Daftar bilangan di ateh triliun

Barikuik ko adolah Daftar bilangan di ateg triliun.^[1] Bilangan di ateh triliun (Angko bosegh) digunoan untuak manjawek partanyoan tantang bando nan punyo jumlah nan mustahil dihituang dek kalkulator biaso nan biaso sanak pakai ajak: "Barapo jumlah atom di alam semesta?".

Panjalasan panggunoan notasi[suntiang | suntiang sumber]

Pado bagian awal hinggo bagian "-plex (di ateh googolplex)" manggunoan notasi saintifik. banyak di antaronyo manggunoan parpangkatan barulang atau tetrasi, nan alah mulai tacaliak pado bagian "Di ateh Googolplex". Dalam kasus Faxul dan kalompoknyo (megafaxul, gigafaxul, dll.) manggunoan notasi panah hiperfaktorial. Di bagian "-plex (di ateh googolplex)" sanak bamulo mancaliak bilangan jo notasi BEAF, Notasi hiper-e, an notasi Steinhaus-Moser. Di bagian "-ssol dan -kahlah" sanak bamulo pakai notasi hiper-e pado tingkek nan labiah lanjuik.

Daftar bilangan[suntiang | suntiang sumber]

Triliun, 10¹²
Kuardriliun atau Dwiyar, 10¹⁵. Bateh angko di kalkulator 15 digit (9 kuardriliun).
Kuintiliun, 10¹⁸
Sektiliun, 10²¹
Septiliun, 10²⁴. Jumlah atom di sabuah apel (13 septiliun).
Oktiliun, 10²⁷. Jumlah atom di tubuah manusia (7 oktiliun).
Noniliun, 10³⁰. Ambang bateh suhu tatinggi di alam semesta (142 noniliun).

-Desiliun[suntiang | suntiang sumber]

Desiliun, 10³³
Undesiliun, 10³⁶
Duodesiliun, 10³⁹
Tredesiliun atau Septiliard, 10⁴².^[2] Jumlah atom yang ada di atmosfer Bumi (3 tredesiliun).
Kuattodesiliun, 10⁴⁵
Kuindesiliun, 10⁴⁸. Jumlah atom nan ado di saluruah Bumi (100 kuindesiliun).
Gogolchunk, 10⁴⁹
Gogol, 10⁵⁰
Sekdesiliun, 10⁵¹
Septemdesiliun, 10⁵⁴. Jumlah massa dari saluruah alam semesta tacaliak dalam gram. (60 septemdesiliun)^[3]
Oktodesiliun, 10⁵⁷. Jumlah atom nan ado di kabanyakan bintang tamasuak Matoari (2 oktodesiliun).
Novemdesiliun, 10⁶⁰

-Vigintilliun[suntiang | suntiang sumber]

Vigintiliun, 10⁶³. Jumlah butiran pasir nan cukuik untuak mamanuhi kosmos. (1 vigintiliun)
Unvigintiliun, 10⁶⁶
Duovigintiliun, 10⁶⁹. Jumlah total energi nan ado di alam semesta tacaliak dalam joule. (4,2 duovigintiliun)
Trevigintiliun, 10⁷². Jumlah kombinasi dari rubik 5x5. (280 trevigintiliun)
Kuattuovigintriliun, 10⁷⁵
Kuinvigintiliun, 10⁷⁸
Ogol, 10⁸⁰. Jumlah sadonyo partikel nan ado di saluruah alam semesta tacaliak (1 ogol)
Sekvigintiliun, 10⁸¹
Septenvigintriliun, 10⁸⁴
Oktovigintriliun, 10⁸⁷
Novemvigintriliun, 10⁹⁰ Jumlah data bit nan dapek ditampuang dek alam semesta tacaliak menurut Seth Floyd. (1 novemvigintiliun)
Googolbit, 8¹⁰⁰
Trigintiliun, 10⁹³. Jumlah taun hinggo Big Freeze. (100 trigintiliun)
Googol, 10¹⁰⁰. Taun di mano era lubang itam alam semesta bamulo.

Di Ateh Googol[suntiang | suntiang sumber]

Kuadragintiliun, 10¹²³
Kuinkuagintiliun, 10¹⁵³
Sekagintiliun, 10¹⁸³
Gargoogol, 10²⁰⁰
Faxul, 200! (200! = 200x199x198.......x5x4x3x2x1)
Septuagintiliun, 10²¹³
Oktogintiliun, 10²⁴³
Nonagintiliun, 10²⁷³

-Sen/Gen[suntiang | suntiang sumber]

Sentiliun, 10³⁰³
Googolding, 10⁵⁰⁰
Dusentiliun, 10⁶⁰³
Tresentiliun, 10⁹⁰³
Googolchime, 10¹⁰⁰⁰
Kuadringentiliun, 10¹²⁰³
Googod, 10¹⁵⁰⁰. Taun di mano sadonyo partikel kuantum di alam semesta mamadek manjadi bintang basi.
Kuingentiliun, 10¹⁵⁰³
Sessentiliun, 10¹⁸⁰³
Septengentiliun, 10²¹⁰³
Oktingentiliun, 10²⁴⁰³
Nongentiliun, 10²⁷⁰³

-Mili[suntiang | suntiang sumber]

Mililiun, 10³⁰⁰³
Jumlah kombinasi mungkin dari rubik 33x33, 10⁴⁰⁹⁴
Googolbell, 10⁵⁰⁰⁰
Dumililiun, 10⁶⁰⁰³
Tremililiun, 10⁹⁰⁰³
Googoltoll, 10¹⁰⁰⁰⁰
Miriliun, 10³⁰⁰⁰³
Googolgong, 10¹⁰⁰⁰⁰⁰
Googolbar, 10²⁵⁰⁰⁰⁰
Sentimililiun, 10³⁰⁰⁰⁰³

-Plex[suntiang | suntiang sumber]

Jutaplex/Maksimusiliun, 10^1000000
Mikriliun, 10^3000003
Vigintyliun, 10^4194304
Bilangan prima tagodang nan dikatahui, 2^82589933
Googolbong, 10^100000000
Miliarplex, 10^1000000000
Naniliun, 10^3000000003
Trialogue, 10^10¹⁰
Googolthrong, 10^100000000000

Awalan lain[suntiang | suntiang sumber]

Pisiliun, 10^{3000000000003}
Femtiliun, 10^{3000000000000003}
Attiliun, 10^{3000000000000000003}
Zeptiliun, 10^{3000000000000000000003}
Yoktiliun, 10^{30000000000000000000000003}
Xoniliun, 10^{3000000000000000000000000003}
Vesiliun, 10^{30000000000000000000000000000003}
Mesiliun, 10^{(3*10^33+3)}
Duesiliun, 10^{(3*10^36+3)}
Tresiliun, 10^{(3*10^39+3)}
Tetresiliun, 10^{(3*10^42+3)}
Pentesiliun, 10^{(3*10^45+3)}
Ikosiliun, 10^{(3*10^60+3)}
Triakontiliun, 10^{(3*10^90+3)}
Googolplex, 10^10¹⁰⁰. Dapek juo dirumuskan sabagai 10^googol.

Di Ateh Googolplex[suntiang | suntiang sumber]

Gargoogolplex, 10^2*10¹⁰⁰
Googolbang, (10¹⁰⁰)!

-Kontiliun[suntiang | suntiang sumber]

Tetrakontiliun, 10^{(3*10^120+3)}
Pentakontiliun, 10^{(3*10^150+3)}
Hexakontiliun, 10^{(3*10^180+3)}
Heptakontiliun, 10^{(3*10^210+3)}
Oktakontiliun, 10^{(3*10^240+3)}
Ennakontiliun, 10^{(3*10^270+3)}
Kontoliun,10(3*10^299+1)

Awalan lain (di ateh googolplex)[suntiang | suntiang sumber]

Hektiliun, 10^{(3*10^300+3)}
Esetonplex, 10^10³⁰³
Kilofaxul, (200!)! (10^10³⁷⁹)
Dohektiliun, 10^{(3*10^600+3)}
Googolplexichime, 10^10¹⁰⁰⁰
Kililiun, 10^{(3*10^3000+3)}
Googolplexigong, 10^10¹⁰⁰⁰⁰⁰
Jutaduplex, 10^10^1000000
Fzmiliplexian, 10^10^1000006
Megiliun, 10^{(3*10^3000000+3)}
Mikremegiliun, 10^{(3*10^6000000+3)}
SCP-2334, 2^24^6000000
Nanemegiliun, 10^{(3*10^9000000+3)}
Pisemegiliun, 10^{(3*10^12000000+3)}
Googolplexibong, 10^10^100000000
Gigiliun, 10^{(3*10^1000000000+3)}
Tetralogue, 10^10^10¹⁰

-Ili[suntiang | suntiang sumber]

Teriliun, 10^{(3*10^3*10^12+3)}
Petiliun, 10^{(3*10^3*10^15+3)}
Exiliun, 10^{(3*10^3*10^18+3)}
Zettiliun, 10^{(3*10^3*10^21+3)}
Yottiliun, 10^{(3*10^3*10^24+3)}
Xenniliun, 10^{(3*10^3*10^27+3)}

-Dakiliun[suntiang | suntiang sumber]

Dakiliun, 10^{(3*10^3*10^30+3)}
Hendiliun, 10^{(3*10^3*10^33+3)}
Angko Skewes Partamo, e^e^e⁷⁹ (10^10^10³⁴)
Dokiliun, 10^{(3*10^3*10^36+3)}
Tradakiliun, 10^{(3*10^3*10^39+3)}
Tedakiliun, 10^{(3*10^3*10^42+3)}
Pedakiliun, 10^{(3*10^3*10^45+3)}
Exdakiliun, 10^{(3*10^3*10^48+3)}
Gogolduplex, 10^10^10⁵⁰
Zedakiliun, 10^{(3*10^3*10^51+3)}
Yodakiliun, 10^{(3*10^3*10^54+3)}
Nedakiliun, 10^{(3*10^3*10^57+3)}

Ik-[suntiang | suntiang sumber]

Ikiliun, 10^{(3*10^3*10^60+3)}
Ikeniliun, 10^{(3*10^3*10^63+3)}
Ikodiliun, 10^{(3*10^3*10^66+3)}
Iktriliun, 10^{(3*10^3*10^69+3)}
Ikteriliun, 10^{(3*10^3*10^72+3)}
Ikpetiliun, 10^{(3*10^3*10^75+3)}
Ikektiliun, 10^{(3*10^3*10^78+3)}
Ikzetiliun, 10^{(3*10^3*10^81+3)}
Ikyotiliun, 10^{(3*10^3*10^84+3)}
Ikxeniliun, 10^{(3*10^3*10^87+3)}

Tra-[suntiang | suntiang sumber]

Trakiliun, 10^{(3*10^3*10^90+3)}

Googolduplex, 10^10^10¹⁰⁰.Disebut juga Googolplexian
Googolplexbang, 10^10¹⁰⁰!
Fzgoogolplex, (10^10¹⁰⁰)^10^10¹⁰⁰ = 10^10^10^100+100
Googoldubang, (10¹⁰⁰!)!

-Kiliun[suntiang | suntiang sumber]

Tekiliun, 10^{(3*10^3*10^120+3)}
Pekiliun, 10^{(3*10^3*10^150+3)}
Exakiliun, 10^{(3*10^3*10^180+3)}
Zakiliun, 10^{(3*10^3*10^210+3)}
Yokiliun, 10^{(3*10^3*10^240+3)}
Nekiliun, 10^{(3*10^3*10^270+3)}

-Otiliun[suntiang | suntiang sumber]

Hotiliun, 10^{(3*10^3*10^300+3)}
Esetonduplex, 10^10^10³⁰³
Megafaxul, ((200!)!)! (10^10^10³⁷⁹)
Jutatriplex, 10^10^10^1000000
Botiliun, 10^{(3*10^3*10^600+3)}
Trotiliun, 10^{(3*10^3*10^900+3)}
Angka Skewes Kaduo, e^e^e^e⁷⁷⁰⁵ (10^10^10⁹⁶³)
Googolduplexichime, 10^10^10¹⁰⁰⁰
Totiliun, 10^{(3*10^3*10^1200+3)}
Potiliun, 10^{(3*10^3*10^1500+3)}
Exotiliun, 10^{(3*10^3*10^1800+3)}
Zotiliun, 10^{(3*10^3*10^2100+3)}
Megafugalima, 5^5^5^5⁵
Yu(oo)tiliun, 10^{(3*10^3*10^2400+3)}
Notiliun, 10^{(3*10^3*10^2700+3)}

-Liliun[suntiang | suntiang sumber]

Kaliliun, 10^{(3*10^3*10^3000+3)}
Daliliun, 10^{(3*10^3*10^6000+3)}
Traliliun, 10^{(3*10^3*10^9000+3)}
Taliliun, 10^{(3*10^3*10^12000+3)}
Dakaliliun,10^{(3*10^3*10^30000+3)}
Googolduplexigong, 10^10^10¹⁰⁰⁰⁰⁰
Hotaliliun, 10^{(3*10^3*10^300000+3)}
Mejiliun, 10^{(3*10^3*10^3000000+3)}
Gijiliun, 10^{(3*10^3*10^3000000000+3)}
Pentalogue, 10^10^10^10¹⁰
Astiliun, 10^{(3*10^3*10^3*10^12+3)}
Luniliun, 10^{(3*10^3*10^3*10^15+3)}
Fermiliun, 10^{(3*10^3*10^3*10^18+3)}
Joviliun, 10^{(3*10^3*10^3*10^21+3)}
Soliliun, 10^{(3*10^3*10^3*10^24+3)}
Betiliun, 10^{(3*10^3*10^3*10^27+3)}
Glosiliun, 10^{(3*10^3*10^3*10^30+3)}
Gaxiliun, 10^{(3*10^3*10^3*10^33+3)}
Supiliun, 10^{(3*10^3*10^3*10^36+3)}
Versiliun, 10^{(3*10^3*10^3*10^39+3)}
Multiliun, 10^{(3*10^3*10^3*10^42+3)}
Googoltriplex, 10^10^10^10¹⁰⁰.Disebut juga Googolplexianth
Fzgargoogolplex, googolduplex^googolduplex
Googolplexbangplex, 10^10^10¹⁰⁰!
Esetontriplex, 10^10^10^10³⁰³
Gigafaxul, (((200!)!)!)!
Googoltriplexigong, 10^10^10^10¹⁰⁰⁰⁰⁰

-Plex (di atas googolplex)[suntiang | suntiang sumber]

Googolkuardiplex, E100#5
Fzgargantugoogolplex, googoltriplex^{googoltriplex}
Terafaxul, ((((10¹⁰⁰!)!)!)!)
Alumiliun, 10^{(3*10^3*10^3*10^3*10^18+3)}
Googolkuintiplex, E100#6
Googolsektiplex, E100#7
Googolseptiplex, E100#8
Deker, {10, 10, 2}
Googoloktiplex, E100#9
Googolnoniplex, E100#10
Googoldesiplex, E100#11
Ikosalogue, {10, 20, 2}
Googolvigintiplex, E100#21
Triantalogue, {10, 30, 2}
Terantalogue, {10, 40, 2}
Penantalogue, {10, 50, 2}
Okdatalogue, {10, 80, 2}
Giggol, {10, 100, 2}
Grangol, E100#100
Googolsentiplex, E100#101

Tanda pagar[suntiang | suntiang sumber]

Expofaxul, 200!1
Mega, 2[5] (256[4])
Grangolgong, E100000#100000
Tritri, {3, 3, 3}

Googoldex, E100# (10¹⁰⁰) = E100#1#2

Esetondeks, E303#1#2
Googolplexideks, E100# (10^10¹⁰⁰) = E100#2#2
Tria-terakisis, E1#1#3
Giggolplex, {10, giggol, 2}
Grangoldex, E100#100#2
Kiloexpofaxul, (200!1)!1
Mirialogialogue, E1#10000#2
Grangoldexigong, E100000#100000#2
Googolwarksi, (10¹⁰⁰%)%
Esetondudex, E303#1#3
Tetra-terakisis, E1#1#4
Giggolduplex, {10, giggolplex, 2}
Grangoldudex, E100#100#3
Megaexpofaxul, ((200!1)!1)!1
Grangoldudexigong, E100000#100000#3
Deka-terakisis, E1#1#10
Megiston, 10[5]
Gaggol, {10, 100, 3}
Greagol, E100#100#100
Tetrofaxul, 200!2
Greagolgong, E100000#100000#100000
Esetonthrex, E303#1#1#2
A-ooga, 2[6]

-Gol[suntiang | suntiang sumber]

Grahal, g₁
Gaggolplex, {10, gaggol, 3}
Greagolthrex, E100#100#100#2
Kilotetrofaxul, (200!2)!2
Greagoltrexigong, E100000#100000#100000#2
Esetondutrex, E303#1#1#3
Tritet, {4, 4, 4}
Greagoldutrex, E100#100#100#3
Greagoldutrexigong, E100000#100000#100000#3
Hexar, Q_{1, 0} (6)
Geegol, {10, 100, 4}
Gigangol, E100#100#100#100
Pentofaxul, 200!3
Geegolplex, {10, geegol, 4}
Gigangoltetrex, E100#100#100#100#2
Tripent, {5, 5, 5}
Gigol, {10, 100, 5}
Gorgegol, E100#100#100#100#100
Hexofaxul, 200!4
Gigolplex, {10, gigol, 5}
Gorgegolpentex, E100#100#100#100#100#2
Goggol, {10, 100, 6}
Gulgol, E100#100#100#100#100#100
Goggolplex, {10, goggol, 6}
Gulgolhex, E100#100#100#100#100#100#2
Trisept, {7, 7, 7}
Gagol, {10, 100, 7}
Gaspgol, E100#100#100#100#100#100#100
Gagolplex, {10, gagol, 7}
Gaspgolheptex, E100#100#100#100#100#100#100#2
Ginorgol, E100#100#100#100#100#100#100#100
Ginorgoloktex, E100#100#100#100#100#100#100#100#2
Tridesal, {10, 10, 10}
Boogol, {10, 10, 100}
Gugold, E100##100
Hiperfaxul, (200![1])
Gugoldagong, E100000##100000
Gongol, hiper(10, 10¹⁰⁰, 100)
Moser, [2[2[5]]
Boogolplex, {10, 10, {10, 10, 100}}
Gugolda-suplex, E100##100#2
Kilohiperfaxul, (200![1])[1]

Di Ateh kilohiperfaxul[suntiang | suntiang sumber]

Katiko suatu rumus bilangan punyo huruf g, itu punyo maksuik angko graham.

Gongolplex, hiper(10, gongol, 100)
Angko Graham, G(64)
Angka XKCD, A(G,G)
Korporal, {10, 100, 1, 2}
Grataagold, E100##100#100
Forkal, g_1000000
Korporalplex, {10, {10, 100, 1, 2}, 1, 2}
Graatagolda-sudex, E100##100#100#2
Gaya forkal, g_forkal
Trihexar, Q_1,2 (6)

-Gold[suntiang | suntiang sumber]

Greegold, E100##100#100#100
Suporkal, Forkal(1000000)
Greegolda-suthtex, E100##100#100#100#2

Grinningold, E100##100##4
Megokal, Forkal₂(1000000)
Golaagold, E100##100##5
Gruelohgold, E100##100##6
Gaspgold, E100##100##7
Ginorgold, E100##100##8

Tanda { dan }[suntiang | suntiang sumber]

Tidesal bosegh, {10, 10, 10, 2}
Gugolthra, E100##100##100
Biggol, {10, 10, 100, 2}

Giaxul, (200![200]) = (200!)[1, 2]
Terribokal, Forkal_{1, 2}(1)
Biggolplex, {10, 10, {biggol}, 2}
Graatagoltra, E100##100##100##2
Tetratri, {3, 3, 3, 3}
Septasexakexar, Q_{3, 0}(6)
Gugoltesla, E100##100##100##100
Supertet, {4, 4, 4, 4}
Gugolpeta, E100##100##100##100##100
Beegol, {10, 10, 100, 4}
Beegolplex, {10, 10, {beegol}, 4}
Gugolhexa, E100###6
Bigol, {10, 10, 100, 5}
Bigolplex, {10, 10, {bigol}, 5}
Gugolhepta, E100###7
Boggol, {10, 10, 100, 6}
Boggolplex, {10, 10, {boggol}, 6}
Gugolokta, E100###8
Bagol, {10, 10, 100, 7}
Bagolplex, {10, 10, {bagol}, 7}
General, {10, 10, 10, 10}
Throogol, E100###100
Troogol, {10, 10, 10, 100}
Giabixul, 200![200, 200]
Generalplex, {10, 10, 10, {general}}
Troogolplex, {10, 10, 10, {troogol}}
BOX_M

Thr-[suntiang | suntiang sumber]

Thrangol, E100###100#100

Threagol, E100###100##3

Thrugold, E100###100##100
Thrugolthra, E100###100###3
Thrugoltesla, E100###100###4
Thrutigol, E100###100###100
Triggol, {10, 10, 10, 100, 2}
Pentatri, {3, 3, 3, 3, 3}
Throotegol, E100###100###100##100
Traggol, {10, 10, 10, 100, 3}
Throopetol, E100###100###100###100###100
Treegol, {10, 10, 10, 100, 4}
Superpent, {5, 5, 5, 5, 5}
Throohexol, E100####6
Trigol, {10, 10, 10, 100, 5}
Throoheptgol, E100####7
Troggol, {10, 10, 10, 100, 6}
Tragol, {10, 10, 10, 100, 7}
Pentadesal, {10, 10, 10, 10, 10}
Throogogdol, E100####8
Tetroogol, E100####100
Kuadroogol, {10, 10, 10, 10, 100}

-Ol[suntiang | suntiang sumber]

Tetrangol, E100####100#100
Tetrugold, E100####100##100
Tetrithroogol, E100####100###100
Tetrootrigol, E100####100####100
Kuardiggol, {10, 10, 10, 10, 100, 2}
Hexatri, {3, 3, 3, 3, 3, 3}
Tetrootergol, E100####100####100####100
Tetropetol, E100####100####100####100####100
Tetroohexol, E100#####6
Superhex, {6, 6, 6, 6, 6, 6}
Tetrooheptgol, E100#####7
Tetroogogdol, E100#####8
Pentoogol, E100#####100
Supersept, {7, 7, 7, 7, 7, 7, 7}

Hexoogol, E100######100

Superokt, {8, 8, 8, 8, 8, 8, 8, 8}

Heptoogol, E100#######100
Superenn, {9, 9, 9, 9, 9, 9, 9, 9, 9}
Ogdoogol, E100########100
Ultratri, {3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3}
Goobol, {10, 100(1)2}
Godgahlah, E100#¹⁰⁰100 = E100#^#100
Giatrixul, 200![200, 200, 200]
Godgahlahgong, E100000#¹⁰⁰⁰⁰⁰100000
Dupertri, {3, {3, 3, 3}(1)2}
Gibbol, {10, 100, 1(2)1}
Grandgahlah, E100#^#100#100
Latri, {3, 3, 3(1)2}

Saboneghnyo antaro bilangan latri dan salanjuiknyo diloncat jauah basobok bilangan satingkek latri punyo daftar nan panjang.

-Ssol dan -kahlah[suntiang | suntiang sumber]

Dubol, {10, 100(1)(1)2}
Pepto-godgahlah, E100#^##5
Xappol, {10, 10(2)2}
Gridgahlah, E100#^##100
Xappolplex, {10, xappol (2)2}
Xappol besar, 10, 10(2)3}
Kolossol, {10, 10(3)2}
Kubikahlah, E100#^###100
Terossol, {10, 10(4)2}
Kuartikahlah, E100#^####100
Petossol, {10, 10(5)2}
Kuintikahlah, E100#^#^#5
Ektossol, {10, 10(6)2}
Sektikahlah, E100#^#^#6
Zetossol, {10, 10(7)2}
Septikahlah, E100#^#^#7
Yottossol, {10, 10(8)2}
Oktikahlah, E100#^#^#8
Xennossol, {10, 10(9)2}
Dimendekal, {10, 10(10)2}

Gongulus, {10, 10(100)2} = 10¹⁰⁰ & 10
Godgathor, E100#^#^#100

Kombinasi # dan ^[suntiang | suntiang sumber]

Deutro-godgathor, E100#^#^#*#^#^#100
Trito-godgathor, E100#^#^#*#^#^#*#^#^#100
Hekato-godgathor, E100#^(#^#*#)100
Godgridgathor, E100#^(#^#*##)100
Godkubikgathor, E100#^(#^#*###)100
Gingulus, {10, 100(0, 2)2}
Godgathordeus, E100#^(#^#*#^#)100
Gangulus, {10, 100(0, 3)2}
Godgathortrus, E100#^(#^#*#^#*#^#)100
Geengulus, {10, 100(0, 4)2}
Godgathorkuad, E100#^(#^#*#^#*#^#*#^#)100
Gowngulus, {10, 100(0, 5)2}
Gungulus, {10, 100(0, 6)2}
Bongulus, {10, 100(0, 0, 1)2}
Gralgathor, E100#^#^##100
Bingulus, {10, 100(0, 0, 2)2}
Gralgathordeus, E100#^(#^##*#^##)100
Bangulus, {10, 100(0, 0, 3)2}
Gralgathortrus, E100#^(#^##*#^##*#^##)100
Beengulus, {10, 100(0, 0, 4)2}
Trongulus, {10, 100(0, 0, 0, 1)2}
Thraelgator, E100#^#^###
Kuadrongulus, {10, 100(0, 0, 0, 0, 1)2}
Terringator, E100#^#^####100
Pentaelgator, E100#^#^#####100
Kuintongulus, {10, 100(0, 0, 0, 0, 0, 1)2}
Sextongulus, {10, 100(0, 0, 0, 0, 0, 0, 1)2}
Septongulus, {10, 100(0, 0, 0, 0, 0, 0, 0, 1)2}
Oktongulus, {10, 100(0, 0, 0, 0, 0, 0, 0, 0, 1)2}
Godthothol, E100#^#^#^#100

Ekstendol, s(3, 3{1'2}2)
Graltothol, E100#^#^#^##100
Thraeltothol, E100#^#^#^###100
Terinntothol, E100#^#^#^####100
Pentaeltothol, E100#^#^#^#####100
Godtertol, E100#^#^#^#^#100
Graltertol, E100#^#^#^#^##100
Thraeltertol, E100#^#^#^#^###100
Godtopol, E100#^#^#^#^#^#100
Graltopol, E100#^#^#^#^#^##100
Godhathor, E100#^#^#^#^#^#^#100
Godheptol, E100#^#^#^#^#^#^#^#100
Godoktol, E100#^#^#^#^#^#^#^#100
Godentol, E100#^#^#^#^#^#^#^#^#^#100
Goddekatol, E100#^#^#^#^#^#^#^#^#^#^#100

Tethrathoth, E100#^#^#^#^#^#^#^#^#^#^#^#^#... ... ...^#^#^#^#100 dengan 100 #s = E100#^^#100

Di Ateh Tethrathoth[suntiang | suntiang sumber]

Giakuaksul, 200![200, 200, 200, 200]
Tethrathoth besar, E100#^^#100#2
Grantethrathoth, E100#^^#100#100
Tethratrithoth, E100#^^#100#^^#100
Deutero-tethrathoth, E100#^^#*#^^#100
Hekato-tethrathtoth, E100(#^^#)^#100
Raksasa-Monster, E100(#^^#)^(#^^#)^#100
Tethrathoth mengerikan, E100(#^^#)^^#100
Ba'al tethrathoth, E100#^^#>#100
Tethrathoth mengerikan dan besar, E100#^^#>#100#2
Grangol-karta-Tethriterator, E100#^^#>#100#100
Tethrikerhekat, E100#^^#>#*#100
Tethriditerator, E100#^^#>(#+#)100
Tethrigriditerator, E100#^^#>##100
Tethrakross, E100#^^##100
Tethrakubor, E100#^^###100
Tethrateron, E100#^^####100
Tethrapeton, E100#^^#^#5
Tethrahexon, E100#^^#^#6
Tethrahepton, E100#^^#^#7
Tethra-ogdon, E100#^^#^#8
Tethraenon, E100#^^#^#9
Tethradekon, E100#^^#^#10
Tethrafakt, E100#^^#^#100
Tethratho-tethratoth, E100#^^#^^#100
Tethraksitet, E100#^^#^^#^^#100
Pentakthulum, E100#^^^#100
Kungulus, X^^^100&10
Tethrarksi-oktad, E100#^^^#100000000
Tethrarksi-sedeniad, E100#^^^#10000000000000000
Tethrarksigoogliad, E100#^^^#(10¹⁰⁰)
Tethrarksigrangliad, E100#^^^#(E100#100)

Pentaktulhupent, E100#^^^#*#5
Pentaktulhuheks, E100#^^^#*#6
Pentaktulhuhept, E100#^^^#*#7
Pentaktulhuogd, E100#^^^#*#8
Pentaktulhuenn, E100#^^^#*#9
Pentaktulhudek, E100#^^^#*#10
Pepto-pentaktulhum, E100(#^^^#)^#5
Eksto-pentaktulhum, E100(#^^^#)^#6
Epto-pentaktulhum, E100(#^^^#)^#7
Ogdo-pentaktulhum, E100(#^^^#)^#8
Ento-pentaktulhum, E100(#^^^#)^#9
Dekato-pentaktulhum, E100(#^^^#)^#10
Pentaktulhufakt, E100(#^^^#)^#100

Pentaktuldugon, E100(#^^^#)^^^#100
Pentaktuliterator, E100#^^^#>#100
Hugexul, 200![200(1)200]
Hugexul besar, 200![200(1)200]^{200![200(1)200]+1}
Hugexul superior, 200![200(1)200, 200]
Pentaktulkross, E100#^^^##100
Pentaktulkubor, E100#^^^###100
Pentaktulteron, E100#^^^####100
Pentaktulpeton, E100#^^^#^#5
Pentaktulhexon, E100#^^^#^#6
Pentaktulhepton, E100#^^^#^#7
Pentaktul-ogdon, E100#^^^#^#8
Pentaktulennon, E100#^^^#^#9
Pentaktuldekon, E100#^^^#^#10
Pentaktulhekton, E100#^^^#^#100
Pentaktularksitri, E100#^^^#^^^#100
Hexaktulhum, E100#^^^^#100
Hugebixul, 200![200(1)200(1)200]
Hexaktuliterator, E100#^^^^#>#100
Hexaktulkross, E100#^^^^##100

Kombinasi tando lain[suntiang | suntiang sumber]

Heptaktulhum, E100#{5}#100
Hugetrixul, 200![200(1)200(1)200(1)200]
Ogdatulhum, E100#{6}#100
Hugekuaksul, 200![200(1)200(1)200(1)200(1)200]
Ennaktulhum, E100#{7}#100
Dekaktulhum, E100#{8}#100
Goliath, E100#{10}#100
Godsgodgulus, E100#{#}#100
Godsgodgulkross, E100#{#}##100
Godsgodgulkubor, E100#{#}###100
Godsgodgulteron, E100#{#}####100
Godsgodarksitri, E100#{#}#{#}#100
Godsgodeus, E100#{#+#}#100
Godsgotreus, E100#{#+#+#}#100
Godsgokuadeus, E100#{#+#+#+#}#100
Centurion, E100#{#^#}#100
Centurion super, E100#{#^^#}#100
Pentaktulhu-centurion, E100#{#^^^#}#100
Hexaktulhu-centurion, E100#{#^^^^#}#100
Ohmygosh-ohmygosh-ohmygooosh, E100#{#{#}#}#100
Blasphemorgulus, E100#{#, #, 1, 2}100
Gonguldeus, {10, 100, 1, 2} & 10
Blasphemorgufakt, E100({#, #, 1, 2})^#100
Tweilasphemorgue, E100{{#, #, 1, 2}, 100, 1, 2}100
Hundrelasphemorgue, E100#{#, #+1, 1, 2}100

Faxul-faxul tatenggi[suntiang | suntiang sumber]

Enormaxul, 200![200(2)200]
Enormaxul superior, 200![200(2)200, 200]
Ludikris, E100&(1)100
Gongultreus, {10, 100, 1, 3} & 10
Enormabixul, 200![200(2)200(2)200]
Enormatrixul, 200![200(2)200(2)200(2)200]
Enormakuaksul, 200![200(2)200(2)200(2)200(2)200]
Inkridulus, {10, 10, 10, 100, 2} & 10
Inkradulus, {10, 10, 10, 100, 3} & 10
Inkreedulus, {10, 10, 10, 100, 4} & 10
Pentadekatrix, 5 & 10 & 10
Terkredulus, {10, 10, 10, 10, 100} & 10
Hexadekatrix, 6 & 10 & 10
Penkredulus, {10, 10, 10, 10, 10, 100} & 10
Heptadekatrix, 7 & 10 & 10
Hexkredulus, {10, 10, 10, 10, 10, 10, 100} & 10
Oktadekatrix, 8 & 10 & 10
Epkredulus, {10, 10, 10, 10, 10, 10, 10, 100} & 10
Ennadekatrix, 9 & 10 & 10
Ogkredulus, {10, 10, 10, 10, 10, 10, 10, 10, 100} & 10
Lineatrix, 10 & 10 & 10
Demagogue, E100{#, 10(1)2}100
Ominongulus, E100{100(1)2}100
Destruxul, 200![200(200)200]
Destruksul besar, 200![200(200)200(200)200]
Destrubixul, 200![200([200(200)200)]200]
TREE(3)

Golapulus, {X,X(100)2} & 10 = 10¹⁰⁰ & 10 & 10

Di Ateh Golapulus[suntiang | suntiang sumber]

Ekstrimsul, 200![1(1)[₂200, 200, 200, 200]]
Ekstrimbixul, 200![1(1)[₂200, 200, 200, 200, 200]]
Ekstrimtrixul, 200![1(1)[₂200, 200, 200, 200, 200, 200]]
Ekstrimkuaksul, 200![1(1)[₂200, 200, 200, 200, 200, 200, 200]]
Gigantixul, 200![1(1)[₃200, 200, 200]]
Golapulusplex, {10, 100} & 10 & 10 & 10
Gigantibixul, 200![1(1)[₃200, 200, 200, 200]]
Gigantitrixul, 200![1(1)[₃200, 200, 200, 200, 200]]
Gigantikuaksul, 200![1(1)[₃200, 200, 200, 200, 200, 200]]
Nukleaksul, 200![₂₀₀200]
Nukleabiksul, 200![_[200^200]200]
Peloncat, {10, 100/2}
SCG(13), $\approx f_{\psi }(\Omega _{\omega })+1(13)$
Boowa bosegh, {3, 3, 3/2}
Gongulus super, {10, 10(100)2/2}
Wompongulus, {10, 10(100)2/100}
Guapamonga, 10¹⁰⁰ && (10¹⁰⁰ & 10)
Guapamongaplex, 10^guapamonga && (10^guapamonga & 10)
Hoss bosegh, {100, 100///////....///////2}
Hoss agung, {100, 100///////....///////100}
BIGG, 200? = 200![[_{<1(200)2>[200]}1]]
Goshomiti, {L2, 100}_{100, 100}
Bukuwaha bosegh, {L2, X}_{100, 100}
Meameamealokkapoowa, {L100, 10}_{10, 10}
Meameamealokkapoowa-arrowa, {meamealokkapoowa, 2, 1, 2}
Meameamealokkapoowa-oompa, {LLL...A...LLL, 10}_{10, 10}
Angka Loader, D⁵(99)

Tar-[suntiang | suntiang sumber]

Tritar, Tar(3)
Kuadritar, Tar(4)
Kuintar, Tar(5)
Sextitar, Tar(6)
Septitar, Tar(7)
Oktitar, Tar(8)
Nonitar, Tar(9)
Dekotar, Tar(10)
Hektotar, Tar(100)
Kilotar, Tar(1000)
Megotar, Tar(1000000)
Gigotar, Tar(1000000000)
Terotar, Tar(1000000000000)
Petotar, Tar(1000000000000000)
Exotar, Tar(10000000000000000000)
Zettotar, Tar(10²¹)
Yottotar, Tar(10²⁴)
Unintar, Tar(Tar)
Bintar, Tar(Tar(Tar))
Trintar, Tar(Tar(Tar(Tar)))
Tarintar, Tar^Tar (Tar)

Bilangan-bilangan tatinggi[suntiang | suntiang sumber]

Σ(1919)
Fish n4, F₄⁶³(3)
Ξ(1000000)

Angka Rayo, Rayo(10¹⁰⁰)
Fish n7, F₇⁶³(10¹⁰⁰)
BIG FOOT, FOOT¹⁰ (10¹⁰⁰)
Biggedon ketek. Bilangan iko dikonfirmasi sabagai bilangan googolisme tabosegh sojak Oktober 2017. Namun iko bukan nan tabosegh.
Sasquatch. Balun dikonfirmasi. Bilo alah dikonfirmasi, iko manjadi googolisme nan tabosegh.
Oblivion
Angka Sam. Angko iko tak dianggap lai. Kini alah manjadi cando para ahli googolisme (matematika).
Alef Null, $\aleph _{0}$ , atau ω₀. Dapek didefinisikan sabagai tak hingga tarhituang, nan mancakuik sadonyo bilangan.

Bilangan Alef[suntiang | suntiang sumber]

ω+1, ω+2, ω+3, ω+4, ω+5, ....
ω+ω
1ω, 2ω, 3ω, 4ω, 5ω, ....
ω², ω³, ω⁴, ω⁵, ....
Alef ciek, $\aleph _{1}$ , atau ω₁. Dapek didefinisikan sabagai tak hingga tak tarhituang.
ω₂, ω₃, ω₄, ω₅, ....
Alef Omega, $\aleph _{\omega }$ , atau $\omega _{\omega }$ . Dapek didefinisikan sabagai tak hingga tak tarhituang tak targantian.
$\omega _{\omega _{\omega }}$ , $\omega _{\omega _{\omega _{\omega }}}$ , $\omega _{\omega _{\omega _{\omega _{\omega }}}}$ , ....
Eplison Null, ε₀.
ε₁, ε₂, ε₃, ε₄, ε₅, ....
$\varepsilon _{\varepsilon }$ , $\varepsilon _{\varepsilon _{\varepsilon }}$ , $\varepsilon _{\varepsilon _{\varepsilon _{\varepsilon }}}$ , $\varepsilon _{\varepsilon _{\varepsilon _{\varepsilon _{\varepsilon }}}}$ , ....
Ordinal Cantor, ζ₀
ζ₁, ζ₂, ζ₃, ζ₄, ζ₅, ....
Ordinal Feferman-Schutte, Γ₀
Tak hingga, $\infty$

Pautan lua[suntiang | suntiang sumber]

Daftar salangkoknyo: Googology FANDOM - List of googolisms

Rujuakan[suntiang | suntiang sumber]

https://www.youtube.com/watch?v=8tUKm94WPJ8

↑ Dutch Mario Channel (2016-02-26), Standard Number Comparison, diakses tanggal 2019-03-09
↑ "Tredecillion". Googology Wiki (dalam bahasa Inggris). Diakses tanggal 2019-03-15.
↑ "YouTube". www.youtube.com. Diakses tanggal 2020-06-09.

[1] Dutch Mario Channel (2016-02-26), Standard Number Comparison, diakses tanggal 2019-03-09

[2] "Tredecillion". Googology Wiki (dalam bahasa Inggris). Diakses tanggal 2019-03-15.

[3] "YouTube". www.youtube.com. Diakses tanggal 2020-06-09.

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