Different Googol versions

What if I told you the famous Googol number actually has many derivatives? In this page, I'll show you how they're combined, which are actually easier than combining illions.

Many of the tiers are technically infinitely extendable, though it isn't that recommended unless you're doing a LNGI with names. This page is inspired by smol twi's Googols page.

The 100 at the end is replaced with a power of 10. The suffix is placed at the end of the word.

-chime = 1,000 | Googolchime - 10↑1,000 / 10{1}1,000 / {10, 1,000} 

-toll = 10,000 | Googoltoll - 10↑10,000 / 10{1}10,000 / {10, 10,000}

-gong = 100,000 | Googolgong - 10↑100,000 / 10{1}100,000 / {10, 100,000}

-bong = 100,000,000 | Googolbong - 10↑100,000,000 / 10{1}100,000,000 / {10, 100,000,000}

-throng = 100,000,000,000 | Googolthrong

10↑100,000,000,000 / 10{1}100,000,000,000 / {10, 100,000,000,000}

Extras:

-quadrigong = 100,000,000,000,000 | Googolquadrigong (also known as Googolquadrine)

-quintigong = 10↑17 | Googolquintigong

-sextigong = 10↑20 | Googolsextigong 

-septigong = 10↑23 | Googolseptigong

-octigong = 10↑26 | Googoloctigong

-nonigong = 10↑29 | Googolnonigong

-decigong = 10↑32 | Googoldecigong

By this point, you would want to use the illion prefixes found in "How to write big illions" page.

There's a nest of Googols (or later versions) that are at the end. These are placed at the end of the word, with the suffixes placed at the right of the -plex with an i.

-plex = 2 10s | Googolplex

10↑10↑100 / 10{1}10{1}100 / {10, {10, 100}}

-duplex = 3 10s | Googolduplex

10↑10↑10↑100 / 10{1}10{1}10{1}100 / {10, {10, {10, 100}}}

-triplex = 4 10s | Googoltriplex

10↑10↑10↑10↑100 / 10{1}10{1}10{1}10{1}100 / {10, {10, {10, {10, 100}}}}

-quadriplex = 5 10s | Googolquadriplex

10↑10↑10↑10↑10↑100 or (10↑)^5 100 / 10{1}10{1}10{1}10{1}10{1}100 or (10{1})^5 100 / {10, {10, {10, {10, {10, 100}}}}}

-quintiplex = 6 10s | Googolquintiplex

(10↑)^6 100 / (10{1})^6 100 / {10, {10, {10, {10, {10, {10, 100}}}}}}

-sextiplex = 7 10s | Googolsextiplex

(10↑)^7 100 / (10{1})^7 100 / {10, {10, {10, {10, {10, {10, {10, 100}}}}}}}

-septiplex = 8 10s | Googolseptiplex

(10↑)^8 100 / (10{1})^8 100 / {10, {10, {10, {10, {10, {10, {10, {10, 100}}}}}}}}

-octiplex = 9 10s | Googoloctiplex

(10↑)^9 100 / (10{1})^9 100 / {10, {10, {10, {10, {10, {10, {10, {10, {10, 100}}}}}}}}}

-noniplex = 10 10s | Googolnoniplex

(10↑)^10 100 / (10{1})^10 100 / {10, {10, {10, {10, {10, {10, {10, {10, {10, {10, 100}}}}}}}}}}

-deciplex = 11 10s | Googoldeciplex

(10↑)^11 100 / (10{1})^11 100 / {10, {10, {10, {10, {10, {10, {10, {10, {10, {10, {10, 100}}}}}}}}}}}

Again, at this point you want to use the illion prefixes found in "How to write big illions" page.

With the previous tier...

Googolplexichime | 10↑10↑1,000 / 10{1}10{1}1,000 / {10, {10, 1,000}} 

Googolplexitoll | 10↑10↑10,000 / 10{1}10{1}10,000 / {10, {10, 10,000}}

Googolplexigong | 10↑10↑100,000 / 10{1}10{1}100,000 / {10, {10, 100,000}} 

Googolplexibong | 10↑10↑100,000,000 / 10{1}10{1}100,000,000 / {10, {10, 100,000,000}}

Googolplexithrong | 10↑10↑100,000,000,000 / 10{1}10{1}100,000,000,000 / {10, {10, 100,000,000,000}}

The number of arrows / higher numbers in the operator brackets / the next entry in the BEAF/BAN arrays on the right change the -oo- part of the name.

Giggol | 10↑↑100 / 10{2}100 / {10, 100, 2} 

Gaggol | 10↑↑↑100 / 10{3}100 / {10, 100, 3}

Geegol | 10↑↑↑↑100 / 10{4}100 / {10, 100, 4}

Gigol | 10↑↑↑↑↑100 / 10{5}100 / {10, 100, 5}

Goggol | 10↑↑↑↑↑↑100 / 10{6}100 / {10, 100, 6}

Gagol | 10↑↑↑↑↑↑↑100 / 10{7}100 / {10, 100, 7}

Gocgol | 10↑↑↑↑↑↑↑↑100 / 10{8}100 / {10, 100, 8}

Gengol | 10↑↑↑↑↑↑↑↑↑100 / 10{9}100 / {10, 100, 9}

Gexgol | 10↑↑↑↑↑↑↑↑↑↑100 / 10{10}100 / {10, 100, 10}

This tier isn't infinitely extendable, but you can use Greek prefixes from here on, with Gexgol also being Dekagol. Note that this doesn't work with Tier 4 Googols.

With the previous tiers...

Giggolchime | 10↑↑1,000 / 10{2}1,000 / {10, 1,000, 2} 

Giggoltoll | 10↑↑10,000 / 10{2}10,000 / {10, 10,000, 2}

Giggolgong | 10↑↑100,000 / 10{2}100,000 / {10, 100,000, 2}

Giggolbong | 10↑↑100,000,000 / 10{2}100,000,000 / {10, 100,000,000, 2}

Giggolthrong | 10↑↑100,000,000,000 / 10{2}100,000,000,000 / {10, 100,000,000,000, 2}

Giggolplex | 10↑↑10↑↑100 / 10{2}10{2}100 / {10, {10, 100, 2}, 2} 

Giggolduplex | 10↑↑10↑↑10↑↑100 / 10{2}10{2}10{2}100 / {10, {10, {10, 100, 2}, 2}, 2}

Giggoltriplex | 10↑↑10↑↑10↑↑10↑↑100 / 10{2}10{2}10{2}10{2}100 / {10, {10, {10, {10, 100, 2}, 2}, 2}, 2}

The first letter, which is G, of the word is replaced with either a Greek or Latin prefix. This counts how many 10s are in the BEAF/BAN arrays.

Boogol = 3 entries | 10{100}10 / {10, 10, 100} 

Troogol = 4 entries | {10, 10, 10, 100} 

Quadroogol = 5 entries | {10, 10, 10, 10, 100}

Quintoogol = 6 entries | {10, 10, 10, 10, 10, 100}

Sextoogol = 7 entries | {10, 10, 10, 10, 10, 10, 100}

Septoogol = 8 entries | {10, 10, 10, 10, 10, 10, 10, 100}

Octoogol = 9 entries | {10, 10, 10, 10, 10, 10, 10, 10, 100}

Nonoogol = 10 entries | {10, 10, 10, 10, 10, 10, 10, 10, 10, 100}

Decoogol = 11 entries | {10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 100}

With the illion prefixes, this one is infinitely extendable as well.

With the previous tiers...

Boogolchime | 10{1,000}10 / {10, 10, 1,000} 

Boogoltoll | 10{10,000}10 / {10, 10, 10,000}

Boogolgong | 10{100,000}10 / {10, 10, 100,000} 

Boogolbong | 10{100,000,000}10 / {10, 10, 100,000,000}

Boogolthrong | 10{100,000,000,000}10 / {10, 10, 100,000,000,000}

Boogolplex | 10{10{100}10}10 / {10, 10, {10, 10, 100}}

Boogolduplex | 10{10{10{100}10}10}10 / {10, 10, {10, 10, {10, 10, 100}}}

Boogoltriplex | 10{10{10{10{100}10}10}10}10 / {10, 10, {10, 10, {10, 10, {10, 10, 100}}}}

Biggol | 10{{100}}10 / {10, 10, 100, 2} 

Baggol | 10{{{100}}}10 / {10, 10, 100, 3}

Beegol | 10{{{{100}}}}10 / {10, 10, 100, 4}

Bigol | 10{{{{{100}}}}}10 / {10, 10, 100, 5}

Boggol | 10{{{{{{100}}}}}}10 / {10, 10, 100, 6}

Bagol | {10, 10, 100, 7} 

Bocgol | {10, 10, 100, 8}

Bengol | {10, 10, 100, 9}

Bexgol | {10, 10, 100, 10}

You can also put the word "Googol" as a replacement for the "G" so it sounds like saying "Googol" twice.

Googoloogol | {10, 10, ... , 10, 100} (10↑100+1 entries)

The number on the right of the dimensional nest of BEAF and BAN arrays change the g's of Googol. This also affects the Tier 3 Googols, but only with the first Tier 5.

This is the first time I have to put the previous tiers in between Tier 5 entries since not all combine equally.

Gray color means it's affected by multiple tiers.

Goobol | {10, 100 (1) 2} / {10, 100 [2] 2} 

Goobolchime | {10, 1,000 (1) 2} / {10, 1,000 [2] 2} 

Gooboltoll | {10, 10,000 (1) 2} / {10, 10,000 [2] 2} 

Goobolgong | {10, 100,000 (1) 2} / {10, 100,000 [2] 2} 

Goobolbong | {10, 100,000,000 (1) 2} / {10, 100,000,000 [2] 2}

Goobolthrong | {10, 100,000,000,000 (1) 2} / {10, 100,000,000,000 [2] 2}

Goobolplex | {10, {10, 100 (1) 2} (1) 2} / {10, {10, 100 [2] 2} [2] 2} 

Goobolduplex | {10, {10, {10, 100 (1) 2} (1) 2} (1) 2} / {10, {10, {10, 100 [2] 2} [2] 2} [2] 2}

Gooboltriplex | {10, {10, {10, {10, 100 (1) 2} (1) 2} (1) 2} (1) 2} / {10, {10, {10, {10, 100 [2] 2} [2] 2} [2] 2} [2] 2}

Gibbol | {10, 100, 2 (1) 2} / {10, 100, 2 [2] 2} 

Gabbol | {10, 100, 3 (1) 2} / {10, 100, 3 [2] 2}

Geebol | {10, 100, 4 (1) 2} / {10, 100, 4 [2] 2}

Gibol | {10, 100, 5 (1) 2} / {10, 100, 5 [2] 2}

Gobbol | {10, 100, 6 (1) 2} / {10, 100, 6 [2] 2}

Gabol | {10, 100, 7 (1) 2} / {10, 100, 7 [2] 2}

Gocbol | {10, 100, 8 (1) 2} / {10, 100, 8 [2] 2}

Genbol | {10, 100, 9 (1) 2} / {10, 100, 9 [2] 2}

Gexbol | {10, 100, 10 (1) 2} / {10, 100, 10 [2] 2}

Boobol | {10, 10, 100 (1) 2} / {10, 10, 100 [2] 2} 

Troobol | {10, 10, 10, 100 (1) 2} / {10, 10, 10, 100 [2] 2}

Quadroobol | {10, 10, 10, 10, 100 (1) 2} / {10, 10, 10, 10, 100 [2] 2}

Gootrol | {10, 100 (1) 3} / {10, 100 [2] 3} 

Gitrol | {10, 100, 2 (1) 3} / {10, 100, 2 [2] 3} 

Gatrol | {10, 100, 3 (1) 3} / {10, 100, 3 [2] 3}

Geetrol | {10, 100, 4 (1) 3} / {10, 100, 4 [2] 3}

Gietrol | {10, 100, 5 (1) 3} / {10, 100, 5 [2] 3}

Gotrol | {10, 100, 6 (1) 3} / {10, 100, 6 [2] 3}

Gaitrol | {10, 100, 7 (1) 3} / {10, 100, 7 [2] 3}

Goctrol | {10, 100, 8 (1) 3} / {10, 100, 8 [2] 3}

Gentrol | {10, 100, 9 (1) 3} / {10, 100, 9 [2] 3}

Gextrol | {10, 100, 10 (1) 3} / {10, 100, 10 [2] 3}

Bootrol | {10, 10, 100 (1) 3} / {10, 10, 100 [2] 3} 

Trootrol | {10, 10, 10, 100 (1) 3} / {10, 10, 10, 100 [2] 3}

Quadrootrol | {10, 10, 10, 10, 100 (1) 3} / {10, 10, 10, 10, 100 [2] 3}

Gooquadrol | {10, 100 (1) 4} / {10, 100 [2] 4} 

Gooquintol | {10, 100 (1) 5} / {10, 100 [2] 5} 

Goosextol | {10, 100 (1) 6} / {10, 100 [2] 6}

Gooseptol | {10, 100 (1) 7} / {10, 100 [2] 7}

Goo-octol | {10, 100 (1) 8} / {10, 100 [2] 8}

Goo-nonol | {10, 100 (1) 9} / {10, 100 [2] 9}

Goo-decol | {10, 100 (1) 10} / {10, 100 [2] 10}

This one can be infinitely extended, though Goo-nonol is usually the end of the line.

This tier affects entries on the righthand side of the dimensional arrays.

The previous tiers will be shortened to reduce the space taken.

Gossol | {10, 10 (1) 100} / {10, 10 [2] 100} 

Gossolchime | {10, 10 (1) 1,000} / {10, 10 [2] 1,000} 

Gossoltoll | {10, 10 (1) 10,000} / {10, 10 [2] 10,000} 

Gossolgong | {10, 10 (1) 100,000} / {10, 10 [2] 100,000}

Gossolplex | {10, 10 (1) {10, 10 (1) 100}} / {10, 10 [2] {10, 10 [2] 100}}

Gossolduplex | {10, 10 (1) {10, 10 (1) {10, 10 (1) 100}}} / {10, 10 [2] {10, 10 [2] {10, 10 [2] 100}}}

Gissol | {10, 10 (1) 100, 2} / {10, 10 [2] 100, 2} 

Gassol | {10, 10 (1) 100, 3} / {10, 10 [2] 100, 3}

Geesol | {10, 10 (1) 100, 4} / {10, 10 [2] 100, 4}

Gussol | {10, 10 (1) 100, 5} / {10, 10 [2] 100, 5}

Goosol | {10, 10 (1) 100, 6} / {10, 10 [2] 100, 6}

Gasol | {10, 10 (1) 100, 7} / {10, 10 [2] 100, 7}

Mossol | {10, 10 (1) 10, 100} / {10, 10 [2] 10, 100} 

Bossol | {10, 10 (1) 10, 10, 100} / {10, 10 [2] 10, 10, 100} 

Trossol | {10, 10 (1) 10, 10, 10, 100} / {10, 10 [2] 10, 10, 10, 100}

Tier 5 doesn't combine with this.

TBA

Some versions don't just increment in size. Some versions decrease the value as well.

-bang = Factorial

Googolbang - (10↑100)! ≈ 412↑972↑34 to 107↑405↑39

Googolchimebang - (10↑1,000)!

Googolplexbang - (10↑10↑100)!

Giggolbang - (10↑↑100)!

(only effective with the early tiers)

-teen = Add 10 to the result

Googolteen - 10↑100 +10

Googolchimeteen - 10↑1,000 +10

Googolplexteen - 10↑10↑100 +10

Giggolteen - 10↑↑100 +10

-speck = 10 less to the righthand number

Googolspeck - 10↑90

Googolchimespeck - 10↑990

Googolplexspeck - 10↑10↑90

Giggolspeck - 10↑↑90

Boogolspeck - 10{90}10

-ty = Add 1 to the exponent of 10 (or times by 10)

Googolty - 10↑101

Googolchimety - 10↑1,001

Googolplexty - 10↑(10↑100+1)

Giggolty - 10↑↑100*10

-swarm = Add 10 to the righthand number

Googolswarm - 10↑110

Googolchimeswarm - 10↑1,010

Googolplexswarm - 10↑10↑110

Giggolswarm - 10↑↑110

Boogolswarm - 10{110}10

-minutia = Negative of the righthand number (keep the hyphen)

Googol-minutia - 10↑-100 = 0.000...001 (100 zeros)

(only works with Tier 1 Googols)

-minex = 10↑-n

Googolminex - 10↑-(10↑100) = 0.000...001 (10↑100 zeros)

Googolchimeminex - 10↑-(10↑1,000) = 0.000...001 (10↑1,000 zeros)

Googolplexminex - 10↑-(10↑10↑100) = 0.000...001 (10↑10↑100 zeros)

Giggolminex - 10↑-(10↑↑100) = 0.000...001 (10↑↑100 zeros)

"-bit" or "Little" = Binary Googols (can also use "Binary-")

Little Googol / Googolbit - 2↑100 

Little Googolchime / Googolchimebit - 2↑1,000

Little Googolplex / Googolplexbit - 2↑2↑100

Little Giggol / Giggolbit - 2↑↑100

(only really works with the first 3 tiers)

-trit = Ternary Googols (can also use "Ternary-")

Googoltrit - 3↑100 

Googolchimetrit - 3↑1,000

Googolplextrit - 3↑3↑100

Giggoltrit - 3↑↑100

Boogoltrit - 3{100}3

-oct = Octal Googols (can also use "Octal-")

Googoloct - 8↑100 

Googolchimeoct - 8↑1,000

Googolplexoct - 8↑8↑100

Giggoloct - 8↑↑100

Boogoloct - 8{100}8

-hextet = Hexadecimal Googols (can also use "Hexadecimal-")

Googolhextet - 16↑100 

Googolchimehextet - 16↑1,000

Googolplexhextet - 16↑16↑100

Giggolhextet - 16↑↑100

Boogolhextet - 16{100}16

Greek prefixes of Tier 4 (mainly uses Extended Hyper-E Notation)

Throogol - E100###100 ≈ {100, 101, 99, 99}

Tetroogol - E100####100 ≈ {100, 100, 100, 100, 99} 

Pentoogol - E100#####100 ≈ {100, 100, 100, 100, 100, 99} 

Hexoogol - E100######100 ≈ {100, 100, 100, 100, 100, 100, 99} 

Heptoogol - E100#######100 ≈ {100, 100, 100, 100, 100, 100, 100, 99} 

Ogdoogol - E100########100

Entoogol - E100#########100

Dektoogol - E100##########100