1#2
| |
| * Binary-Tetooquol, 2↑↑↑↑4
| |
| * Qbhpur ont, 10↑↑↑juice↑↑fznine = 10↑↑↑2<sup>44</sup>↑↑387,420,489
| |
| * Goodcolduexitrex, 10↑↑↑10↑↑10<sup>10</sup>
| |
| * '''Grahal''' / triteto / NO I CAN'T EVEN, g<sub>1</sub> = 3↑↑↑↑3
| |
| * Binary-Googolduexitrex, 2↑↑↑2↑↑2<sup>100</sup>
| |
| * Googolduexitrex, 10↑↑↑10↑↑10<sup>100</sup>
| |
| * Googoldexithrex, E100#1#2#2
| |
| * Goomolduexitrex, 10↑↑↑10↑↑10<sup>1,000</sup>
| |
| * Googolplexiduexitrex, 10↑↑↑10↑↑10<sup>10<sup>100</sup></sup>
| |
| * Googolplexidexithrex, E100#2#2#2
| |
| * Googolduplexiduexitrex, 10↑↑↑10↑↑10<sup>10<sup>10<sup>100</sup></sup></sup>
| |
| * Soman, Sarin↑↑↑Sarin ~ 10 ↑↑↑ 10 ↑↑ (190000 ↑↑ 6)
| |
| * Triataxia-taxis / doodcolplexitrex, E1#1#3#2
| |
| * Binary-Doogolplexitrex, 2↑↑↑2↑↑2↑↑100
| |
| * Doogolplexitrex, 10↑↑↑10↑↑10↑↑100
| |
| * Grangoldexithrex, E100#100#2#2
| |
| * Grand kiloexpofaxul, 200(!1)<sup>(200!1)!1+1</sup> ~ 10↑↑↑10↑↑10↑↑198
| |
| * Grangoldexithrexigong, E100,000#100,000#2#2
| |
| * Doomolplexitrex, 10↑↑↑10↑↑10↑↑1,000
| |
| * Googolduduexitrex, 10↑↑↑10↑↑10↑↑10<sup>100</sup>
| |
| * Grand Megision, 3[5][5]
| |
| * Googolplexiduduexitrex, 10↑↑↑10↑↑10↑↑10<sup>10<sup>100</sup></sup>
| |
| * Tetrataxia-taxis, 10↑↑↑10↑↑↑4
| |
| * Doogolduplexitrex, 10↑↑↑10↑↑10↑↑10↑↑100
| |
| * Grangoldudexithrex, E100#100#3#2
| |
| * Grand megaexpofaxul, 200(!1)<sup>((200!1)!1)!1+1</sup> ~ 10↑↑↑(E10#197#3)
| |
| * Googoltriduexitrex, 10↑↑↑10↑↑10↑↑10↑↑10<sup>100</sup>
| |
| * Great Megision, 4[5][5]
| |
| * Tooqnolplex / Pentataxia-taxis, 10↑↑↑10↑↑↑5
| |
| * Doogoltriplexitrex, 10↑↑↑10↑↑10↑↑10↑↑10↑↑100
| |
| * Grand gigaexpofaxul, 200(!1)<sup>(((200!1)!1)!1)!1+1</sup>
| |
| * Gong Megision, 5[5][5]
| |
| * Hexataxia-taxis, 10↑↑↑10↑↑↑6
| |
| * Doogolquadriplexitrex, 10↑↑↑10↑↑10↑↑10↑↑10↑↑10↑↑100
| |
| * Grand teraexpofaxul, 200(!1)<sup>((((200!1)!1)!1)!1)!1+1</sup>
| |
| * Hexomegision, 6[5][5]
| |
| * Grand petaexpofaxul, 200(!1)<sup>(((((200!1)!1)!1)!1)!1)!1+1</sup>
| |
| * Grand exaexpofaxul, 200(!1)<sup>((((((200!1)!1)!1)!1)!1)!1)!1+1</sup>
| |
|
| |
| === Part 5.5: 10↑↑↑↑3 ~ 10↑↑↑↑4 ===
| |
|
| |
| * '''Super K''' / tria-petaxis / tria-petaksys / dekataxia-taxis / toodcolplex / tetootol, 10↑↑↑↑3
| |
| * Megisiplextron, 10[5][5]
| |
| * Grand Hyperduillion, H*(10,10,2)
| |
| * Duquoquomevalka, 2[4,4]
| |
| * Binary-Toogolplex, 2↑↑↑2↑↑↑100
| |
| * Octal-Toogolplex, 8↑↑↑8↑↑↑100
| |
| * Gaggolplex / hectataxia-taxis / gaggolthrex / toogolplex / toogoltrex, 10↑↑↑10↑↑↑100
| |
| * Greagolthrex, E100#100#100#2
| |
| * Kilotetrofaxul, (200!2)!2 ~ 10↑↑↑10↑↑↑198
| |
| * Toomolplex, 10↑↑↑10↑↑↑1,000
| |
| * Greagolthrexichime, E1,000#1,000#1,000#2
| |
| * Toomyrolplex, 10↑↑↑10↑↑↑10,000
| |
| * Greagolthrexitoll, E10,000#10,000#10,000#2
| |
| * Greagolthrexigong, E100,000#100,000#100,000#2
| |
| * Greagolthrexibong, E100,000,000#100,000,000#100,000,000#2
| |
| * Goodcoldutrex, 10↑↑↑10↑↑↑10<sup>10</sup>
| |
| * Greagolthrexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#2
| |
| * Heads-Tet-3-primol, 7↑↑↑5↑↑↑3↑↑↑2
| |
| * Freyillion, 10^^^10^^(^1000)10^3000
| |
| * Googolduthrex / googoldutrex, 10↑↑↑10↑↑↑10<sup>100</sup>
| |
| * Ecetonduthrex, E303#1#1#3
| |
| * Googolplexidutrex, 10↑↑↑10↑↑↑10<sup>10<sup>100</sup></sup>
| |
| * Googolduplexidutrex, 10↑↑↑10↑↑↑10<sup>10<sup>10<sup>100</sup></sup></sup>
| |
| * Doodcoldutrex, 10↑↑↑10↑↑↑10↑↑10
| |
| * Grangolduthrex, E100#100#1#3
| |
| * Giggolduthrex / doogoldutrex, 10↑↑↑10↑↑↑10↑↑100
| |
| * Bigrand expofaxul, 200(!1)<sup>200(!1)<sup>200!1+1</sup>+1</sup> ~ E10#10#expofaxul#2
| |
| * Megisiduon, 2[5][5][5]
| |
| * Binary-Tetooqnol, 2↑↑↑↑5
| |
| * Googolduexidutrex, 10↑↑↑10↑↑↑10↑↑10<sup>100</sup>
| |
| * Triataxiataxia-taxis, E1#1#3#3
| |
| * Doogolplexidutrex, 10↑↑↑10↑↑↑10↑↑10↑↑100
| |
| * Grangoldexiduthrex, E100#100#2#3
| |
| * Bigrand kiloexpofaxul, 200(!1)<sup>200(!1)<sup>(200!)!1+1</sup>+1</sup> ~ E10#10#kiloexpofaxul#2
| |
| * Grand Megisiduon / A-oogra, 3[6], 3 in a Steinhaus-Moser Notation|hexagon
| |
| * Tritet / trientet, {4,4,4} = 4↑↑↑↑4
| |
| * Tetrataxiataxia-taxis, 10↑↑↑10↑↑↑10↑↑↑4
| |
| * Grangoldudexiduthrex, E100#100#3#3
| |
| * Bigrand megaexpofaxul, 200(!1)<sup>200(!1)<sup>((200!)!)!1+1</sup>+1</sup> ~ E10#10#megaexpofaxul#2
| |
| * Great Megisiduon, 4[5][5][5]
| |
| * Gong Megisiduon, 5[5][5][5]
| |
| * Hexomegisiduon, 6[5][5][5]
| |
|
| |
| === Part 5.6: 10↑↑↑↑4 ~ 10↑↑↑↑10 ===
| |
|
| |
| * Tetra-petaxis / tetra-petaksys / dekataxiataxia-taxis / toodcolduplex / tetooquol, 10↑↑↑↑4
| |
| * Megisiduplextron, 10[5][5][5]
| |
| * Bigrand Hyperduillion, H*(10,10,3)
| |
| * Duquoquinmevalka, 2[4,5]
| |
| * Binary-Toogolduplex, 2↑↑↑2↑↑↑2↑↑↑100
| |
| * Gaggolduplex / hectataxiataxia-taxis / toogolduplex, 10↑↑↑10↑↑↑10↑↑↑100
| |
| * Greagolduthrex, E100#100#100#3
| |
| * Megatetrofaxul, ((200!2)!2)!2 ~ E10#10#197#3
| |
| * Toomolduplex, 10↑↑↑10↑↑↑10↑↑↑1,000
| |
| * Greagolduthrexichime, E1,000#1,000#1,000#3
| |
| * Greagolduthrexitoll, E10,000#10,000#10,000#3
| |
| * Greagolduthrexigong, E100,000#100,000#100,000#3
| |
| * Greagolduthrexibong, E100,000,000#100,000,000#100,000,000#3
| |
| * Greagolduthrexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#3
| |
| * Heads-Pent-3-primol, 11↑↑↑7↑↑↑5↑↑↑3↑↑↑2
| |
| * Googoltrethrex / googoltritrex / Googoltrithrex, 10↑↑↑10↑↑↑10↑↑↑10<sup>100</sup>
| |
| * Ecetontrithrex, E303#1#1#4
| |
| * Googolplexitritrex, 10↑↑↑10↑↑↑10↑↑↑10<sup>10<sup>100</sup></sup>
| |
| * Giggoltrethrex / doogoltritrex, 10↑↑↑10↑↑↑10↑↑↑10↑↑100
| |
| * Grangoltrithrex, E100#100#1#4
| |
| * Trigrand expofaxul, 200(!1)<sup>200(!1)<sup>200(!1)<sup>200!1+1</sup>+1</sup>+1</sup> ~ E10#10#expofaxul#3
| |
| * Megisitruon, 2[5][5][5][5]
| |
| * Doogolplexitritrex, 10↑↑↑10↑↑↑10↑↑↑10↑↑10↑↑100
| |
| * Grangoldexitrithrex, E100#100#2#4
| |
| * Trigrand kiloexpofaxul, 200(!1)<sup>200(!1)<sup>200(!1)<sup>(200!1)!1+1</sup>+1</sup>+1</sup> ~ E10#10#kiloexpofaxul#3
| |
| * Grand Megisitruon, 3[5][5][5][5]
| |
| * Grangoldudexitrithrex, E100#100#3#4
| |
| * Great Megisitruon / A-oogrea, 4[6], 4 in a hexagon
| |
| * Penteto, 5↑↑↑↑5
| |
| * Gong Megisitruon, 5[5][5][5][5]
| |
| * Hexomegisitruon, 6[5][5][5][5]
| |
| * Penta-petaxis / penta-petaksys / qeenol / Tetooqnol, 10↑↑↑↑5
| |
| * Megisitriplextron, 10[5][5][5][5]
| |
| * Duquoheximevalka, 2[4,6]
| |
| * Gaggoltreplex / toogoltriplex, 10↑↑↑10↑↑↑10↑↑↑10↑↑↑100
| |
| * Greagoltrithrex, E100#100#100#4
| |
| * Gigatetrofaxul, (((200!2)!2)!2)!2 ~ E10#10#197#4
| |
| * Greagoltrithrexichime, E1,000#1,000#1,000#4
| |
| * Greagoltrithrexitoll, E10,000#10,000#10,000#4
| |
| * Greagoltrithrexigong, E100,000#100,000#100,000#4
| |
| * Heads-Hex-3-primol, 13↑↑↑11↑↑↑7↑↑↑5↑↑↑3↑↑↑2
| |
| * Googolquadruthrex / googolquadritrex, 10↑↑↑10↑↑↑10↑↑↑10↑↑↑10<sup>100</sup>
| |
| * Ecetonquadrithrex, E303#1#1#5
| |
| * Giggolquadruthrex / doogolquadritrex, 10↑↑↑10↑↑↑10↑↑↑10↑↑↑10↑↑100
| |
| * Grangolquadrithrex, E100#100#1#5
| |
| * Quadgrand expofaxul, 200(!1)<sup>200(!1)<sup>200(!1)<sup>200(!1)<sup>200!1+1</sup>+1</sup>+1</sup>+1</sup> ~ E10#10#expofaxul#4
| |
| * Megisiquadruon, 2[5][5][5][5][5]
| |
| * Grangoldexiquadrithrex, E100#100#2#5
| |
| * Grand Megisiquadruon, 3[5][5][5][5][5]
| |
| * Grangoldudexiquadrithrex, E100#100#3#5
| |
| * Great Megisiquadruon, 4[5][5][5][5][5]
| |
| * Gong Megisiquadruon / A-oogonga, 5[6], 5 in a hexagon
| |
| * Boogasix / hexteto / Hexar, 6↑↑↑↑6
| |
| * Hexomegisiquadruon, 6[5][5][5][5][5]
| |
| * Hexa-petaxis / hexa-petaksys / Tetoosol, 10↑↑↑↑6
| |
| * Megisiquadruplextron, 10[5][5][5][5][5]
| |
| * Duquoseptimevalka, 2[4,7]
| |
| * Gaggolquadruplex / toogolquadriplex, E1#1#100#5
| |
| * Greagolquadrithrex, E100#100#100#5
| |
| * Teratetrofaxul, ((((200!2)!2)!2)!2)!2 ~ E10#10#197#5
| |
| * Greagolquadrithrexichime, E1,000#1,000#1,000#5
| |
| * Greagolquadrithrexitoll, E10,000#10,000#10,000#5
| |
| * Greagolquadrithrexigong, E100,000#100,000#100,000#5
| |
| * Googolquinthrex, E1#1#(10<sup>100</sup>)#5
| |
| * Ecetonquintithrex, E303#1#1#6
| |
| * Giggolquinthrex, E1#1#(E1#100)#5
| |
| * Grangolquintithrex, E100#100#1#6
| |
| * Quintgrand expofaxul, 200(!1)<sup>200(!1)<sup>200(!1)<sup>200(!1)<sup>200(!1)<sup>200!1+1</sup>+1</sup>+1</sup>+1</sup>+1</sup> ~ E10#10#expofaxul#5
| |
| * Grangoldexiquintithrex, E100#100#2#6
| |
| * Grangoldudexiquintithrex, E100#100#3#6
| |
| * Hexomegisiquinton / A-oohexa, 6[6], 6 in a hexagon
| |
| * Gloomy trisept, <math>7\downarrow^7 7</math>
| |
| * Hepta-petaxis / hepta-petaksys / Tetoospol, 10↑↑↑↑7
| |
| * Duquooctimevalka, 2[4,8]
| |
| * Gaggolquinplex / toogolquintiplex, E1#1#100#6
| |
| * Greagolquintithrex, E100#100#100#6
| |
| * Petatetrofaxul, (((((200!2)!2)!2)!2)!2)!2 ~ E10#10#197#6
| |
| * Greagolquintithrexichime, E1,000#1,000#1,000#6
| |
| * Greagolquintithrexitoll, E10,000#10,000#10,000#6
| |
| * Greagolquintithrexigong, E100,000#100,000#100,000#6
| |
| * Googolsexthrex, E1#1#(10<sup>100</sup>)#6
| |
| * Giggolsexthrex, E1#1#(E1#100)#6
| |
| * A-oohepta / Heptomegisisexton, 7[6], 7 in a hexagon
| |
| * Octa-petaxis / octa-petaksys / Tetooctol, 10↑↑↑↑8
| |
| * Duquononmevalka, 2[4,9]
| |
| * Gaggolsexplex / toogolsextiplex, E1#1#100#7
| |
| * Greagolsextithrex, E100#100#100#7
| |
| * Exatetrofaxul, ((((((200!2)!2)!2)!2)!2)!2)!2 ~ E10#10#197#7
| |
| * Googolseptenthrex, E1#1#(10<sup>100</sup>)#7
| |
| * Giggolseptenthrex, E1#1#(E1#100)#7
| |
| * Binary-Tetoodcol, 2↑↑↑↑10
| |
| * A-oocta, 8[6], 8 in a hexagon
| |
| * Enna-petaxis / enna-petaksys / Tetoonvol, 10↑↑↑↑9
| |
| * Gaggolseptenplex / toogolseptiplex, E1#1#100#8
| |
| * Greagolseptithrex, E100#100#100#8
| |
| * Googoloctothrex, E1#1#(10<sup>100</sup>)#8
| |
| * Giggoloctothrex, E1#1#(E1#100)#8
| |
| * Octal-Tetoodcol, 8↑↑↑↑10
| |
| * A-ooennea, 9[6], 9 in a hexagon
| |
|
| |
| === Part 5.7: 10↑↑↑↑10 ~ 10↑↑↑↑↑3 ===
| |
|
| |
| * Deka-petaxis / deka-petaksys / deecol / Tetoodcol, 10↑↑↑↑10
| |
| * Gaggoloctoplex / toogoloctiplex, E1#1#100#9
| |
| * Greagoloctithrex, E100#100#100#9
| |
| * Googolnovemthrex, E1#1#(10<sup>100</sup>)#9
| |
| * Giggolnovemthrex, E1#1#(E1#100)#9
| |
| * Quintalum, f<sub>5</sub>(10)
| |
| * A-oomega / Megisienneaplextron, 10[6], 10 in a hexagon
| |
| * Hypertrillion, H*(10,10,10)
| |
| * Endeka-petaxis, 10↑↑↑↑11
| |
| * Gaggolnovemplex / toogolnoniplex, E1#1#100#10
| |
| * Greagolnonithrex, E100#100#100#10
| |
| * Googoldecathrex, E1#1#(10<sup>100</sup>)#10
| |
| * Giggoldecathrex, E1#1#(E1#100)#10
| |
| * Dodeka-petaxis, 10↑↑↑↑12
| |
| * Gaggoldecaplex / toogoldeciplex, E1#1#100#11
| |
| * Greagoldecithrex, E100#100#100#11
| |
| * Triadeka-petaxis, 10↑↑↑↑13
| |
| * Tetradeka-petaxis, 10↑↑↑↑14
| |
| * Pentadeka-petaxis, 10↑↑↑↑15
| |
| * Hexadeka-petaxis, 10↑↑↑↑16
| |
| * Heptadeka-petaxis, 10↑↑↑↑17
| |
| * Octadeka-petaxis, 10↑↑↑↑18
| |
| * Ennadeka-petaxis, 10↑↑↑↑19
| |
| * Tetoovol / Icosa-petaxis, 10↑↑↑↑20
| |
| * Enicosa-petaxis, 10↑↑↑↑21
| |
| * Doicosa-petaxis, 10↑↑↑↑22
| |
| * Triaicosa-petaxis, 10↑↑↑↑23
| |
| * Tetraicosa-petaxis, 10↑↑↑↑24
| |
| * Qeefol / Tetooqtol / Pentaicosa-petaxis, 10↑↑↑↑25
| |
| * Heptaicosa-petaxis / fzthree-petaxis, 10↑↑↑↑27
| |
| * Tetootrol / Trianta-petaxis, 10↑↑↑↑30
| |
| * Teranta-petaxis, 10↑↑↑↑40
| |
| * Heefol / Tetoohfol / Penanta-petaxis, 10↑↑↑↑50
| |
| * Gavoogol, 100↑↑↑↑50
| |
| * Exata-petaxis, 10↑↑↑↑60
| |
| * Gloomy trioct, <math>8\downarrow^8 8</math>
| |
| * Eptata-petaxis, 10↑↑↑↑70
| |
| * Ogdata-petaxis, 10↑↑↑↑80
| |
| * Entata-petaxis, 10↑↑↑↑90
| |
| * Binary-geegol / Binary-Tetoogol, 2↑↑↑↑100
| |
| * Ternary-Tetoogol, 3↑↑↑↑100
| |
| * Quaternary-Tetoogol, 4↑↑↑↑100
| |
| * Octal-geegol / Octal-Tetoogol, 8↑↑↑↑100
| |
| * Geegol / hecta-petaxis / hecta-petaksys / Tetoogol, {10,100,4} = 10↑↑↑↑100 = E1#1#1#100
| |
| * Geegolunex, 10<sup>10↑↑↑↑100</sup>
| |
| * Geegolduunex, 10<sup>10<sup>10↑↑↑↑100</sup></sup>
| |
| * Geegoltreunex, 10<sup>10<sup>10<sup>10↑↑↑↑100</sup></sup></sup>
| |
| * Geegolquadruunex, E(E1#1#1#100)#4
| |
| * Geegolquinunex, E(E1#1#1#100)#5
| |
| * Geegolsexunex, E(E1#1#1#100)#6
| |
| * Geegolseptenunex, E(E1#1#1#100)#7
| |
| * Geegoloctounex, E(E1#1#1#100)#8
| |
| * Geegolnovemunex, E(E1#1#1#100)#9
| |
| * Geegoldecaunex, E(E1#1#1#100)#10
| |
| * Geegolduex, 10↑↑10↑↑↑↑100
| |
| * Geegolduduex, 10↑↑10↑↑10↑↑↑↑100
| |
| * Geegoltreduex, 10↑↑10↑↑10↑↑10↑↑↑↑100
| |
| * Geegolquadruduex, E1#(E1#1#1#100)#4
| |
| * Geegolquinduex, E1#(E1#1#1#100)#5
| |
| * Geegolsexduex, E1#(E1#1#1#100)#6
| |
| * Geegolseptenduex, E1#(E1#1#1#100)#7
| |
| * Geegoloctoduex, E1#(E1#1#1#100)#8
| |
| * Geegolnovemduex, E1#(E1#1#1#100)#9
| |
| * Geegoldecaduex, E1#(E1#1#1#100)#10
| |
| * Duodecimal-geegol / Duodecimal-Tetoogol, 12↑↑↑↑100
| |
| * Hexadecimal-geegol / Hexadecimal-Tetoogol, 16↑↑↑↑100
| |
| * Vigesimal-geegol, 20↑↑↑↑100
| |
| * Niftimal-geegol|Niftmal-geegol, 36↑↑↑↑100
| |
| * Sexagesimal-geegol, 60↑↑↑↑100
| |
| * Centesimal-geegol, 100↑↑↑↑100
| |
| * Geegolthrex / Tetoogoltrex, 10↑↑↑↑101
| |
| * Gigangol / tetowergol, E100#100#100#100
| |
| * Gigangolplex, 10<sup>E100#100#100#100</sup>
| |
| * Gigangoldex, E100#(E100#100#100#100)
| |
| * Tetfactor, 100!4
| |
| * Geegolduthrex, 10↑↑↑↑102
| |
| * Gigangolthrex, E100#100#100#101
| |
| * Geegoltrethrex, 10↑↑↑↑103
| |
| * Geegolquadruthrex, 10↑↑↑↑104
| |
| * Geegolquinthrex, 10↑↑↑↑105
| |
| * Geegolsexthrex, 10↑↑↑↑106
| |
| * Geegolseptenthrex, 10↑↑↑↑107
| |
| * Geegoloctothrex, 10↑↑↑↑108
| |
| * Geegolnovemthrex, 10↑↑↑↑109
| |
| * Geegoldecathrex, 10↑↑↑↑110
| |
| * Pentofaxul, 200!3 ~ 10↑↑↑↑198
| |
| * Trigrand hyperdollaxul, 200$[4]
| |
| * Tetooducol, 10↑↑↑↑200
| |
| * Eceto-gigangol, E303#303#303#303
| |
| * 5-Anika, <5>|488 ~ 488↑↑↑↑488
| |
| * Geegolding, 10↑↑↑↑500
| |
| * Binary-Tetoomol, 2↑↑↑↑1,000
| |
| * Chilia-petaxis / geegolchime / Tetoomol, E1#1#1#1,000 = 10↑↑↑↑1,000
| |
| * Gigangolchime, E1,000#1,000#1,000#1,000
| |
| * Myria-petaxis / geegoltoll / geehol / Tetoomyrol, E1#1#1#10,000 = 10↑↑↑↑10,000
| |
| * Gigangoltoll, E10,000#10,000#10,000#10,000
| |
| * Geegolgong, 10↑↑↑↑100,000
| |
| * Gigangolgong, E100,000#100,000#100,000#100,000
| |
| * Geegolbong, 10↑↑↑↑100,000,000
| |
| * Gigangolbong, E100,000,000#100,000,000#100,000,000#100,000,000
| |
| * Goodcoltetex, 10↑↑↑↑10,000,000,000
| |
| * Geegolthrong, 10↑↑↑↑100,000,000,000
| |
| * Gigangolthrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000
| |
| * Googolquadrex, 10↑↑↑↑10<sup>100</sup>
| |
| * Googoltetrex, E100#1#1#1#2
| |
| * Ecetontetrex, E303#1#1#1#2
| |
| * Googolplexitetrex, E100#2#1#1#2
| |
| * Giggolquadrex, 10↑↑↑↑10↑↑100
| |
| * Grangoltetrex, E100#100#1#1#2
| |
| * Grangoldexitetrex, E100#100#2#1#2
| |
| * Gaggolquadrex, 10↑↑↑↑10↑↑↑100
| |
| * Greagoltetrex, E100#100#100#1#2
| |
| * Grand tetrofaxul, 200(!2)<sup>200!2+1</sup> ~ 10↑↑↑↑10↑↑↑198
| |
| * Kifo, Arq!3
| |
| * Betomega / A-oogatiplex, 2[7], 2 in a heptagon
| |
| * Tripeno, 3↑↑↑↑↑3
| |
| * Greagolthrexitetrex, E100#100#100#2#2
| |
| * Grand kilotetrofaxul, 200(!2)<sup>(200!2)!2+1</sup> ~ 10↑↑↑↑10↑↑↑10↑↑↑198
| |
| * A-oogratiplex, 3[6][6]
| |
| * Greagolduthrexitetrex, E100#100#100#3#2
| |
| * Grand megatetrofaxul, 200(!2)<sup>((200!2)!2)!2+1</sup> ~ 10↑↑↑↑(E10#10#197#3)
| |
| * A-oogreatiplex, 4[6][6]
| |
| * Grand gigatetrofaxul, 200(!2)<sup>(((200!2)!2)!2)!2+1</sup>
| |
| * A-oogongatiplex, 5[6][6]
| |
| * Grand teratetrofaxul, 200(!2)<sup>((((200!2)!2)!2)!2)!2+1</sup>
| |
| * A-oohexatiplex, 6[6][6]
| |
| * Grand petatetrofaxul, 200(!2)<sup>(((((200!2)!2)!2)!2)!2)!2+1</sup>
| |
| * Grand exatetrofaxul, 200(!2)<sup>((((((200!2)!2)!2)!2)!2)!2)!2+1</sup>
| |
|
| |
| === Part 5.8: 10↑↑↑↑↑3 ~ 10↑↑↑↑↑10 ===
| |
|
| |
| * Tria-exaxis / tria-exaksys, 10↑↑↑↑↑3
| |
| * A-oomegatiplex, 10[6][6]
| |
| * Geegolplex / geegolquadrex, 10↑↑↑↑10↑↑↑↑100
| |
| * Gigangoltetrex, E100#100#100#100#2
| |
| * Kilopentofaxul, (200!3)!3 ~ 10↑↑↑↑10↑↑↑↑198
| |
| * Gigangoltetrexichime, E1,000#1,000#1,000#1,000#2
| |
| * Gigangoltetrexitoll, E10,000#10,000#10,000#10,000#2
| |
| * Gigangoltetrexigong, E100,000#100,000#100,000#100,000#2
| |
| * Gigangoltetrexibong, E100,000,000#100,000,000#100,000,000#100,000,000#2
| |
| * Gigangoltetrexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#2
| |
| * Googolduquadrex, 10↑↑↑↑10↑↑↑↑10<sup>100</sup>
| |
| * Ecetondutetrex, E303#1#1#1#3
| |
| * Giggolduquadrex, 10↑↑↑↑10↑↑↑↑10↑↑100
| |
| * Gaggolduquadrex, 10↑↑↑↑10↑↑↑↑10↑↑↑100
| |
| * Greagoldutetrex, E100#100#100#1#3
| |
| * Bigrand tetrofaxul, 200(!2)<sup>200(!2)<sup>200!2+1</sup>+1</sup> ~ E10#10#tetrofaxul#2
| |
| * A-oogatiduplex, 2[6][6][6]
| |
| * Greagolthrexidutetrex, E100#100#100#2#3
| |
| * Bigrand kilotetrofaxul, 200(!2)<sup>200(!2)<sup>(200!2)!2+1</sup>+1</sup> ~ E10#10#kilotetrofaxul#2
| |
| * Betogiga / A-oogratiduplex, 3[7], 3 in a heptagon
| |
| * Ascendpent, 3↑↑↑↑↑4
| |
| * Tetpeno, 4↑↑↑↑↑4
| |
| * Greagolduthrexidutetrex, E100#100#100#3#3
| |
| * Bigrand megatetrofaxul, 200(!2)<sup>200(!2)<sup>((200!2)!2)!2+1</sup>+1</sup> ~ E10#10#megatetrofaxul#2
| |
| * A-oogreatiduplex, 4[6][6][6]
| |
| * A-oogongatiduplex, 5[6][6][6]
| |
| * A-oohexatiduplex, 6[6][6][6]
| |
| * Tetra-exaxis / tetra-exaksys, 10↑↑↑↑↑4
| |
| * A-oomegatiduplex, 10[6][6][6]
| |
| * Geegolduplex, 10↑↑↑↑10↑↑↑↑10↑↑↑↑100
| |
| * Gigangoldutetrex, E100#100#100#100#3
| |
| * Megapentofaxul, ((200!3)!3)!3 ~ E10#10#10#197#3
| |
| * Gigangoldutetrexichime, E1,000#1,000#1,000#1,000#3
| |
| * Gigangoldutetrexitoll, E10,000#10,000#10,000#10,000#3
| |
| * Gigangoldutetrexigong, E100,000#100,000#100,000#100,000#3
| |
| * Gigangoldutetrexibong, E100,000,000#100,000,000#100,000,000#100,000,000#3
| |
| * Gigangoldutetrexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#3
| |
| * Googoltrequadrex, 10↑↑↑↑10↑↑↑↑10↑↑↑↑10<sup>100</sup>
| |
| * Ecetontritetrex, E303#1#1#1#4
| |
| * Giggoltrequadrex, 10↑↑↑↑10↑↑↑↑10↑↑↑↑10↑↑100
| |
| * Gaggoltrequadrex, 10↑↑↑↑10↑↑↑↑10↑↑↑↑10↑↑↑100
| |
| * Greagoltritetrex, E100#100#100#1#4
| |
| * Trigrand tetrofaxul, 200(!2)<sup>200(!2)<sup>200(!2)<sup>200!2+1</sup>+1</sup>+1</sup> ~ E10#10#tetrofaxul#3
| |
| * A-oogatitriplex, 2[6][6][6][6]
| |
| * Greagolthrexitritetrex, E100#100#100#2#4
| |
| * Trigrand kilotetrofaxul, 200(!2)<sup>200(!2)<sup>200(!2)<sup>(200!2)!2+1</sup>+1</sup>+1</sup> ~ E10#10#kilotetrofaxul#3
| |
| * A-oogratitriplex, 3[6][6][6][6]
| |
| * Greagolduthrexitritetrex, E100#100#100#3#4
| |
| * Creasing wights, E100#3#(5E100)#3#4
| |
| * Betotera / A-oogreatitriplex, 4[7], 4 in a heptagon
| |
| * Tripent / trienpent, {5,5,5} = 5↑↑↑↑↑5
| |
| * A-oogongatitriplex, 5[6][6][6][6]
| |
| * A-oohexatitriplex, 6[6][6][6][6]
| |
| * Penta-exaxis, 10↑↑↑↑↑5
| |
| * A-oomegatitriplex, 10[6][6][6][6]
| |
| * Geegoltreplex, E1#1#1#100#4
| |
| * Gigangoltritetrex, E100#100#100#100#4
| |
| * Gigapentofaxul, (((200!3)!3)!3)!3 ~ E10#10#10#197#4
| |
| * Ecetonquadritetrex, E303#1#1#1#5
| |
| * Googolquadruquadrex, E1#1#1#(10<sup>100</sup>)#4
| |
| * Giggolquadruquadrex, E1#1#1#(E1#100)#4
| |
| * Gaggolquadruquadrex, E1#1#1#(E1#1#100)#4
| |
| * Greagolquadritetrex, E100#100#100#1#5
| |
| * Quadgrand tetrofaxul, 200(!2)<sup>200(!2)<sup>200(!2)<sup>200(!2)<sup>200!2+1</sup>+1</sup>+1</sup>+1</sup> ~ E10#10#tetrofaxul#4
| |
| * A-oogatiquadruplex, 2[6][6][6][6][6]
| |
| * Greagolthrexiquadritetrex, E100#100#100#2#5
| |
| * A-oogratiquadruplex, 3[6][6][6][6][6]
| |
| * Greagolduthrexiquadritetrex, E100#100#100#3#5
| |
| * A-oogreatiquadruplex, 4[6][6][6][6][6]
| |
| * Betopeta / A-oogongatiquadruplex, 5[7], 5 in a heptagon
| |
| * Hexpeno, 6↑↑↑↑↑6
| |
| * A-oohexatiquadruplex, 6[6][6][6][6][6]
| |
| * Hexa-exaxis, 10↑↑↑↑↑6
| |
| * A-oomegatiquadruplex, 10[6][6][6][6][6]
| |
| * Geegolquadruplex, E1#1#1#100#5
| |
| * Gigangolquadritetrex, E100#100#100#100#5
| |
| * Ecetonquintitetrex, E303#1#1#1#6
| |
| * Googolquinquadrex, E1#1#1#(10<sup>100</sup>)#5
| |
| * Giggolquinquadrex, E1#1#1#(E1#100)#5
| |
| * Gaggolquinquadrex, E1#1#1#(E1#1#100)#5
| |
| * Greagolquintitetrex, E100#100#100#1#6
| |
| * Quintgrand tetrofaxul, 200(!2)<sup>200(!2)<sup>200(!2)<sup>200(!2)<sup>200(!2)<sup>200!2+1</sup>+1</sup>+1</sup>+1</sup>+1</sup> ~ E10#10#tetrofaxul#5
| |
| * A-oogatiquintiplex, 2[6][6][6][6][6][6]
| |
| * Greagolthrexiquintitetrex, E100#100#100#2#6
| |
| * A-oogratiquintiplex, 3[6][6][6][6][6][6]
| |
| * Greagolduthrexiquintitetrex, E100#100#100#3#6
| |
| * A-oogreatiquintiplex, 4[6][6][6][6][6][6]
| |
| * A-oogongatiquintiplex, 5[6][6][6][6][6][6]
| |
| * Betoexa / A-oohexatiquintiplex, 6[7], 6 in a heptagon
| |
| * Hayden's Trihept, 7(7)7
| |
| * Hepta-exaxis, 10↑↑↑↑↑7
| |
| * Geegolquinplex, E1#1#1#100#6
| |
| * Gigangolquintitetrex, E100#100#100#100#6
| |
| * Googolsexquadrex, E1#1#1#(10<sup>100</sup>)#6
| |
| * Giggolsexquadrex, E1#1#1#(E1#100)#6
| |
| * Gaggolsexquadrex, E1#1#1#(E1#1#100)#6
| |
| * Betozetta / A-ooheptatisextiplex, 7[7], 7 in a heptagon
| |
| * Octa-exaxis, 10↑↑↑↑↑8
| |
| * Geegolsexplex, E1#1#1#100#7
| |
| * Googolseptenquadrex, E1#1#1#(10<sup>100</sup>)#7
| |
| * Giggolseptenquadrex, E1#1#1#(E1#100)#7
| |
| * Gaggolseptenquadrex, E1#1#1#(E1#1#100)#7
| |
| * Binary-Penoodcol, 2[5]10 = 2↑↑↑↑↑10
| |
| * Betoyotta, 8[7], 8 in a heptagon
| |
| * Gloomy triennet, <math>9\downarrow^9 9</math>
| |
| * Enna-exaxis, 10↑↑↑↑↑9
| |
| * Geegolseptenplex, E1#1#1#100#8
| |
| * Googoloctoquadrex, E1#1#1#(10<sup>100</sup>)#8
| |
| * Giggoloctoquadrex, E1#1#1#(E1#100)#8
| |
| * Gaggoloctoquadrex, E1#1#1#(E1#1#100)#8
| |
| * Betoxota, 9[7], 9 in a heptagon
| |
|
| |
| === Part 5.9: 10↑↑↑↑↑10 ~ 10↑↑↑↑↑↑10 ===
| |
|
| |
| * Deka-exaxis / deka-exaksys, 10↑↑↑↑↑10
| |
| * Geegoloctoplex, E1#1#1#100#9
| |
| * Googolnovemquadrex, E1#1#1#(10<sup>100</sup>)#9
| |
| * Giggolnovemquadrex, E1#1#1#(E1#100)#9
| |
| * Gaggolnovemquadrex, E1#1#1#(E1#1#100)#9
| |
| * Sextalum, f<sub>6</sub>(10)
| |
| * Betodaka / A-oomegatienneaplex, 10[7], 10 in a heptagon
| |
| * Endeka-exaxis, 10↑↑↑↑↑11
| |
| * Hyperterillion, H* (10,10,10,10)
| |
| * Geegolnovemplex, E1#1#1#100#10
| |
| * Googoldecaquadrex, E1#1#1#(10<sup>100</sup>)#10
| |
| * Giggoldecaquadrex, E1#1#1#(E1#100)#10
| |
| * Gaggoldecaquadrex, E1#1#1#(E1#1#100)#10
| |
| * Dodeka-exaxis, 10↑↑↑↑↑12
| |
| * Geegoldecaplex, E1#1#1#100#11
| |
| * Triadeka-exaxis, 10↑↑↑↑↑13
| |
| * Tetradeka-exaxis, 10↑↑↑↑↑14
| |
| * Pentadeka-exaxis, 10↑↑↑↑↑15
| |
| * Hexadeka-exaxis, 10↑↑↑↑↑16
| |
| * Heptadeka-exaxis, 10↑↑↑↑↑17
| |
| * Octadeka-exaxis, 10↑↑↑↑↑18
| |
| * Ennadeka-exaxis, 10↑↑↑↑↑19
| |
| * Icosa-exaxis, 10↑↑↑↑↑20
| |
| * Enicosa-exaxis, 10↑↑↑↑↑21
| |
| * Doicosa-exaxis, 10↑↑↑↑↑22
| |
| * Triaicosa-exaxis, 10↑↑↑↑↑23
| |
| * Tetraicosa-exaxis, 10↑↑↑↑↑24
| |
| * Pentaicosa-exaxis, 10↑↑↑↑↑25
| |
| * Trianta-exaxis, 10↑↑↑↑↑30
| |
| * Teranta-exaxis, 10↑↑↑↑↑40
| |
| * Hifol / Penanta-exaxis, 10↑↑↑↑↑50
| |
| * Exata-exaxis, 10↑↑↑↑↑60
| |
| * Eptata-exaxis, 10↑↑↑↑↑70
| |
| * Ogdata-exaxis, 10↑↑↑↑↑80
| |
| * Entata-exaxis, 10↑↑↑↑↑90
| |
| * Gigol / gygol / hecta-exaxis / hecta-exaksys / Penoogol, {10,100,5} = 10↑↑↑↑↑100 = E1#1#1#1#100
| |
| * Gigolunex, 10<sup>10↑↑↑↑↑100</sup>
| |
| * Facgigol, (10↑↑↑↑↑100)!
| |
| * Gigolduex, 10↑↑10↑↑↑↑↑100
| |
| * Gigolthrex, 10↑↑↑10↑↑↑↑↑100
| |
| * Gloomy tridecal, <math>10\downarrow^{10}10</math>
| |
| * Niftimal-gigol, 36↑↑↑↑↑100
| |
| * Centesimal-gigol, 100↑↑↑↑↑100
| |
| * Gigolquadrex, 10↑↑↑↑↑101
| |
| * Gorgegol / pentowergol, E100#100#100#100#100
| |
| * Gorgegolplex, 10<sup>E100#100#100#100#100</sup>
| |
| * Gorgegoldex, E100#(E100#100#100#100#100)
| |
| * Gorgegolthrex, E100#100#(E100#100#100#100#100)
| |
| * Pentfactor, 100!5
| |
| * Gorgegoltetrex, E100#100#100#100#101
| |
| * Hexofaxul, 200!4 ~ 10↑↑↑↑↑198
| |
| * Quadgrand hyperdollaxul, 200$[5]
| |
| * Juice infused E, E17#592#186#44#416
| |
| * 6-Anika, <6>|488 ~ 488↑↑↑↑↑488
| |
| * Taco, 555↑↑↑↑↑555
| |
| * Chilia-exaxis / gigolchime, E1#1#1#1#1,000
| |
| * Gorgegolchime, E1,000#1,000#1,000#1,000#1,000
| |
| * Myria-exaxis / gigoltoll / gihol, E1#1#1#1#10,000
| |
| * Gorgegoltoll, E10,000#10,000#10,000#10,000#10,000
| |
| * Gigolgong, E1#1#1#1#100,000
| |
| * Gorgegolgong, E100,000#100,000#100,000#100,000#100,000
| |
| * Gigolbong, E1#1#1#1#100,000,000
| |
| * Gorgegolbong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000
| |
| * Gigolthrong, E1#1#1#1#100,000,000,000
| |
| * Gorgegolthrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000
| |
| * Googolquinex, 10↑↑↑↑↑10<sup>100</sup>
| |
| * Googolpentex, E100#1#1#1#1#2
| |
| * Ecetonpentex, E303#1#1#1#1#2
| |
| * Giggolquinex, 10↑↑↑↑↑10↑↑100
| |
| * Grangolpentex, E100#100#1#1#1#2
| |
| * Gaggolquinex, 10↑↑↑↑↑10↑↑↑100
| |
| * Greagolpentex, E100#100#100#1#1#2
| |
| * Geegolquinex, 10↑↑↑↑↑10↑↑↑↑100
| |
| * Gigangolpentex, E100#100#100#100#1#2
| |
| * Grand pentofaxul, 200(!3)<sup>200!3+1</sup> ~ 10↑↑↑↑↑10↑↑↑↑198
| |
| * Flexinega / brantomega, 2[8], 2 in a octagon
| |
| * Trihexo, 3↑↑↑↑↑↑3
| |
| * Gigangoltetrexipentex, E100#100#100#100#2#2
| |
| * Grand kilopentofaxul, 200(!3)<sup>(200!3)!3+1</sup> ~ 10↑↑↑↑↑10↑↑↑↑10↑↑↑↑198
| |
| * Brantogiga, 3[7][7]
| |
| * Gigangoldutetrexipentex, E100#100#100#100#3#2
| |
| * Grand megapentofaxul, 200(!3)<sup>((200!3)!3)!3+1</sup> ~ 10↑↑↑↑↑(E10#10#10#197#3)
| |
| * Brantotera, 4[7][7]
| |
| * Grand gigapentofaxul, 200(!3)<sup>(((200!3)!3)!3)!3+1</sup> ~ 10↑↑↑↑↑(E10#10#10#197#4)
| |
| * Brantopeta, 5[7][7]
| |
| * Brantoexa, 6[7][7]
| |
| * Tria-eptaxis / tria-eptaksys, 10↑↑↑↑↑10↑↑↑↑↑10
| |
| * Reptaxis, 10↑↑↑↑↑10↑↑↑↑↑50
| |
| * Gigolplex / gygolplex / gigolquinex, 10↑↑↑↑↑10↑↑↑↑↑100
| |
| * Gorgegolpentex, E100#100#100#100#100#2
| |
| * Kilohexofaxul, (200!4)!4 ~ 10↑↑↑↑↑10↑↑↑↑↑198
| |
| * Gorgegolpentexichime, E1,000#1,000#1,000#1,000#1,000#2
| |
| * Gorgegolpentexitoll, E10,000#10,000#10,000#10,000#10,000#2
| |
| * Gorgegolpentexigong, E100,000#100,000#100,000#100,000#100,000#2
| |
| * Gorgegolpentexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#2
| |
| * Gorgegolpentexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#2
| |
| * Ecetondupentex, E303#1#1#1#1#3
| |
| * Gigangoldupentex, E100#100#100#100#1#3
| |
| * Bigrand pentofaxul, 200(!3)<sup>200(!3)<sup>200!3+1</sup>+1</sup> ~ E10#10#10#pentofaxul#2
| |
| * Breatomega, 2[7][7][7]
| |
| * Gigangoltetrexidupentex, E100#100#100#100#2#3
| |
| * Flexitria / breatogiga, 3[8], 3 in a octagon
| |
| * Tethexo, 4↑<sup>6</sup>4
| |
| * Gigangoldutetrexidupentex, E100#100#100#100#3#3
| |
| * Breatotera, 4[7][7][7]
| |
| * Breatopeta, 5[7][7][7]
| |
| * Breatoexa, 6[7][7][7]
| |
| * Tetra-eptaxis / tetra-eptaksys, 10↑<sup>6</sup>4
| |
| * Gigolduplex, 10↑↑↑↑↑10↑↑↑↑↑10↑↑↑↑↑100
| |
| * Gorgegoldupentex, E100#100#100#100#100#3
| |
| * Megahexofaxul, ((200!4)!4)!4 ~ E10#10#10#10#197#3
| |
| * Gorgegoldupentexichime, E1,000#1,000#1,000#1,000#1,000#3
| |
| * Gorgegoldupentexitoll, E10,000#10,000#10,000#10,000#10,000#3
| |
| * Gorgegoldupentexigong, E100,000#100,000#100,000#100,000#100,000#3
| |
| * Gorgegoldupentexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#3
| |
| * Gorgegoldupentexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#3
| |
| * Ecetontripentex, E303#1#1#1#1#4
| |
| * Gigangoltripentex, E100#100#100#100#1#4
| |
| * Trigrand pentofaxul, 200(!3)<sup>200(!3)<sup>200(!3)<sup>200!3+1</sup>+1</sup>+1</sup> ~ E10#10#10#pentofaxul#3
| |
| * Bigiatomega, 2[7][7][7][7]
| |
| * Gigangoltetrexitripentex, E100#100#100#100#2#4
| |
| * Bigiatogiga, 3[7][7][7][7]
| |
| * Gigangoldutetrexitripentex, E100#100#100#100#3#4
| |
| * Flexitera / bigiatotera, 4[8], 4 in a octagon
| |
| * Penhexo, 5↑↑↑↑↑↑5
| |
| * Bigatopeta, 5[7][7][7][7]
| |
| * Bigatoexa, 6[7][7][7][7]
| |
| * Penta-eptaxis / tetra-eptaksys, 10↑<sup>6</sup>5
| |
| * Gigoltreplex, E1#1#1#1#100#4
| |
| * Gorgegoltripentex, E100#100#100#100#100#4
| |
| * Gigahexofaxul, (((200!4)!4)!4)!4 ~ E10#10#10#10#197#4
| |
| * Ecetonquadripentex, E303#1#1#1#1#5
| |
| * Biquadriatomega, 2[7][7][7][7][7]
| |
| * Biquadriatogiga, 3[7][7][7][7][7]
| |
| * Biquadriatotera, 4[7][7][7][7][7]
| |
| * Flexipera / biquadriatopeta, 5[8], 5 in a octagon
| |
| * Trihex / trienhex, 6↑↑↑↑↑↑6
| |
| * Biquadriatoexa, 6[7][7][7][7][7]
| |
| * Hexa-eptaxis, 10↑↑↑↑↑↑6
| |
| * Gigolquadruplex, E1#1#1#1#100#5
| |
| * Gorgegolquadripentex, E100#100#100#100#100#5
| |
| * Ecetonquintipentex, E303#1#1#1#1#6
| |
| * Biquintiatomega, 2[7][7][7][7][7][7]
| |
| * Biquintiatogiga, 3[7][7][7][7][7][7]
| |
| * Biquintiatotera, 4[7][7][7][7][7][7]
| |
| * Biquintiatopeta, 5[7][7][7][7][7][7]
| |
| * Flexiexa / biquintiatoexa, 6[8], 6 in a octagon
| |
| * Hepta-eptaxis / tetra-eptaksys, 10↑<sup>6</sup>7
| |
| * Gigolquinplex, E1#1#1#1#100#6
| |
| * Gorgegolquintipentex, E100#100#100#100#100#6
| |
| * Flexizetta, 7[8], 7 in a octagon
| |
| * Hayden's Trioct, 8(8)8
| |
| * OctaOcta, 8 in a octagon
| |
| * Octa-eptaxis / tetra-eptaksys, 10↑<sup>6</sup>8
| |
| * Gigolsexplex, E1#1#1#1#100#7
| |
| * Enna-eptaxis / tetra-eptaksys, 10↑<sup>6</sup>9
| |
| * Gigolseptenplex, E1#1#1#1#100#8
| |
|
| |
| === Part 5.10: 10↑↑↑↑↑↑10 ~ 10↑<sup>7</sup>10 ===
| |
|
| |
| * Deka-eptaxis / deka-eptaksys, 10↑<sup>6</sup>10
| |
| * Gigoloctoplex, E1#1#1#1#100#9
| |
| * Septalum, f<sub>7</sub>(10)
| |
| * Hyperpetillion, H* (10,10,10,10,10)
| |
| * Endeka-eptaxis, 10↑<sup>6</sup>11
| |
| * Gigolnovemplex, E1#1#1#1#100#10
| |
| * Dodeka-eptaxis, 10↑<sup>6</sup>12
| |
| * Gigoldecaplex, E1#1#1#1#100#11
| |
| * Triadeka-eptaxis, 10↑<sup>6</sup>13
| |
| * Tetradeka-eptaxis, 10↑<sup>6</sup>14
| |
| * Pentadeka-eptaxis, 10↑<sup>6</sup>15
| |
| * Icosa-eptaxis, 10↑<sup>6</sup>20
| |
| * Trianta-eptaxis, 10↑<sup>6</sup>30
| |
| * Teranta-eptaxis, 10↑<sup>6</sup>40
| |
| * Hogfol, penanta-eptaxis, 10↑<sup>6</sup>50
| |
| * Exata-eptaxis, 10↑<sup>6</sup>60
| |
| * Eptata-eptaxis, 10↑<sup>6</sup>70
| |
| * Ogdata-eptaxis, 10↑<sup>6</sup>80
| |
| * Entata-eptaxis, 10↑<sup>6</sup>90
| |
| * Goggol / hecta-eptaxis / hecta-eptaksys / Exoogol, {10,100,6} = 10↑<sup>6</sup>100
| |
| * Goggolunex, 10<sup>10↑<sup>6</sup>100</sup>
| |
| * Goggolduex, 10↑↑10↑<sup>6</sup>100
| |
| * Goggolthrex, 10↑↑↑10↑<sup>6</sup>100
| |
| * Goggolquadrex, 10↑↑↑↑10↑<sup>6</sup>100
| |
| * Niftimal-goggol, 36↑<sup>6</sup>100
| |
| * Centesimal-goggol, 100↑<sup>6</sup>100
| |
| * Goggolquinex, 10↑<sup>6</sup>101
| |
| * Gulgol / hextowergol, E100#100#100#100#100#100 = E100##6
| |
| * Gulgolplex, 10<sup>E100#100#100#100#100#100</sup>
| |
| * Gulgoldex, E100#(E100#100#100#100#100#100)
| |
| * Gulgolthrex, E100#100#(E100#100#100#100#100#100)
| |
| * Gulgoltetrex, E100#100#100#(E100#100#100#100#100#100)
| |
| * Gulgolpentex, E100#100#100#100#100#101
| |
| * Heptofaxul, 200!5
| |
| * Quintgrand hyperdollaxul, 200$[6]
| |
| * Chilia-eptaxis / goggolchime, E1#1#1#1#1#1,000
| |
| * Gulgolchime, E1,000#1,000#1,000#1,000#1,000#1,000
| |
| * Myria-eptaxis / goggoltoll / goghol, E1#1#1#1#1#10,000
| |
| * Gulgoltoll, E10,000#10,000#10,000#10,000#10,000#10,000
| |
| * Goggolgong, E1#1#1#1#1#100,000
| |
| * Gulgolgong, E100,000##6
| |
| * Goggolbong, E1#1#1#1#1#100,000,000
| |
| * Gulgolbong, E100,000,000##6
| |
| * Goggolthrong, E1#1#1#1#1#100,000,000,000
| |
| * Gulgolthrong, E100,000,000,000##6
| |
| * Googolhex (Tiaokhiao), 10↑<sup>6</sup>10<sup>100</sup>
| |
| * Googolhex (Saibian), E100#1#1#1#1#1#2
| |
| * Ecetonhex, E303#1#1#1#1#1#2
| |
| * Giggolhex, 10↑<sup>6</sup>10↑↑100
| |
| * Grangolhex, E100#100#1#1#1#1#2
| |
| * Gaggolhex, 10↑<sup>6</sup>10↑↑↑100
| |
| * Greagolhex, E100#100#100#1#1#1#2
| |
| * Geegolhex, 10↑<sup>6</sup>10↑↑↑↑100
| |
| * Gigangolhex, E100#100#100#100#1#1#2
| |
| * Gigolhex, 10↑<sup>6</sup>10↑↑↑↑↑100
| |
| * Gorgegolhex, E100#100#100#100#100#1#2
| |
| * Grand hexofaxul, 200(!4)<sup>200!4+1</sup> ~ 10↑<sup>6</sup>10↑↑↑↑↑198
| |
| * Oktia / fainega, 2[9], 2 in a nonagon
| |
| * Hughal, 3↑<sup>6</sup>3
| |
| * Gorgegolpentexihex, E100#100#100#100#100#2#2
| |
| * Grand kilohexofaxul, 200(!4)<sup>(200!4)!4+1</sup> ~ 10↑<sup>6</sup>10↑↑↑↑↑10↑↑↑↑↑198
| |
| * Faitria, 3[8][8]
| |
| * Grand megahexofaxul, 200(!4)<sup>((200!4)!4)!4+1</sup> ~ 10↑<sup>6</sup>(E10#10#10#10#197#3)
| |
| * Faitera, 4[8][8]
| |
| * Grand gigahexofaxul, 200(!4)<sup>(((200!4)!4)!4)!4+1</sup> ~ 10↑<sup>6</sup>(E10#10#10#10#197#4)
| |
| * Tria-octaxis / tria-octaksys, 10↑<sup>6</sup>10↑<sup>6</sup>10
| |
| * Goggolplex / goggolhex, 10↑<sup>6</sup>10↑<sup>6</sup>100
| |
| * Gulgolhex / hextowergolhex, E100#100#100#100#100#100#2
| |
| * Gulgolhexichime, E1,000#1,000#1,000#1,000#1,000#1,000#2
| |
| * Gulgolhexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#2
| |
| * Gulgolhexigong, E100,000#100,000#100,000#100,000#100,000#100,000#2
| |
| * Gulgolhexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#2
| |
| * Gulgolhexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#2
| |
| * Ecetonduhex, E303#1#1#1#1#1#3
| |
| * Gorgegolduhex, E100#100#100#100#100#1#3
| |
| * Bigrand hexofaxul, 200(!4)<sup>200(!4)<sup>200!4+1</sup>+1</sup> ~ E10#10#10#10#hexofaxul#2 ~ 10↑<sup>6</sup>10↑<sup>6</sup>10↑↑↑↑↑198
| |
| * Funnynega, 2[8][8][8]
| |
| * Gorgegolpentexiduhex, E100#100#100#100#100#2#3
| |
| * Oktria / funnytria, 3[9], 3 in a nonagon
| |
| * Funnytera, 4[8][8][8]
| |
| * Tetra-octaxis / tetra-octaksys, 10↑<sup>6</sup>4
| |
| * Goggolduplex, 10↑<sup>6</sup>10↑<sup>6</sup>10↑<sup>6</sup>100
| |
| * Gulgolduhex, E100#100#100#100#100#100#3
| |
| * Gulgolduhexichime, E1,000#1,000#1,000#1,000#1,000#1,000#3
| |
| * Gulgolduhexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#3
| |
| * Gulgolduhexigong, E100,000#100,000#100,000#100,000#100,000#100,000#3
| |
| * Gulgolduhexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#3
| |
| * Gulgolduhexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#3
| |
| * Ecetontrihex, E303#1#1#1#1#1#4
| |
| * Gorgegoltrihex, E100#100#100#100#100#1#4
| |
| * Trigrand hexofaxul, 200(!4)<sup>200(!4)<sup>200(!4)<sup>200!4+1</sup>+1</sup>+1</sup> ~ E10#10#10#10#hexofaxul#3 ~ 10↑<sup>6</sup>10↑<sup>6</sup>10↑<sup>6</sup>10↑↑↑↑↑198
| |
| * Ftetrinega, 2[8][8][8][8]
| |
| * Gorgegolpentexitrihex, E100#100#100#100#100#2#4
| |
| * Ftetritria, 3[8][8][8][8]
| |
| * Oktetra / ftetritera, 4[9], 4 in a nonagon
| |
| * Penta-octaxis, 10↑<sup>7</sup>5
| |
| * Goggoltreplex, 10↑<sup>6</sup>10↑<sup>6</sup>10↑<sup>6</sup>10↑<sup>6</sup>100
| |
| * Gulgoltrihex, E100#100#100#100#100#100#4
| |
| * Fpentinega, 2[8][8][8][8][8]
| |
| * Fpentitria, 3[8][8][8][8][8]
| |
| * Hexa-octaxis, 10↑<sup>7</sup>6
| |
| * Fhexinega, 2[8][8][8][8][8][8]
| |
| * Fhexitria, 3[8][8][8][8][8][8]
| |
| * Trisept, {7,7,7} = 7↑<sup>7</sup>7
| |
| * Hepta-octaxis, 10↑<sup>7</sup>7
| |
| * Octa-octaxis, 10↑<sup>7</sup>8
| |
| * Hayden's Trienn, 9(9)9
| |
| * Enna-octaxis, 10↑<sup>7</sup>9
| |
|
| |
| === Part 5.11: 10↑<sup>7</sup>10 ~ 10↑<sup>8</sup>10 ===
| |
|
| |
| * Deka-octaxis / deka-octaksys, 10↑<sup>7</sup>10
| |
| * Octalum, f<sub>8</sub>(10)
| |
| * Icosa-octaxis, 10↑<sup>7</sup>20
| |
| * Trianta-octaxis, 10↑<sup>7</sup>30
| |
| * Teranta-octaxis, 10↑<sup>7</sup>40
| |
| * Hafol / penanta-octaxis, 10↑<sup>7</sup>50
| |
| * Geiggeil, (3↑<sup>7</sup>50)↑<sup>7</sup>50
| |
| * Gagol / hecta-octaxis / hecta-octaksys / Eptoogol, {10,100,7} = 10↑<sup>7</sup>100
| |
| * Niftimal-gagol, 36↑<sup>7</sup>100
| |
| * Centesimal-gagol, 100↑<sup>7</sup>100
| |
| * Gagolunex, 10<sup>10↑<sup>7</sup>100</sup>
| |
| * Gagolduex, 10↑↑10↑<sup>7</sup>100
| |
| * Gagolthrex, 10↑↑↑10↑<sup>7</sup>100
| |
| * Gagolquadrex, 10↑↑↑↑10↑<sup>7</sup>100
| |
| * Gagolquinex, 10↑↑↑↑↑10↑<sup>7</sup>100
| |
| * Gagolhex, 10↑<sup>7</sup>101
| |
| * Gaspgol, E100#100#100#100#100#100#100 = E100##7
| |
| * Gaspgolplex, 10<sup>E100##7</sup>
| |
| * Gaspgoldex, E100#(E100##7)
| |
| * Gaspgolthrex, E100#100#(E100##7)
| |
| * Gaspgoltetrex, E100#100#100#(E100##7)
| |
| * Gaspgolpentex, E100#100#100#100#(E100##7)
| |
| * Gaspgolhex, E100#100#100#100#100#100#101
| |
| * Octofaxul, 200!6
| |
| * Chilia-octaxis / gagolchime, E1#1#1#1#1#1#1,000
| |
| * Gaspgolchime, E1,000##7
| |
| * Geiggeim, (3↑<sup>7</sup>1,000)↑<sup>7</sup>1,000
| |
| * Myria-octaxis / gagoltoll / gahol, E1#1#1#1#1#1#10,000
| |
| * Gaspgoltoll, E10,000##7
| |
| * Gagolgong, E1#1#1#1#1#1#100,000
| |
| * Gaspgolgong, E100,000##7
| |
| * Gagolbong, E1#1#1#1#1#1#100,000,000
| |
| * Gaspgolbong, E100,000,000##7
| |
| * Gagolthrong, E1#1#1#1#1#1#100,000,000,000
| |
| * Gaspgolthrong, E100,000,000,000##7
| |
| * Googolhepex, 10↑<sup>7</sup>10<sup>100</sup>
| |
| * Googolheptex, E100#1#1#1#1#1#1#2
| |
| * Ecetonheptex, E303#1#1#1#1#1#1#2
| |
| * Giggolhepex, 10↑<sup>7</sup>10↑↑100
| |
| * Grangolheptex, E100#100#1#1#1#1#1#2
| |
| * Gaggolhepex, 10↑<sup>7</sup>10↑↑↑100
| |
| * Greagolheptex, E100#100#100#1#1#1#1#2
| |
| * Geegolhepex, 10↑<sup>7</sup>10↑↑↑↑100
| |
| * Gigangolheptex, E100#100#100#100#1#1#1#2
| |
| * Gigolhepex, 10↑<sup>7</sup>10↑↑↑↑↑100
| |
| * Gorgegolheptex, E100#100#100#100#100#1#1#2
| |
| * Goggolhepex, 10↑<sup>7</sup>10↑<sup>6</sup>100
| |
| * Gulgolheptex, E100#100#100#100#100#100#1#2
| |
| * Gulgolhexiheptex, E100#100#100#100#100#100#2#2
| |
| * Tria-ennaxis / tria-ennaksys, 10↑<sup>7</sup>10↑<sup>7</sup>10
| |
| * Gagolplex / gagolhepex, 10↑<sup>7</sup>10↑<sup>7</sup>100
| |
| * Gaspgolheptex, E100#100#100#100#100#100#100#2
| |
| * Gaspgolheptexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#2
| |
| * Gaspgolheptexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#2
| |
| * Gaspgolheptexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#2
| |
| * Gaspgolheptexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#2
| |
| * Gaspgolheptexithrong, E100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#100,000,000,000#2
| |
| * Ecetonduheptex, E303#1#1#1#1#1#1#3
| |
| * Gulgolduheptex, E100#100#100#100#100#100#1#3
| |
| * Gulgolhexiduheptex, E100#100#100#100#100#100#2#3
| |
| * Tetra-ennaxis / tetra-ennaksys, 10↑<sup>8</sup>4
| |
| * Gagolduplex, 10↑<sup>7</sup>10↑<sup>7</sup>10↑<sup>7</sup>100
| |
| * Gaspgolduheptex, E100#100#100#100#100#100#100#3
| |
| * Gaspgolduheptexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#3
| |
| * Gaspgolduheptexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#3
| |
| * Gaspgolduheptexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#3
| |
| * Penta-ennaxis, 10↑<sup>8</sup>5
| |
| * Gagoltreplex, 10↑<sup>7</sup>10↑<sup>7</sup>10↑<sup>7</sup>10↑<sup>7</sup>100
| |
| * Hexa-ennaxis, 10↑<sup>8</sup>6
| |
| * Hepta-ennaxis, 10↑<sup>8</sup>7
| |
| * Trioct, 8↑<sup>8</sup>8
| |
| * Octa-ennaxis, 10↑<sup>8</sup>8
| |
| * Enna-ennaxis, 10↑<sup>8</sup>9
| |
|
| |
| === Part 5.12: 10↑<sup>8</sup>10 ~ 10↑<sup>10</sup>10 ===
| |
|
| |
| * Deka-ennaxis / deka-ennaksys, 10↑<sup>8</sup>10
| |
| * Nonalum, f<sub>9</sub>(10)
| |
| * Icosa-ennaxis, 10↑<sup>8</sup>20
| |
| * Trianta-ennaxis, 10↑<sup>8</sup>30
| |
| * Hogdafol, 10↑<sup>8</sup>50
| |
| * Hecta-ennaxis / hecta-ennaksys / ogdagol / Ottoogol / gocgol, 10↑<sup>8</sup>100
| |
| * Niftimal-gocgol, 36↑<sup>8</sup>100
| |
| * Centesimal-gocgol, 100↑<sup>8</sup>100
| |
| * Ogdagolunex, 10<sup>10↑<sup>8</sup>100</sup>
| |
| * Ogdagolduex, 10↑↑10↑<sup>8</sup>100
| |
| * Ogdagolthrex, 10↑↑↑10↑<sup>8</sup>100
| |
| * Ogdagolquadrex, 10↑↑↑↑10↑<sup>8</sup>100
| |
| * Ogdagolquinex, 10↑↑↑↑↑10↑<sup>8</sup>100
| |
| * Ogdagolhex, 10↑<sup>6</sup>10↑<sup>8</sup>100
| |
| * Ogdagolhepex, 10↑<sup>8</sup>101
| |
| * Ginorgol, E100#100#100#100#100#100#100#100 = E100##8
| |
| * Ginorgolplex, 10<sup>E100##8</sup>
| |
| * Ginorgoldex, E100#(E100##8)
| |
| * Ginorgolthrex, E100#100#(E100##8)
| |
| * Ginorgoltetrex, E100#100#100#(E100##8)
| |
| * Ginorgolpentex, E100#100#100#100#(E100##8)
| |
| * Ginorgolhex, E100#100#100#100#100#(E100##8)
| |
| * Ginorgolheptex, E100#100#100#100#100#100#100#101
| |
| * Chilia-ennaxis, E1#1#1#1#1#1#1#1,000
| |
| * Ginorgolchime, E1,000##8
| |
| * Myria-ennaxis / ogdahol, E1#1#1#1#1#1#1#10,000
| |
| * Ginorgoltoll, E10,000##8
| |
| * Ginorgolgong, E100,000##8
| |
| * Ginorgolbong, E100,000,000##8
| |
| * Ginorgolthrong, E100,000,000,000##8
| |
| * Googologdex, 10↑<sup>8</sup>10<sup>100</sup>
| |
| * Googoloctex, E100#1#1#1#1#1#1#1#2
| |
| * Ecetonoctex, E303#1#1#1#1#1#1#1#2
| |
| * Giggologdex, 10↑<sup>8</sup>10↑↑100
| |
| * Grangoloctex, E100#100#1#1#1#1#1#1#2
| |
| * Gaggologdex, 10↑<sup>8</sup>10↑↑↑100
| |
| * Greagoloctex, E100#100#100#1#1#1#1#1#2
| |
| * Geegologdex, 10↑<sup>8</sup>10↑↑↑↑100
| |
| * Gigangoloctex, E100#100#100#100#1#1#1#1#2
| |
| * Gigologdex, 10↑<sup>8</sup>10↑↑↑↑↑100
| |
| * Gorgegoloctex, E100#100#100#100#100#1#1#1#2
| |
| * Goggologdex, 10↑<sup>8</sup>10↑<sup>6</sup>100
| |
| * Gulgoloctex, E100#100#100#100#100#100#1#1#2
| |
| * Gagologdex, 10↑<sup>8</sup>10↑<sup>7</sup>100
| |
| * Gaspgoloctex, E100#100#100#100#100#100#100#1#2
| |
| * Gaspgolheptexioctex, E100#100#100#100#100#100#100#2#2
| |
| * Tria-dekaxis / tria-dekaksys, 10↑<sup>8</sup>10↑<sup>8</sup>10
| |
| * Ogdagolplex / ogdagologdex, 10↑<sup>8</sup>10↑<sup>8</sup>100
| |
| * Ginorgoloctex, E100#100#100#100#100#100#100#100#2
| |
| * Ginorgoloctexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#2
| |
| * Ginorgoloctexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#2
| |
| * Ginorgoloctexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#2
| |
| * Ginorgoloctexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#2
| |
| * Ginorgoloctexithrong, E10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#2
| |
| * Ecetonduoctex, E303#1#1#1#1#1#1#1#3
| |
| * Gaspgolduoctex, E100#100#100#100#100#100#100#1#3
| |
| * Gaspgolheptexiduoctex, E100#100#100#100#100#100#100#2#3
| |
| * Tetra-dekaxis / tetra-dekaksys, 10↑<sup>9</sup>4
| |
| * Ogdagolduplex, 10↑<sup>8</sup>10↑<sup>8</sup>10↑<sup>8</sup>100
| |
| * Ginorgolduoctex, E100#100#100#100#100#100#100#100#3
| |
| * Ginorgolduoctexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#3
| |
| * Ginorgolduoctexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#3
| |
| * Ginorgolduoctexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#3
| |
| * Penta-dekaxis, 10↑<sup>9</sup>5
| |
| * Ogdagoltreplex, 10↑<sup>8</sup>10↑<sup>8</sup>10↑<sup>8</sup>10↑<sup>8</sup>100
| |
| * Hexa-dekaxis, 10↑<sup>9</sup>6
| |
| * Hepta-dekaxis, 10↑<sup>9</sup>7
| |
| * Octa-dekaxis, 10↑<sup>9</sup>8
| |
| * Triennet / trienn, 9↑<sup>9</sup>9
| |
| * Enna-dekaxis, 10↑<sup>9</sup>9
| |
| * Deka-dekaxis / deka-dekaksys, 10↑<sup>9</sup>10
| |
| * Icosa-dekaxis, 10↑<sup>9</sup>20
| |
| * Trianta-dekaxis, 10↑<sup>9</sup>30
| |
| * Dekalum / zeraddom / zerunalum, f<sub>10</sub>(10)
| |
| * Hnovafol, 10↑<sup>9</sup>50
| |
| * Gaxoogol, 100↑<sup>9</sup>50
| |
| * Hecta-dekaxis / hecta-dekaksys / novagol / Ennoogol /gengol, 10↑<sup>9</sup>100
| |
| * Niftimal-gengol, 36↑<sup>9</sup>100
| |
| * Centesimal-gengol, 100↑<sup>9</sup>100
| |
| * Novagolunex, 10<sup>10↑<sup>9</sup>100</sup>
| |
| * Novagolduex, 10↑↑10↑<sup>9</sup>100
| |
| * Novagolthrex, 10↑↑↑10↑<sup>9</sup>100
| |
| * Novagolquadrex, 10↑↑↑↑10↑<sup>9</sup>100
| |
| * Novagolquinex, 10↑↑↑↑↑10↑<sup>9</sup>100
| |
| * Novagolhex, 10↑<sup>6</sup>10↑<sup>9</sup>100
| |
| * Novagolhepex, 10↑<sup>7</sup>10↑<sup>9</sup>100
| |
| * Novagologdex, 10↑<sup>9</sup>101
| |
| * Gargantuul, E100##9
| |
| * Gargantuulplex, 10<sup>E100##9</sup>
| |
| * Gargantuuldex, E100#(E100##9)
| |
| * Gargantuulthrex, E100#100#(E100##9)
| |
| * Gargantuultetrex, E100#100#100#(E100##9)
| |
| * Gargantuulpentex, E100#100#100#100#(E100##9)
| |
| * Gargantuulhex, E100#100#100#100#100#(E100##9)
| |
| * Gargantuulheptex, E100#100#100#100#100#100#(E100##9)
| |
| * Gargantuuloctex, E100#100#100#100#100#100#100#100#101
| |
| * 10-Anika, <10>|488 ~ 488↑<sup>9</sup>488
| |
| * Chilia-dekaxis, E1#1#1#1#1#1#1#1#1,000
| |
| * Gargantuulchime, E1,000##9
| |
| * Myria-dekaxis / novahol, E1#1#1#1#1#1#1#1#10,000
| |
| * Gargantuultoll, E10,000##9
| |
| * Gargantuulgong, E100,000##9
| |
| * Gargantuulbong, E100,000,000##9
| |
| * Gargantuulthrong, E100,000,000,000##9
| |
| * Googolnovex, 10↑<sup>9</sup>10<sup>100</sup>
| |
| * Googolennex, E100#1#1#1#1#1#1#1#1#2
| |
| * Ecetonennex, E303#1#1#1#1#1#1#1#1#2
| |
| * Giggolnovex, 10↑<sup>9</sup>10↑↑100
| |
| * Grangolennex, E100#100#1#1#1#1#1#1#1#2
| |
| * Gaggolnovex, 10↑<sup>9</sup>10↑↑↑100
| |
| * Greagolennex, E100#100#100#1#1#1#1#1#1#2
| |
| * Geegolnovex, 10↑<sup>9</sup>10↑↑↑↑100
| |
| * Gigangolennex, E100#100#100#100#1#1#1#1#1#2
| |
| * Gigolnovex, 10↑<sup>9</sup>10↑↑↑↑↑100
| |
| * Gorgegolennex, E100#100#100#100#100#1#1#1#1#2
| |
| * Goggolnovex, 10↑<sup>9</sup>10↑<sup>6</sup>100
| |
| * Gulgolennex, E100#100#100#100#100#100#1#1#1#2
| |
| * Gagolnovex, 10↑<sup>9</sup>10↑<sup>7</sup>100
| |
| * Gaspgolennex, E100#100#100#100#100#100#100#1#1#2
| |
| * Ogdagolnovex, 10↑<sup>9</sup>10↑<sup>8</sup>100
| |
| * Ginorgolennex, E100#100#100#100#100#100#100#100#1#2
| |
| * Ginorgoloctexiennex, E100#100#100#100#100#100#100#100#2#2
| |
| * Tria-endekaxis, E1#1#1#1#1#1#1#1#1#3
| |
| * Novagolplex / novagolnovex, 10↑<sup>9</sup>10↑<sup>9</sup>100
| |
| * Gargantuulennex / enneowergolennex, E100#100#100#100#100#100#100#100#100#2
| |
| * Gargantuulennexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#2
| |
| * Gargantuulennexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#2
| |
| * Gargantuulennexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#2
| |
| * Gargantuulennexibong, E100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#100,000,000#2
| |
| * Gargantuulennexithrong, E10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#2
| |
| * Ecetonduennex, E303#1#1#1#1#1#1#1#1#3
| |
| * Ginorgolduennex, E100#100#100#100#100#100#100#100#1#3
| |
| * Ginorgoloctexiduennex, E100#100#100#100#100#100#100#100#2#3
| |
| * Tetra-endekaxis, E1#1#1#1#1#1#1#1#1#4
| |
| * Novagolduplex, 10↑<sup>9</sup>10↑<sup>9</sup>10↑<sup>9</sup>100
| |
| * Gargantuulduennex, E100#100#100#100#100#100#100#100#100#3
| |
| * Gargantuulduennexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#3
| |
| * Gargantuulduennexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#3
| |
| * Gargantuulduennexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#3
| |
| * Novagoltreplex, 10↑<sup>9</sup>10↑<sup>9</sup>10↑<sup>9</sup>10↑<sup>9</sup>100
| |
| * Penta-endekaxis, 10↑<sup>10</sup>5
| |
| * Hexa-endekaxis, 10↑<sup>10</sup>6
| |
| * Hepta-endekaxis, 10↑<sup>10</sup>7
| |
| * Octa-endekaxis, 10↑<sup>10</sup>8
| |
| * Enna-endekaxis, 10↑<sup>10</sup>9
| |
|
| |
| === Part 5.13: 10↑<sup>10</sup>10 ~ 10↑<sup>20</sup>10 ===
| |
|
| |
| * Tridecal / deka-endekaxis / Void Stand, {10,10,10}
| |
| * Twasbrillig's Up-arrow Salad, (10↑<sup>10</sup>10)!* (10↑<sup>9</sup>10)!↑<sup>6</sup>(10↑<sup>6</sup>10)!
| |
| * Ununalum, f<sub>11</sub>(10)
| |
| * Icosa-endekaxis, 10↑<sup>10</sup>20
| |
| * Hdekafol, 10↑<sup>10</sup>50
| |
| * Hecta-endekaxis / hecta-endekaksys / dekagol / Dekoogol / gexgol, 10↑<sup>10</sup>100
| |
| * Niftimal-gexgol, 36↑<sup>10</sup>100
| |
| * Centesimal-gexgol|Centesimal-gexol, 100↑<sup>10</sup>100
| |
| * Dekagolunex, 10<sup>10↑<sup>10</sup>100</sup>
| |
| * Dekagolduex, 10↑↑10↑<sup>10</sup>100
| |
| * Dekagolthrex, 10↑↑↑10↑<sup>10</sup>100
| |
| * Dekagolquadrex, 10↑↑↑↑10↑<sup>10</sup>100
| |
| * Dekagolquinex, 10↑↑↑↑↑10↑<sup>10</sup>100
| |
| * Dekagolhex, 10↑<sup>6</sup>10↑<sup>10</sup>100
| |
| * Dekagolhepex, 10↑<sup>7</sup>10↑<sup>10</sup>100
| |
| * Dekagologdex, 10↑<sup>8</sup>10↑<sup>10</sup>100
| |
| * Dekagolnovex, 10↑<sup>10</sup>101
| |
| * Googondol, E100##10
| |
| * Googondolplex, 10<sup>E100##10</sup>
| |
| * Googondoldex, E100#(E100##10)
| |
| * Googondolthrex, E100#100#(E100##10)
| |
| * Googondoltetrex, E100#100#100#(E100##10)
| |
| * Googondolpentex, E100#100#100#100#(E100##10)
| |
| * Googondolhex, E100#100#100#100#100#(E100##10)
| |
| * Googondolheptex, E100#100#100#100#100#100#(E100##10)
| |
| * Googondoloctex, E100#100#100#100#100#100#100#(E100##10)
| |
| * Googondolennex, E100#100#100#100#100#100#100#100#100#101
| |
| * Gloomy tricose, <math>20\downarrow^{20}20</math>
| |
| * Chilia-endekaxis, E1#1#1#1#1#1#1#1#1#1,000
| |
| * Googondolchime, E1,000##10
| |
| * Myria-endekaxis / dekahol, E1#1#1#1#1#1#1#1#1#10,000
| |
| * Googondoltoll, E10,000##10
| |
| * Googondolgong, E100,000##10
| |
| * Googondolbong, E100,000,000##10
| |
| * Googondolthrong, E100,000,000,000##10
| |
| * Googoldekex, 10↑<sup>10</sup>10<sup>100</sup>
| |
| * Googoldecex, E100#1#1#1#1#1#1#1#1#1#2
| |
| * Ecetondecex, E303#1#1#1#1#1#1#1#1#1#2
| |
| * Giggoldekex, 10↑<sup>10</sup>10↑↑100
| |
| * Grangoldecex, E100#100#1#1#1#1#1#1#1#1#2
| |
| * Gaggoldekex, 10↑<sup>10</sup>10↑↑↑100
| |
| * Greagoldecex, E100#100#100#1#1#1#1#1#1#1#2
| |
| * Geegoldekex, 10↑<sup>10</sup>10↑↑↑↑100
| |
| * Gigangoldecex, E100#100#100#100#1#1#1#1#1#1#2
| |
| * Gigoldekex, 10↑<sup>10</sup>10↑↑↑↑↑100
| |
| * Gorgegoldecex, E100#100#100#100#100#1#1#1#1#1#2
| |
| * Goggoldekex, 10↑<sup>10</sup>10↑<sup>6</sup>100
| |
| * Gulgoldecex, E100#100#100#100#100#100#1#1#1#1#2
| |
| * Gagoldekex, 10↑<sup>10</sup>10↑<sup>7</sup>100
| |
| * Gaspgoldecex, E100#100#100#100#100#100#100#1#1#1#2
| |
| * Ogdagoldekex, 10↑<sup>10</sup>10↑<sup>8</sup>100
| |
| * Ginorgoldecex, E100#100#100#100#100#100#100#100#1#1#2
| |
| * Novagoldekex, 10↑<sup>10</sup>10↑<sup>9</sup>100
| |
| * Gargantuuldecex, E100#100#100#100#100#100#100#100#100#1#2
| |
| * Gargantuulennexidecex, E100#100#100#100#100#100#100#100#100#2#2
| |
| * Gargantuulduennexidecex, E100#100#100#100#100#100#100#100#100#3#2
| |
| * Tria-dodekaxis, E1#1#1#1#1#1#1#1#1#1#3
| |
| * Dekagolplex / dekagoldekex, 10↑<sup>10</sup>10↑<sup>10</sup>100
| |
| * Googondoldecex / decowergoldecex, E100#100#100#100#100#100#100#100#100#100#2
| |
| * Googondoldecexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#2
| |
| * Googondoldecexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#2
| |
| * Googondoldecexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#2
| |
| * Googondoldecexibong, E10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#2
| |
| * Googondoldecexithrong, E10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#2
| |
| * Ecetondudecex, E303#1#1#1#1#1#1#1#1#1#3
| |
| * Gargantuuldudecex, E100#100#100#100#100#100#100#100#100#1#3
| |
| * Gargantuulennexidudecex, E100#100#100#100#100#100#100#100#100#2#3
| |
| * Gargantuulduennexidudecex, E100#100#100#100#100#100#100#100#100#3#3
| |
| * Tetra-dodekaxis, E1#1#1#1#1#1#1#1#1#1#4
| |
| * Dekagolduplex, 10↑<sup>10</sup>10↑<sup>10</sup>10↑<sup>10</sup>100
| |
| * Googondoldudecex, E100#100#100#100#100#100#100#100#100#100#3
| |
| * Googondoldudecexichime, E1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#1,000#3
| |
| * Googondoldudecexitoll, E10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#10,000#3
| |
| * Googondoldudecexigong, E100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#100,000#3
| |
| * Googondoldudecexibong, E10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#10<sup>8</sup>#3
| |
| * Googondoldudecexithrong, E10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#10<sup>11</sup>#3
| |
| * Penta-dodekaxis, 10↑<sup>11</sup>5
| |
| * Dekagoltreplex, 10↑<sup>10</sup>10↑<sup>10</sup>10↑<sup>10</sup>10↑<sup>10</sup>100
| |
| * Hexa-dodekaxis, 10↑<sup>11</sup>6
| |
| * Hepta-dodekaxis, 10↑<sup>11</sup>7
| |
| * Octa-dodekaxis, 10↑<sup>11</sup>8
| |
| * Enna-dodekaxis, 10↑<sup>11</sup>9
| |
| * Deka-dodekaxis, {10,10,11}
| |
| * Zerance, 10[10] = 10[&]
| |
| * Icosa-dodekaxis, 10↑<sup>11</sup>20
| |
| * Bunalum, f<sub>12</sub>(10)
| |
| * Triundecal, {11,11,11}
| |
| * Hyperhypillion, H* (10,10,10,10,10,10,10,10,10,10)
| |
| * Hecta-dodekaxis / undekagol, {10,100,11}
| |
| * Googoadol, E100##11
| |
| * Chilia-dodekaxis, {10,1000,11}
| |
| * Myria-dodekaxis, {10,10000,11}
| |
| * Little grahal, [2,3,12] = F(12)
| |
| * Tria-tridekaxis, 10↑<sup>12</sup>3
| |
| * Tetra-tridekaxis, 10↑<sup>12</sup>4
| |
| * Penta-tridekaxis, 10↑<sup>12</sup>5
| |
| * Hexa-tridekaxis, 10↑<sup>12</sup>6
| |
| * Hepta-tridekaxis, 10↑<sup>12</sup>7
| |
| * Octa-tridekaxis, 10↑<sup>12</sup>8
| |
| * Enna-tridekaxis, 10↑<sup>12</sup>9
| |
| * Deka-tridekaxis, 10↑<sup>12</sup>10
| |
| * Trunalum, f<sub>13</sub>(10)
| |
| * Tridodecal, {12,12,12}
| |
| * Duodekagol / Hecta-tridekaxis, {10,100,12}
| |
| * Goograndol, E100##12
| |
| * Tria-tetradekaxis, 10↑<sup>13</sup>3
| |
| * Tetra-tetradekaxis, 10↑<sup>13</sup>4
| |
| * Penta-tetradekaxis, 10↑<sup>13</sup>5
| |
| * Hexa-tetradekaxis, 10↑<sup>13</sup>6
| |
| * Hepta-tetradekaxis, 10↑<sup>13</sup>7
| |
| * Octa-tetradekaxis, 10↑<sup>13</sup>8
| |
| * Enna-tetradekaxis, 10↑<sup>13</sup>9
| |
| * Deka-tetradekaxis, 10↑<sup>13</sup>10
| |
| * Quadrunalum, f<sub>14</sub>(10)
| |
| * Tredekagol / Hecta-tetradekaxis, {10,100,13}
| |
| * Googreadol, E100##13
| |
| * Tria-pentadekaxis, 10↑<sup>14</sup>3
| |
| * Tetra-pentadekaxis, 10↑<sup>14</sup>4
| |
| * Penta-pentadekaxis, 10↑<sup>14</sup>5
| |
| * Hexa-pentadekaxis, 10↑<sup>14</sup>6
| |
| * Hepta-pentadekaxis, 10↑<sup>14</sup>7
| |
| * Octa-pentadekaxis, 10↑<sup>14</sup>8
| |
| * Enna-pentadekaxis, 10↑<sup>14</sup>9
| |
| * Deka-pentadekaxis, 10↑<sup>14</sup>10
| |
| * Quintunalum, f<sub>15</sub>(10)
| |
| * Quattourdekagol / Hecta-pentadekaxis, {10,100,14}
| |
| * Googigandol, E100##14
| |
| * Tria-hexadekaxis, 10↑<sup>15</sup>3
| |
| * Tetra-hexadekaxis, 10↑<sup>15</sup>4
| |
| * Penta-hexadekaxis, 10↑<sup>15</sup>5
| |
| * Hexa-hexadekaxis, 10↑<sup>15</sup>6
| |
| * Hepta-hexadekaxis, 10↑<sup>15</sup>7
| |
| * Octa-hexadekaxis, 10↑<sup>15</sup>8
| |
| * Enna-hexadekaxis, 10↑<sup>15</sup>9
| |
| * Deka-hexadekaxis, 10↑<sup>15</sup>10
| |
| * Sextunalum, f<sub>16</sub>(10)
| |
| * Quindekagol, {10,100,15}
| |
| * Googorgedol, E100##15
| |
| * Gloomy tritriane, <math>30\downarrow^{30}30</math>
| |
| * Tria-heptadekaxis, 10↑<sup>16</sup>3
| |
| * Tetra-heptadekaxis, 10↑<sup>16</sup>4
| |
| * Deka-heptadekaxis, 10↑<sup>16</sup>10
| |
| * Septunalum, f<sub>17</sub>(10)
| |
| * Sexdekagol, {10,100,16}
| |
| * Googuldol, E100##16
| |
| * Tria-octadekaxis, 10↑<sup>17</sup>3
| |
| * Tetra-octadekaxis, 10↑<sup>17</sup>4
| |
| * Deka-octadekaxis, 10↑<sup>17</sup>10
| |
| * Octunalum, f<sub>18</sub>(10)
| |
| * Exi-hyperhypillion, H* (16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16)
| |
| * Septendekagol, {10,100,17}
| |
| * Googaspdol, E100##17
| |
| * Tria-nonadekaxis, 10↑<sup>18</sup>3
| |
| * Tetra-nonadekaxis, 10↑<sup>18</sup>4
| |
| * Deka-nonadekaxis, 10↑<sup>18</sup>10
| |
| * Nonunalum, f<sub>19</sub>(10)
| |
| * Octodekagol, {10,100,18}
| |
| * Googinordol, E100##18
| |
| * Tria-icosaxis, 10↑<sup>19</sup>3
| |
| * Tetra-icosaxis, 10↑<sup>19</sup>4
| |
| * Penta-icosaxis, 10↑<sup>19</sup>5
| |
| * Hexa-icosaxis, 10↑<sup>19</sup>6
| |
| * Hepta-icosaxis, 10↑<sup>19</sup>7
| |
| * Octa-icosaxis, 10↑<sup>19</sup>8
| |
| * Enna-icosaxis, 10↑<sup>19</sup>8
| |
| * Deka-icosaxis, 10↑<sup>19</sup>10
| |
| * Zeribalum / vigalum, f<sub>20</sub>(10)
| |
| * Novemdekagol, {10,100,19}
| |
| * Googarganduul, E100##19
| |
|
| |
| === Part 5.14: 10↑<sup>20</sup>10 ~ 10↑<sup>100</sup>10 ===
| |
|
| |
| * Unibalum, f<sub>21</sub>(10)
| |
| * Icosagol, {10,100,20}
| |
| * Googonkosol, E100##20
| |
| * Gloomy trisarane, <math>40\downarrow^{40}40</math>
| |
| * Bibalum, f<sub>22</sub>(10)
| |
| * Googoakosol, E100##21 (Named from googoadol)
| |
| * Tribalum, f<sub>23</sub>(10)
| |
| * Googrankosol, E100##22
| |
| * Quadribalum, f<sub>24</sub>(10)
| |
| * Googreakosol, E100##23
| |
| * Quintibalum, f<sub>25</sub>(10)
| |
| * Googigankosol, E100##24
| |
| * Sextibalum, f<sub>26</sub>(10)
| |
| * Qoflsol, {10,10,25}
| |
| * Gloomy tripenine, <math>50\downarrow^{50}50</math>
| |
| * Septibalum, f<sub>27</sub>(10)
| |
| * Primitol, {3,3,27}
| |
| * Octibalum, f<sub>28</sub>(10)
| |
| * Nonibalum, f<sub>29</sub>(10)
| |
| * Zeritralum, f<sub>30</sub>(10)
| |
| * Tria-triacontaxis, 10↑<sup>29</sup>3
| |
| * Tetra-triacontaxis, 10↑<sup>29</sup>4
| |
| * Deka-triacontaxis, 10↑<sup>29</sup>10
| |
| * Unitralum, f<sub>31</sub>(10)
| |
| * Triacontagol, {10,100,30}
| |
| * Googontritol, E100##30
| |
| * Gloomy triexine, <math>60\downarrow^{60}60</math>
| |
| * Bitralum, f<sub>32</sub>(10)
| |
| * Tritralum, f<sub>33</sub>(10)
| |
| * Quadritralum, f<sub>34</sub>(10)
| |
| * Quintitralum, f<sub>35</sub>(10)
| |
| * Sextitralum, f<sub>36</sub>(10)
| |
| * Gloomy triebdomine, <math>70\downarrow^{70}70</math>
| |
| * Septitralum, f<sub>37</sub>(10)
| |
| * Triniftimal, 36↑<sup>36</sup>36
| |
| * Octitralum, f<sub>38</sub>(10)
| |
| * Nonitralum, f<sub>39</sub>(10)
| |
| * Zeriquadralum, f<sub>40</sub>(10)
| |
| * Uniquadralum, f<sub>41</sub>(10)
| |
| * Tetracontagol, {10,100,40}
| |
| * Googonsartol, E100##40
| |
| * Gloomy triogdone, <math>80\downarrow^{80}80</math>
| |
| * Biquadralum, f<sub>42</sub>(10)
| |
| * Triquadralum, f<sub>43</sub>(10)
| |
| * Quadriquadralum, f<sub>44</sub>(10)
| |
| * Quintiquadralum, f<sub>45</sub>(10)
| |
| * Sextiquadralum, f<sub>46</sub>(10)
| |
| * Gloomy trienenine, <math>90\downarrow^{90}90</math>
| |
| * Septiquadralum, f<sub>47</sub>(10)
| |
| * Octiquadralum, f<sub>48</sub>(10)
| |
| * Noniquadralum, f<sub>49</sub>(10)
| |
| * Zeriquintalum, f<sub>50</sub>(10)
| |
| * Uniquintalum, f<sub>51</sub>(10)
| |
| * Hoflsol, {10,10,50}
| |
| * Gol, {50,50,50}
| |
| * Pentacontagol, {10,100,50}
| |
| * Googonpetol, E100##50
| |
| * Gloomy trihect, <math>100\downarrow^{100}100</math>
| |
| * Biquintalum, f<sub>52</sub>(10)
| |
| * Triquintalum, f<sub>53</sub>(10)
| |
| * Quadriquintalum, f<sub>54</sub>(10)
| |
| * Quintiquintalum, f<sub>55</sub>(10)
| |
| * Sextiquintalum, f<sub>56</sub>(10)
| |
| * BLT, {10,100,55}
| |
| * Septiquintalum, f<sub>57</sub>(10)
| |
| * Octiquintalum, f<sub>58</sub>(10)
| |
| * Noniquintalum, f<sub>59</sub>(10)
| |
| * Zerisextalum, f<sub>60</sub>(10)
| |
| * Unisextalum, f<sub>61</sub>(10)
| |
| * Hexacontagol, {10,100,60}
| |
| * Googonextol, E100##60
| |
| * Bisextalum, f<sub>62</sub>(10)
| |
| * Trisextalum, f<sub>63</sub>(10)
| |
| * Quadrisextalum, f<sub>64</sub>(10)
| |
| * Quintisextalum, f<sub>65</sub>(10)
| |
| * Sextisextalum, f<sub>66</sub>(10)
| |
| * Septisextalum, f<sub>67</sub>(10)
| |
| * Octisextalum, f<sub>68</sub>(10)
| |
| * Nonisextalum, f<sub>69</sub>(10)
| |
| * Zeriseptalum, f<sub>70</sub>(10)
| |
| * Uniseptalum, f<sub>71</sub>(10)
| |
| * Heptacontagol, {10,100,70}
| |
| * Googoneptol, E100##70
| |
| * Biseptalum, f<sub>72</sub>(10)
| |
| * Triseptalum, f<sub>73</sub>(10)
| |
| * Quadriseptalum, f<sub>74</sub>(10)
| |
| * Quintiseptalum, f<sub>75</sub>(10)
| |
| * Sextiseptalum, f<sub>76</sub>(10)
| |
| * Septiseptalum, f<sub>77</sub>(10)
| |
| * Octiseptalum, f<sub>78</sub>(10)
| |
| * Noniseptalum, f<sub>79</sub>(10)
| |
| * Zeroctalum, f<sub>80</sub>(10)
| |
| * Unoctalum, f<sub>81</sub>(10)
| |
| * Octacontagol, {10,100,80}
| |
| * Googonogdol, E100##80
| |
| * Boctalum, f<sub>82</sub>(10)
| |
| * Troctalum, f<sub>83</sub>(10)
| |
| * Quadroctalum, f<sub>84</sub>(10)
| |
| * Quintoctalum, f<sub>85</sub>(10)
| |
| * Sextoctalum, f<sub>86</sub>(10)
| |
| * Septoctalum, f<sub>87</sub>(10)
| |
| * Octoctalum, f<sub>88</sub>(10)
| |
| * Nonoctalum, f<sub>89</sub>(10)
| |
| * Zerinonalum, f<sub>90</sub>(10)
| |
| * Uninonalum, f<sub>91</sub>(10)
| |
| * Boogolspeck, {10,10,90}
| |
| * Nonacontagol, {10,100,90}
| |
| * Googonentol, E100##90
| |
| * Binonalum, f<sub>92</sub>(10)
| |
| * Trinonalum, f<sub>93</sub>(10)
| |
| * Quadrinonalum, f<sub>94</sub>(10)
| |
| * Quintinonalum, f<sub>95</sub>(10)
| |
| * Sextinonalum, f<sub>96</sub>(10)
| |
| * Boogolcrumb, {10,10,95}
| |
| * Septinonalum, f<sub>97</sub>(10)
| |
| * Octinonalum, f<sub>98</sub>(10)
| |
| * Centifact, 100*
| |
| * Noninonalum, f<sub>99</sub>(10)
| |
| * Boogahundred, {100,100,98}
| |
| * Boogolchunk, {10,10,99}
| |
| * Hektalum, f<sub>100</sub>(10)
| |
| * Rainery, 99↑<sup>99</sup>99
| |
| * 100-Anika, <100>|488 ~ 488↑<sup>99</sup>488
| |
| * Octal-golsol, s(8,100,1,2) = {8,8,100}
| |
|
| |
| === Part 5.15: 10↑<sup>100</sup>10 ~ <math>f_{\omega}(f_3(10))</math> ===
| |
|
| |
| * Boogol / kiloogol / golsol / gurea, {10,10,100} = s(10,100,1,2)
| |
| * Hexadecimal-boogol, {16, 16, 100}
| |
| * Golsolunex / googol-golsoler, s(10,s(10,100,1,2)) = 10<sup>golsol</sup>
| |
| * Golsolduex / giggol-golsoler, s(10,s(10,100,1,2),2)
| |
| * Golsolthrex / gaggol-golsoler, s(10,s(10,100,1,2),3)
| |
| * Duodecimal-golsol, s(12,100,1,2) = {12,12,100}
| |
| * Woogol / hectagol, hyper(10,102,100) = {10,100,100}
| |
| * Hyperon / Megathor, {100,100,100}
| |
| * Gugold / goolda / gugond / googonhectol, E100##100
| |
| * Boogolbunch, {10,10,101}
| |
| * Astragold, #^((10))*100
| |
| * Boogolcrowd, {10,10,105}
| |
| * Boogolswarm, {10, 10, 110}
| |
| * Giadollaxul, 200$0 = 200$[200]
| |
| * Wiggol, {10,100,200}
| |
| * Hyperfaxul / ducenfaxul, 200![1] = 200!200 ~ {10,198,201}
| |
| * Eceto-gugold, E303##303
| |
| * Gloomy trigigas, <math>500\downarrow^{500}500</math>
| |
| * Miser, 256[258], 256 in a Steinhaus-Moser Notation|258-gon
| |
| * Waggol, {10,100,300}
| |
| * Weegol, {10,100,400}
| |
| * Granika, <0,1>|488 ~ 488↑<sup>488</sup>488
| |
| * Wigol, {10,100,500}
| |
| * Gugoldading, E500##500
| |
| * Gloomy trichill, <math>1000\downarrow^{1000}1000</math>
| |
| * Juice infused Ampersand, 17[592][186][44][416]
| |
| * Woggol, {10,100,600}
| |
| * Wagol, {10,100,700}
| |
| * Hayden, 999[999]
| |
| * Grand Hayden, 1000[999]
| |
| * Great Hayden, 1001[999]
| |
| * Kilalum, f<sub>1,000</sub>(10)
| |
| * Gamoogol, g(1000,50,100) = {100,50,999}
| |
| * Bwoogol, {10,10,1000}
| |
| * Gugoldachime, E1,000##1,000
| |
| * Gloomy trimyr, <math>10000\downarrow^{10000}10000</math>
| |
| * Myriofact, 10,000*
| |
| * Gugoldatoll, E10,000##10,000
| |
| * Boogolgong, {10,10,100000}
| |
| * Gugoldagong / gooldagong, E100,000##100,000
| |
| * Gloomy trigong, <math>100000\downarrow^{100000}100000</math>
| |
| * Megalum, <math>f_{10^6}(10)</math>
| |
| * Gloomy trioctad, <math>100000000\downarrow^{100000000}100000000</math>
| |
| * Gugoldabong, E100,000,000##100,000,000
| |
| * Gigalum, <math>f_{10^9}(10)</math>
| |
| * Drava, Niger↑<sup>1,621,609,416</sup> 768
| |
| * <nowiki>Booilsol, s(10,2,2,2) = {10,10,{10,10}}</nowiki>
| |
| * Teralum, <math>f_{10^{12}}(10)</math>
| |
| * Petalum, <math>f_{10^{15}}(10)</math>
| |
| * Gloomy trisedeniad, <math>10^{16}\downarrow^{10^{16}}10^{16}</math>
| |
| * Exalum, <math>f_{10^{18}}(10)</math>
| |
| * Zettalum, <math>f_{10^{21}}(10)</math>
| |
| * Yottalum, <math>f_{10^{24}}(10)</math>
| |
| * Boogagoogol, {10<sup>100</sup>,10<sup>100</sup>,10<sup>100</sup>-2}
| |
| * Gaggoogol, A(10<sup>100</sup>,10<sup>100</sup>)
| |
| * Googotri, {10, 10, 10<sup>100</sup>}
| |
| * Gongol, hyper(10,10<sup>100</sup>,100) = {10,100,10<sup>100</sup>}
| |
| * Great googol (Saibian), E100##1#2
| |
| * Googoldiflux / googolgoogolflex, 10↑<sup>(10<sup>100</sup>)</sup>(10<sup>100</sup>)
| |
| * Mevalkogol, 10<sup>100</sup>[10<sup>100</sup>,10<sup>100</sup>]
| |
| * Ecetonsuplex, E303##1#2
| |
| * Googolsuplexichime, E1,000##1#2
| |
| * Deltagoogolplex, g(20000,g(2,2,50,100),50,100)
| |
| * Googolsuplexitoll, E10,000##1#2
| |
| * Laver_table|<math>q(6)</math> (lower bound)
| |
| * Googolsuplexigong, E100,000##1#2
| |
| * Gongplexol, hyper(10,10<sup>10<sup>100</sup></sup>,100)
| |
| * Boogagoogolplex, {10<sup>10<sup>100</sup></sup>,10<sup>10<sup>100</sup></sup>,10<sup>10<sup>100</sup></sup>-2}
| |
| * Googolplexisuplex, E100##(E100#2)
| |
| * Googolduplexisuplex, E100##(E100#3)
| |
| * Googoltriplexisuplex, E100##(E100#4)
| |
|
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|
| 【[[Googolism - Part 4|更小]] | [[Googolism|主页]] | [[Googolism - Part 6|更大]]】 | | 【[[Googolism - Part 4|更小]] | [[Googolism|主页]] | [[Googolism - Part 6|更大]]】 |
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| [[分类:经典大数]] | | [[分类:经典大数]] |
