recursal/Fanatic-Fandom huggingface dataset:
Bowers -illions

Jonathan Bowers' -illions

Main article: -illion**Tier 2:** millillion\* · myr · micr · nan · pic · femt · att · zept · yoct · xon · vec · mec · duec · trec · tetrec · pentec · hexec · heptec · octec · ennec · icos · meicos · dueicos · trioicos · tetreicos · penteicos · hexeicos · hepteicos · octeicos · enneicos · triacont · metriacont · duetriacont · triotriacont · tetretriacont · pentetriacont · hexetriacont · heptetriacont · octetriacont · ennetriacont · tetracont · pentacont · hexacont · heptacont · octacont · ennacont · hect · mehect · duehect · triohect · dohect · triahect · tetrahect · pentahect · hexahect · heptahect · octahect · ennahect
**Tier 3:** killillion · micrekill · nanekill · picekill · femtekill · attekill · zeptekill · yoctekill · xonekill · vecekill · hectekill · meg · vecemeg · hectemeg · gig · ter · pet · ex · zett · yott · xenn · dak · hend · dok · tradak · tedak · pedak · exdak · zedak · yodak · nedak · ik · iken · icod · ictr · icter · icpet · ikect · iczet · ikyot · icxen · trak · traken · tracod · tractr · tracter · tracpet · trakect · traczet · trakyot · tracxen · tek · pek · exak · zak · yok · nek · hot · hoten · hotod · hotr · bot · trot · tot · pot · exot · zot · yoot · not
**Tier 4:** kalillion · dal · tral · tal · pal · exal · zal · yal · nal · dakal · hendal · dokal · tradakal · tedakal · pedakal · exdakal · zedakal · yodakal · nedakal · ikal · ikenal · icodal · ictral · icteral · icpetal · ikectal · iczetal · ikyotal · icxenal · trakal · tekal · pekal · exakal · zakal · yokal · nekal · hotal · botal · trotal · total · potal · exotal · zotal · yootal · notal · mej · bej · trej · tej · pej · exej · zej · yej · nej · dakej · hotej · gij · dakij · hotij · ast · lun · ferm · jov · sol · bet · gloc · gax · sup · vers · mult · pyr · gunt · kentr · onl · paptr · hous · hors · rec · calc · bucr · rend · kator · fret · vox · avt · trong · dem · lucet · frun · pord · letr · tox · sip · kok · ponn · bat · handr · mast · got · kort · nenk · jan · mejan · gijan · astan · lunan · ferman · jovan · solan · betan
**Tier 5:** febrillion · mebr · gebr · asebr · lebr · ferebr · jebr · sebr · bebr · glocebr · janebr · mar · glocar · janar · apr · may · jun · jul · aug · septemb · octob · novemb · decemb · undecemb · duodecemb · tredecemb
Cenmillillion

*Not to be confused with centimillillion.*
A **cenmillillion** (alternately **millicentillion**) is equal to 103,303 in the short scale, or 106,600 in the long scale.

## See also

Standard -illion numbers 103,003 (103,300)

Main article: -illion**1,000–1,009:** millillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,010–1,019:** decimillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,020–1,029:** vigintimillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,030–1,039:** trigintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,040–1,049:** quadragintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,050–1,059:** quinquagintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,060–1,069:** sexagintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,070–1,079:** septuagintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,080–1,089:** octogintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
**1,090–1,099:** nonagintamillillion (un- · duo- · tre- · quattuor- · quin- · sex- · septen- · octo- · novem-)
Bird's Meameamealokkapoowa Oompa

The **bird's meameamealokkapoowa oompa** is equal to

{
10
,
10
[
1
∖
10
[
1
∖
1
∖
2
¬
2
]
1
∖
10
[
1
∖
1
∖
2
¬
2
]
101
]
2
}

{\displaystyle \{10,10 [1 \backslash 10 [1 \backslash 1 \backslash 2 \neg 2] 1 \backslash 10 [1 \backslash 1 \backslash 2 \neg 2] 101] 2\}}

### Approximations

{
10
,
10
[
1
∖
10
[
1
∖
1
∖
2
¬
2
]
1
∖
10
[
1
∖
1
∖
2
¬
2
]
101
]
2
}

{\displaystyle \{10,10 [1 \backslash 10 [1 \backslash 1 \backslash 2 \neg 2] 1 \backslash 10 [1 \backslash 1 \backslash 2 \neg 2] 101] 2\}}

f

ϵ

Θ

(

Ω

Ω

1
,
Θ

(

Ω

Ω

2
,
99

)

9

)

9

(
10
)

{\displaystyle f\_{\epsilon\_{\Theta\left(\Omega^{\Omega}+1,\Theta\left(\Omega^{\Omega}+2,99\right)+9\right)+9}}(10)}
Gargoogolgandingan

A **gargoogolgandingan** is a googolgandingan squared as equal to googolgandingan2 = (101014)2 = 102×1014, or E200×1,000,000,000,000 in Hyper-E notation. It is equal to one followed by 200 trillion zeros. It is 200×1,000,000,000,000+1 digits long. It is a googolgandingan googolgandingans.

Writing down the full decimal expansion would take 200,000,000 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Astilliasphemorgue

The **astilliasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]

10

3
×

10

3
×

10

3
,
000
,
000
,
000
,
000

3

1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] 10^{3\times10^{3\times10^{3,000,000,000,000}}+3}+1] 2\}}

 = E100{#,#+1,1,2}astillion in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Beegasphemorgue

The **beegasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
10
{
{
{
{
100
}
}
}
}
10
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] 10\{\{\{\{100\}\}\}\}10+1] 2\}}

 = E100{#,#+1,1,2}beegol in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Arrayatrix

*Not to be confused with Arraylatrix.*
In X-Sequence Array Notation, The **Arrayatrix** is equal to E100#^#+#+#100 in Cascading-E Notation. The term was coined by SuperBlaster999.

## See also

### Array -illion Series

Arrayillion · Arrayduillion · Arraytrillion · Arrayterillion · Arraypetillion · Array-extillion · Arrayzetillion · Arrayyotillion · Arrayxenillion · Arraywekillion · Arrayvundillion · Array-udillion · Arraytredillion · Arraysortillion · Arrayrintillion · Arrayquexillion · Arraypeptillion · Array-ochillion · Arraynenillion · Arraymingillion

### Arrayatrix Series

Arraya-addix · Arrayamultiplix · **Arrayatrix** · Arrayatetrix · Arrayapentix · Arraya-exaxis · Arraya-eptaxis · Arraya-octaxis · Arraya-ennaxis · Arrayadekaxis
Boggol

Boggol is equal to 10{{{{{{100}}}}}}10 = 10 {10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10{10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}10}
Decillionduplex

A **decillionduplex** (also called a **decillionplexplex** or a **maximusdecillionplex**) is equal to 10101033, or E33#3 in Hyper-E notation. It is equal to one followed by a short scale decillionplex (or a maximusdecillion) zeros. It is 101033+1 digits long. It is slightly smaller than the first Skewes' number (also called a decadecillionplexplex; 10101034), or the Epstein system *quintillia-illio-illion* (100000010000001033).

Writing down the full decimal expansion would take 101027 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).

## Names in -illion systems

In the short scale of the Conway-Wechsler system, it is called

ten trilli-trestrigintatrecentilli(3,333,333,333,333,333,333,333,333,333,333,332 times)-duotrigintatrecentillion

According to Landon Curt Noll's short scale, it is also called

ten tremillia^3333333333333333333333333333333333trecentretriginmillia^3333333333333333333333333333333333trecentretriginmillia^3333333333333333333333333333333331trecentretriginmillia^3333333333333333333333333333333330trecentretriginmillia^3333333333333333333333333333333329...trecentretriginmillia^25trecentretriginmillia^24trecentretriginmillia^23trecentretriginmillia^22trecentretriginmillia^21trecentretriginmillia^20trecentretriginmillia^19trecentretriginmillia^18trecentretriginmillia^17trecentretriginmillia^16trecentretriginmillia^15trecentretriginmillia^14trecentretriginmillia^13trecentretriginmillia^12trecentretriginmillia^11trecentretriginmillia^10trecentretriginmillia^9trecentretriginmillia^8trecentretriginmillia^7trecentretriginmillia^6trecentretriginmillia^5trecentretriginmillia^4trecentretriginmillia^3trecentretriginmillia^2trecentretriginmilliatrecenduotrigintillion
-gandingan

**-gandingan** is a googological suffix coined by Sbiis Saibian used on a number to multiply the base value by 1,000,000,000,000.

## Examples

* guppy(gandingan) = 1020×1,000,000,000,000
* minnow(gandingan) = 1025×1,000,000,000,000
* goby(gandingan) = 1035×1,000,000,000,000
* gogol(gandingan) = 1050×1,000,000,000,000
* ogol(gandingan) = 1080×1,000,000,000,000
* googol(gandingan) = 101014
* eceton(gandingan) = 10303×1,000,000,000,000
Decaquadrillionplex

A **decaquadrillionplex** is equal to 1010,000,000,000,000,000, 101016, or E16#2 in Hyper-E notation. It is equal to one followed by 10 quadrillion zeros. It is 10,000,000,000,000,001 digits long. It is bigger than a maximusquadrillion (101015) and smaller than a maximusquintillion (101018).
In the Epstein system this number is slightly less than the *bipetillion* which is 101.2 \* 1016 .

Writing down the full decimal expansion would take 1010 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).

## Names in -illion systems

In the short scale of the Conway-Wechlser system, it is called

ten trilli-trestrigintatrecentilli(4 times)-duotrigintatrecentillion

According to Landon Curt Noll's The English name of a number, it is also called

ten tremilliamilliamilliamilliamilliatrecentretriginmilliamilliamilliamilliatrecentretriginmilliamilliamilliatrecentretriginmilliamilliatrecentretriginmilliatrecenduotrigintillion
Billiontriplex

A **billiontriplex** (also called a **billitriplexion**) is equal to 1010101,000,000,000 = 101010109, or E1,000,000,000#3 in Hyper-E notation. It is equal to one followed by a billionduplex (also called billiduplexion) zeros. It is 10101,000,000,000+1 digits long.

Writing down the full decimal expansion would take 10101,000,000,000-6 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
-bong

**-bong** is a googological suffix coined by Sbiis Saibian used on a number to multiply the base value by 1,000,000.

## Examples

* guppy(bong) = 1020,000,000
* minnow(bong) = 1025,000,000
* goby(bong) = 1035,000,000
* gogol(bong) = 1050,000,000
* ogol(bong) = 1080,000,000
* googol(bong) = 10100,000,000
* eceton(bong) = 10303,000,000
Finnasphemorgue

**Finnasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
6
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] 6] 2\}}

 = E100{{{{{#,#,1,2},#,1,2},#,1,2},#,1,2},100,1,2}100 in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Attalasphemorgue

The **attalasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
9
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] 9] 2\}}

 = E100{{{{{{{{#,#,1,2},#,1,2},#,1,2},#,1,2},#,1,2},#,1,2},#,1,2},100,1,2}100 in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Bossol

The **bossolplex** is equal to {10,10 (1) 10,10,100} in BEAF. The term was coined by Jonathan Bowers.

### Etymology

The name of this number is based on suffix "-sol" and the number "boogol".

### Approximations

 Slow-growing hierarchy | \(g\_{\vartheta(\Omega^{\Omega+2}(100)\)

1. ↑ Bowers, Jonathan. Infinity Scrapers. Retrieved January 2013.
Duocentimicrillion

*Not to be confused with ducentimicrillion.*

The **duocentimicrillion** is equal to

10

300
,
000
,
009

{\displaystyle 10^{300,000,009}}

 in the short scale and

10

600
,
000
,
012

{\displaystyle 10^{600,000,012}}

 in the long scale.

It is 300,000,010 digits long in short scale, and 600,000,013 digits long in long scale.
Fzgoogoltriplex

A **fzgoogoltriplex** is equal to googoltriplexgoogoltriplex = (10101010100)10101010100 = 1010101010100+1010100. It is equal to one followed by a googolduplex googoltriplex zeros. It is 10101010100+1010100+1 digits long. This number is slightly larger than a googolquadriplex.

Writing down the full decimal expansion would take approximately 10101010100+1010100 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Emperasphemorgue

The **emperasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
{
10
,
10
(
1
)
10
}
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] \{10,10 (1) 10\}+1] 2\}}

 = E100{#,#+1,1,2}emperal in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Fzsextillion

A **fzsextillion** is equal to 1021,000,000,000,000,000,000,000. It is equal to one followed by 21 short scale sextillion zeros. It is 21,000,000,000,000,000,000,001 digits long.

The name uses the Cockburn fz- prefix which denotes a number (in this case the short scale sextillion) raised to itself.

Writing down the full decimal expansion would take 21 quadrillion books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).

## Names in -illion systems

According to Landon Curt Noll's The English name of a number, it is also called

one sexmilliamilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamillianongennovemnonaginmilliamilliamillianongennovemnonaginmilliamillianongennovemnonaginmillianongennovemnonagintillion
Ecetongandingan

An **ecetongandingan** is equal to 10303×1,000,000,000,000, or E303×1,000,000,000,000 in Hyper-E notation. It is equal to one followed by 303 trillion zeros. It is 303×1,000,000,000,000+1 digits long.

Writing down the full decimal expansion would take 303,000,000 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Ennalogue

An **ennalogue** is equal to 1010101010101010,000,000,000 = 101010101010101010, or E1#9 = EEEEEEEEE1 in Hyper-E notation. It is equal to one followed by an octalogue zeros. It is equal to a power tower of nine tens. It is 10101010101010,000,000,000+1 digits long.

It is slightly smaller than the Epstein system *decgigillio-illio-illio-illio-illio-illio-illion* which is a power tower of seven millions topped by 10,000,000,000,and smaller than any Epstein system apostrophe number with an apostrophe prefix of *hepta'* or greater,which raises a base million to a stack of seven(or more) matching larger exponents,each at least 1031,possibly multiplied.

Writing down the full decimal expansion would take 10101010101010,000,000,000-6 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Gargoogolthrong

A **gargoogolthrong** is a googolthrong squared as equal to googolthrong2 = (10100,000,000,000)2 = 10200,000,000,000, or E200,000,000,000 in Hyper-E notation. It is equal to one followed by 200,000,000,000 zeros. It is 200,000,000,001 digits long. It is a googolthrong googolthrongs.

Writing down the full decimal expansion would take 200,000 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Gargoogol-plexed

A **gargoogol-plexed** is equal to 1010200, or E200#2 in Hyper-E notation. It is equal to one followed by a gargoogol zeros. It is 10200+1 digits long.

It is the sixth root of an Epstein system *hectotretrigintillio-illion* which is

10

6
×

10

200

{\displaystyle 10^{6\times10^{200}}}

.

Writing down the full decimal expansion would take 10194 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Buapamonga

1, 2 []¬♦The **buapamonga** is equal to a

100

100
2

{\displaystyle 100^{100^2}}

 legion array of B's where B is a

100

100
2

{\displaystyle 100^{100^2}}

 array of 10's =

100

100
2

&
&
(

100

100
2

&
10
)

{\displaystyle 100^{100^2} \& \& (100^{100^2} \& 10)}

 legion array filled with bongulus arrays, solved with BEAF. The term was coined by Jonathan Bowers using the array of operator.

## Sources

1. ↑ Bowers, Jonathan. Infinity Scrapers. Retrieved January 2013.

## See also

Jonathan Bowers' legion array series

**Big boowa group:** Big boowa · Great big boowa · Grand boowa
**Wompogulus group:** Super gongulus · Wompogulus
**Guapamonga group:** Guapamonga · Guapamongaplex
**Big hoss group:** Big hoss · Grand hoss · Great big hoss
**Bukuwaha group:** Bukuwaha · Goshomity · Good goshomity · Big Bukuwaha · Bongo Bukuwaha · Quabinga Bukuwaha · Godly Bukuwaha · Queen Bukuwaha · Minecraft Bukuwaha · Fractal Bukuwaha · Mods Bukuwaha · Large Bukuwaha
**Meameamealokkapoowa group:** Meameamealokkapoowa · Meameamealokkapoowa oompa · Meameamealokkapoowa oompa loompa
**Other numbers:** King boowa · Large boowa · King hoss · Large hoss · Guapaminga · Guapamanga · Guapameenga · **Buapamonga** · Buapaminga · Truapamonga · Quadruapamonga · Guaplamonga · Guaplaminga · Buaplamonga · Guaduplamonga · Guatriplamonga · Guaquadriplamonga · Guaquintiplamonga · High Rise · The Skyscraper · Goshomityplex · Gishomity · Gashomity · Geeshomity · Boshomity · Troshomity · Quadroshomity · Mythical Bukuwaha · Dozen Bukuwaha · Baker Bukuwaha · Poulter Bukuwaha · King Bukuwaha · Time Bukuwaha · Mail Bukuwaha
Dubletetrated-terrible tethrathoth

**Dubletetrated-terrible tethrathoth** is equal to E100((#^^#)^^#)^((#^^#)^^#)100 using Extended Cascading-E Notation. The term was coined by Sbiis Saibian. This number belongs to the Monster-Giant regiment.

## Approximations in other notations

{
100
,
100
[
1
[
1
∖
2
]
1
[
1
∖
2
]
2
∖
3
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 2] 1 [1 \backslash 2] 2 \backslash 3] 2\}}

f

ω

ω

ε
1

ω

ε
0

2

(
100
)

{\displaystyle f\_{\omega^{\omega^{\varepsilon\_1+\omega^{\varepsilon\_02}}}}(100)}

## Sources

1. ↑ Saibian, Sbiis. 4.3.7 Extended Cascading-E Numbers Part I. *One to Infinity*. Retrieved 2017-02-18.
Dugar-

**Dugar-** is a prefix used on a number *n* to indicate its cube: dugar-*n* = *n*3.

## Examples

* dugar(1) = 1 = 13
* dugar(2) = 8 = 23
* dugar(3) = 27 = 33
* dugar(π) = 31.006276680299... = π3
* dugar(4) = 64 = 43
* dugar(5) = 125 = 53
* dugar(6) = 216 = 63
* dugar(7) = 343 = 73
* dugar(8) = 512 = 83
* dugar(9) = 729 = 93
* dugar(10) = 1,000 = 103
* dugar(11) = 1,331 = 113
* dugar(12) = 1,728 = 123
* dugar(13) = 2,197 = 133
* dugar(14) = 2,744 = 143
* dugar(15) = 3,375 = 153
* dugar(16) = 4,096 = 163
* dugar(17) = 4,913 = 173
* dugar(18) = 5,832 = 183
* dugar(19) = 6,859 = 193
* dugar(20) = 8,000 = 203
* dugar(25) = 15,625 = 253
* dugar(30) = 27,000 = 303
* dugar(40) = 64,000 = 403
* dugar(50) = 125,000 = 503
* dugar(60) = 216,000 = 603
* dugar(70) = 343,000 = 703
* dugar(80) = 512,000 = 803
* dugar(90) = 729,000 = 903
* dugar(100) = 1,000,000 = 1003
* dugar(1,000) = 1,000,000,000 = 1,0003
* dugar(10,000) = 1,000,000,000,000 = 10,0003
* dugar(100,000) = 1015 = 100,0003
* dugar(1,000,000) = 1018 = 1,000,0003
* dugar(1,000,000,000) = 1027 = 1,000,000,0003
* dugar(10,000,000,000) = 1030 = 10,000,000,0003
* dugar(1,000,000,000,000) = 1036 = 1,000,000,000,0003
* dugar(quadrillion) = 1045
* dugar(quintillion) = 1054
* dugar(guppy) = 1060
* dugar(sextillion) = 1063
* dugar(septillion) = 1072
* dugar(minnow) = 1075
* dugar(octillion) = 1081
* dugar(nonillion) = 1090
* dugar(decillion) = 1099
* dugar(goby) = 10105
* dugar(gogol) = 10150
* dugar(ogol) = 10240
* dugar(googol) = 10300
* dugar(centillion) = 10909
* dugar(googolding) = 101,500
* dugar(googolchime) = 103,000
* dugar(googolbell) = 1015,000
* dugar(googoltoll) = 1030,000
* dugar(googolgong) = 10300,000
* dugar(maximusmillion) = 103,000,000
* dugar(googolbong) = 10300,000,000
* dugar(maximusbillion) = 103,000,000,000
* dugar(trialogue) = 1030,000,000,000
* dugar(googolthrong) = 10300,000,000,000
* dugar(maximustrillion) = 103,000,000,000,000
* dugar(googolgandingan) = 103×1014
* dugar(googolplex) = 103×10100
* dugar(tetralogue) = 103×1010,000,000,000
* dugar(googolduplex) = 103×1010100
* dugar(googoltriplex) = 103×101010100
Fzgoogolplex

A **fzgoogolplex** is equal to googolplexgoogolplex = (1010100)1010100 = 101010100+100. It is equal to one followed by a googol googolplex zeros. It is 1010100+100+1 digits long. This number is slightly larger than a googolduplex.

Writing down the full decimal expansion would take approximately 1010100+100 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Gabbasphemorgue

The **gabbasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
{
10
,
100
,
3
(
1
)
2
}
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] \{10,100,3 (1) 2\}+1] 2\}}

 = E100{#,#+1,1,2}gabbol in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Dialogiasphemorgue

The **dialogiasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
1000000001
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] 1000000001] 2\}}

 = E100{#,#+1,1,2}1010 in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Ecetonbong

An **ecetonbong** is equal to 10303,000,000, or E303,000,000 in Hyper-E notation. It is equal to one followed by 303,000,000 zeros. It is 303,000,001 digits long.

Writing down the full decimal expansion would take 303 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Fzguppy

A **fzguppy** is equal to guppyguppy = (1020)1020 = 102×1021. It is equal to one followed by two sextillion (20 guppy) zeros. It is 2×1021+1 digits long.

Writing down the full decimal expansion would take 2×1015 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Dutridecasphemorgue

The **dutridecasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
{
10
,
3
(
2
)
2
}
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] \{10,3 (2) 2\}+1] 2\}}

 = E100{#,#+1,1,2}dutridecal in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Dakaptillion

the dakaptillion is equals to 10^3\*10^3\*10^3\*10^280+3 the term was coined by Noogai93

1. Hutillion
2. Hepillion
3. Ottillion
4. Hapaxillion
5. Not to be confused with Gurgillion Triataxillion
6. Not be confused with Gurgillion. The object no prefix Tuuillion. ￼ 10^288888^288888 - triataxillion.
7. Caarillion
8. Gegeillion
9. Zdillion
10. Decillion
11. Popescuillion
12. Dekaillion
13. Cagil
14. Caagol
15. Absolute quattor-infinity (10^2928)
16. Absolute quattor end (10√29)
17. Kajillion
18. Sexdecillion
19. Septendecillion
20. Octodecillion
21. Novemdecillion
22. Vigintillion
23. Trigintillion
24. Quadragintillion
25. Quinquagintillion
26. Sexagintillion
27. Septuagintillion
28. Octogintillion
29. Nonagintillion
30. Centillion
31. Cenuntillion
32. Duocentillion
33. Centretillion
34. Quattuorcentillion
35. Quincentillion
36. Ducentillion
37. Trecentillion
38. Quadringentillion
39. Quingentillion
40. Sescentillion
41. Septingentillion
42. Octingentillion
43. Nongentillion
44. Millillion
45. Dumillillion
46. Trimillillion
47. Quadrimillillion
48. Quinmillillion
49. Sexmillillion
50. Septimillillion
51. Octimillillion
52. Nonmillillion
53. Myrillion
54. Decimyrillion
55. Micrillion
56. Nanillion
57. Picillion
58. Femtillion
59. Attillion
60. Zeptillion
61. Yoctillion
62. Xonillion
63. Vecillion
64. Mecillion
65. Duecillion
66. Trecillion
67. Tetrecillion
68. Pentecillion
69. Hexecillion
70. Heptecillion
71. Octecillion
72. Ennecillion
73. Icosillion
74. Treicosillion
75. Meicosillion
76. Dueicosillion
77. Trioicosillion
78. Tetreicosillion
79. Penteicosillion
80. Hexeicosillion
81. Hepteicosillion
82. Octeicosillion
83. Enneicosillion
84. Triacontillion
85. Tetracontillion
86. Pentacontillion
87. Hexacontillion
88. Heptacontillion
89. Octacontillion
90. Ennacontillion
91. Hectillion
92. Dohectillion
93. Triahectillion
94. Tetrahectillion
95. Pentahectillion
96. Hexahectillion
97. Heptahectillion
98. Octahectillion
99. Ennahectillion
100. Killillion
101. Vecekillillion
102. Hectekillillion
103. Megillion
Dustaculated-horripentacthulcross

Saya dah lama nungguin pertanyaan ini sih, karena saya udah buat alfabet Sirilik Indonesia versi saya sendiri.

Huruf yang diberi tanda tanya adalah huruf yang statusnya masih diragukan, apakah huruf tersebut harus ada dalam ortografi Indonesia?

Misalnya **Ksi** (Ѯ) yang mewakilkan bunyi huruf **Eks** (X), ini adalah huruf pada alfabet Sirilik awal dan hanya digunakan dalam bahasa Slavonia Gerejawi Kuno, huruf ini berasal dari huruf Yunani **Ksi** (Ξ). Nah, dalam bahasa Indonesia, peran X selalu digantikan dengan digraf KS.

Misalnya taxi yang diserap ke bahasa Indonesia sebagai taksi, padahal alfabet Indonesia memiliki huruf X, huruf X biasanya hanya digunakan di nama. Biasanya, dalam kosakata bahasa Indonesia, huruf X hanya digunakan di awal kalimat seperti pada kata Xenon, Xilofon, Xenofobia.

Sedangkan dalam Sirilik, kata yang berawalan dengan X tetap ditulis KS (Sirilik: КС, misalnya Ксенон, Ксилофон, Ксенофобия.

## Nama-nama hurufnya dalam bahasa Indonesia

A, Bé, Vé, Gé, Ghain, Dé, É, Pepet, Zét, I, Yé, Ka, Él, Ém, Én, Éng, Nya, O, Pé, Qi, Ér, És, Té, U, Wé, Éf, Kha, Ha, Cé, Jé, Sya, Éks/Éx

**Sirilik**

А, Бе, Ве, Ге, Ғаин, Де, Е, Пәпәт, Зет, И, Йе, Ка, Ел, Ем, Ен, Еҥ, Ња, О, Пе, Ԛи, Ер, Ес, Те, У, Ўе, Еф, Ха, Һа, Че, Џе, Ша, Екс/Еѯ

Intinya:

А: A

Б: B

В: V

Г: G

Ғ: GH

Д: D

Е: E taling, seperti pada kata lele

Ә: E pepet, seperti pada kata enam

З: Z

И: I

Й: Y

К: K

Л: L

М: M

Н: N

Ҥ: NG

Њ: NY

О: O

П: P

Ԛ: Q

Р: R

С: S

Т: T

У: U

Ў: W

Ф: F

Х: KH

Һ: H

Ч: C

Џ: J

Ш: SY

Ѯ: X

## Contoh kata-kata dalam bahasa Indonesia gaul jika ditulis menggunakan Sirilik

Буди: Ўой мау кә мана лу?

Удин: Кә Бандуҥ чок, џалан2 лаһ

Буди: Анџай, џалан2 мулу лу

Ок тәрима касиһ унтук йаҥ судаһ мәлиһат џаўабан сайа йа, ўкўкўкўкўк 😂
Fznonillion

A **fznonillion** is equal to 103x1030. It is equal to one followed by 30 short scale nonillion zeros. It is 27 nonillion +1 digits long.

The name uses the Cockburn fz- prefix which denotes a number (in this case the short scale nonillion) raised to itself.

Writing down the full decimal expansion would take 30 septillion books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).

## Names in -illion systems

According to Landon Curt Noll's The English name of a number, it is also called

one novemmilliamilliamilliamilliamilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamillianongennovemnonaginmilliamilliamillianongennovemnonaginmilliamillianongennovemnonaginmillianongennovemnonagintillion
In the Epstein system this number is a

*penhecronnillion* (the 500,000,000,000,000,000,000,000,000,000th power of a million)
Fzquadrillion

A **fzquadrillion** is equal to 101.5x1016, or E15×1,000,000,000,000,000 in Hyper-E notation. It is equal to one followed by 15 short scale quadrillion zeros. It is 15 quadrillion +1 digits long.

It is the 2,500,000,000,000,000th power of a million.

Writing down the full decimal expansion would take 15 billion books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).

## Names in -illion systems

In the short scale of the Conway-Wechsler system, it is called

one quadrillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillion

According to Landon Curt Noll's The English name of a number, it is also called

one quattuormilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamillianongennovemnonaginmilliamilliamillianongennovemnonaginmilliamillianongennovemnonaginmillianongennovemnonagintillion
In the Epstein system this is a

penhecterabipetillion
Eovtillion

**Eovtillion** is a name that has been given to 10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^10^3003.

It is smaller than any Epstein system apostrophe number with an apostrophe prefix of *octovigin'* or higher(which would be a million raised to a tower of 28 or more larger exponents,possibly multiplied).
Geenglasphemorgue

The **geenglasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
{
10
,
100
(
0
,
4
)
2
}
1
]
2
}

{\displaystyle \{100,100[1[1\backslash 3\neg 2]\{10,100(0,4)2\}+1]2\}}

 = E100{#,#+1,1,2}geengulus in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Gigasphemorgue

The **gigasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
10
↑↑↑↑↑
100
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] 10\uparrow\uparrow\uparrow\uparrow\uparrow100+1] 2\}}

 = E100{#,#+1,1,2}gigol in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Gargantuuldeka

The **gargantuuldeka** is equal to E100##100##100##100##100##100##100##100##100##100#100#100#100#100#100#100#100#100#100, using Hyper-E notation. The term was coined by Sbiis Saibian.

## See also

Sbiis Saibian's googol series

**Googol series:** googol · googolplex · googolduplex · googoltriplex · googolquadriplex · googolquintiplex · googolsextiplex · googolseptiplex
**Grangol series:** grangol · grangoldex · grangoldudex · grangoltridex · grangolquadridex · grangolquintidex
**Googoldex series:** googoldex · googolplexidex · googolduplexidex · googoldexiplex · googoldexiduplex
**Greagol series:** greagol · greagolthrex · greagolduthrex
**Gigangol series:** gigangol · gigangoltetrex · gigangoldutetrex
**Gorgegol–googondol series:** gorgegol · gorgegolpentex · gorgegoldupentex · gulgol · gulgolhex · gulgolduhex · gaspgol · gaspgolheptex · gaspgolduheptex · ginorgol · ginorgoloctex · ginorgolduoctex · gargantuul · gargantuulennex · googondol · googondoldecex
**Gugold–grinningold series:** gugold · gugolda-suplex · gugolda-dusuplex · graatagold · graatagolda-sudex · graatagolda-dusudex · greegold · greegolda-suthrex · greegolda-dusuthrex · grinningold · grinningolda-sutetrex · grinningolda-dusutetrex
**Golaagold–googondold series:** golaagold · golaagolda-supentex · golaagolda-dusupentex · gruelohgold · gruelohgolda-suhex · gruelohgolda-dusuhex · gaspgold · gaspgolda-suheptex · gaspgolda-dusuheptex · ginorgold · ginorgolda-suoctex · ginorgolda-dusuoctex · gargantuuld · googondold
**Googolgong series:** googolgong · googolplexigong · googolduplexigong · googoltriplexigong · googolquadriplexigong · googolquintiplexigong
**Grangolgong series:** grangolgong · grangoldexigong · grangoldudexigong · grangoltridexigong · grangolquadridexigong · grangolquintidexigong
**Greagolgong series:** greagolgong · greagolthrexigong · greagolduthrexigong
**Gigangolgong series:** gigangolgong · gigangoltetrexigong · gigangoldutetrexigong
**Gorgegolgong–ginorgolgong series:** gorgegolgong · gorgegolpentexigong · gorgegoldupentexigong · gulgolgong · gulgolhexigong · gulgolduhexigong · gaspgolgong · gaspgolheptexigong · gaspgolduheptexigong · ginorgolgong · ginorgoloctexigong · ginorgolduoctexigong · gargantuulgong · gargantuulennexigong · gargantuulduennexigong · googondolgong · googondoldecexigong · googondoldudecexigong
**Gugoldagong–grinningoldagong series:** gugoldagong · gugolda-suplexigong · gugolda-dusuplexigong · graatagoldagong · graatagolda-sudexigong · graatagolda-dusudexigong · greegoldagong · greegolda-suthrexigong · greegolda-dusuthrexigong · grinningoldagong · grinningolda-sutetrexigong · grinningolda-dusutetrexigong
**Golaagoldagong–ginorgoldagong series:** golaagoldagong · golaagolda-supentexigong · golaagolda-dusupentexigong · gruelohgoldagong · gruelohgolda-suhexigong · gruelohgolda-dusuhexigong · gaspgoldagong · gaspgolda-suheptexigong · gaspgolda-dusuheptexigong · ginorgoldagong · ginorgolda-suoctexigong · ginorgolda-dusuoctexigong · gargantuuldagong · googondoldagong

Template:Saibian's Hyper-E numbers
Fzgoogolding

A **fzgoogolding** is equal to googoldinggoogolding = (10500)10500 = 105×10502. It is equal to one followed by 500 googolding zeros. It is 5×10502+1 digits long. This number is slightly larger than a googolplexiding (also called gogolplexichime),and slightly smaller than an Epstein system *decatreoctagintillia-illion* which is 106x10502.

Writing down the full decimal expansion would take 5×10496 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Dust mite-ding

ho 10^530 might be 100000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000 the 100,00.00,000

In the Epstein system (Long scale based) 10530 is a hundred *octooctagintillion*.
Fz-

**Fz-** is a prefix used on a number *n* to indicate fz-n = *nn*, or equivalently 2*n* (i.e *n* tetrated to 2).

## Examples

* fz(1) = 1 = 11
* fz(2) = 4 = 22
* fz(3) = 27 = 33
* fz(π) = 36.462159607207... = ππ
* fz(4) = 256 = 44
* fz(5) = 3,125 = 55
* fz(6) = 46,656 = 66
* fz(7) = 823,543 = 77
* fz(8) = 16,777,216 = 88
* fz(9) = 387,420,489 = 99
* fz(10) = 10,000,000,000 = 1010
* fz(11) = 285,311,670,611 = 1111
* fz(12) = 8,916,100,448,256 = 1212
* fz(13) = 1313
* fz(14) = 1414
* fz(15) = 1515
* fz(16) = 1616
* fz(17) = 1717
* fz(18) = 1818
* fz(19) = 1919
* fz(20) = 1,048,576×1020 = 2020
* fz(25) = 2525
* fz(30) = 3030
* fz(40) = 4040
* fz(50) = 5050
* fz(60) = 6060
* fz(70) = 7070
* fz(80) = 8080
* fz(90) = 9090
* fz(100) = 100100 = 10200
* fz(1,000) = 1,0001,000 = 103,000
* fz(10,000) = 10,00010,000 = 1040,000
* fz(100,000) = 100,000100,000 = 10500,000
* fz(1,000,000) = 1,000,0001,000,000 = 106,000,000
* fz(1,000,000,000) = 1,000,000,0001,000,000,000 = 109,000,000,000
* fz(10,000,000,000) = 10,000,000,00010,000,000,000 = 10100,000,000,000
* fz(1,000,000,000,000) = 1,000,000,000,0001,000,000,000,000 = 1012×1,000,000,000,000
* fz(quadrillion) = (1015)1015 = 1015×1015
* fz(quintillion) = (1018)1018 = 1018×1018
* fz(guppy) = (1020)1020 = 1020×1020
* fz(sextillion) = (1021)1021 = 1021×1021
* fz(septillion) = (1024)1024 = 1024×1024
* fz(minnow) = (1025)1025 = 1025×1025
* fz(octillion) = (1027)1027 = 1027×1027
* fz(nonillion) = (1030)1030 = 1030×1030
* fz(decillion) = (1033)1033 = 1033×1033
* fz(goby) = (1035)1035 = 1035×1035
* fz(gogol) = (1050)1050 = 1050×1050
* fz(ogol) = (1080)1080 = 1080×1080
* fz(googol) = (10100)10100 = 10100×10100 = 1010102
* fz(centillion) = (10303)10303 = 10303×10303
* fz(googolding) = (10500)10500 = 10500×10500
* fz(googolchime) = (101,000)101,000 = 101,000×101,000 = 10101,003
* fz(googolbell) = (105,000)105,000 = 105,000×105,000
* fz(googoltoll) = (1010,000)1010,000 = 1010,000×1010,000 = 101010,004
* fz(googolgong) = (10100,000)10100,000 = 10100,000×10100,000 = 1010100,005
* fz(maximusmillion) = (101,000,000)101,000,000 = 101,000,000×101,000,000 = 10101,000,006
* fz(googolbong) = (10100,000,000)10100,000,000 = 10100,000,000×10100,000,000 = 1010100,000,008
* fz(maximusbillion) = (101,000,000,000)101,000,000,000 = 101,000,000,000×101,000,000,000 = 10101,000,000,009
* fz(trialogue) = (1010,000,000,000)1010,000,000,000 = 1010,000,000,000×1010,000,000,000 = 101010,000,000,010
* fz(googolthrong) = (10100,000,000,000)10100,000,000,000 = 10100,000,000,000×10100,000,000,000 = 1010100,000,000,011
* fz(maximustrillion) = (101,000,000,000,000)101,000,000,000,000 = 101,000,000,000,000×101,000,000,000,000 = 10101,000,000,000,012
* fz(googolgandingan) = (101014)101014 = 101014×101014 = 10101014+14
* fz(googolplex) = (1010100)1010100 = 1010100×1010100 = 101010100+100
* fz(tetralogue) = (101010,000,000,000)101010,000,000,000 = 101010,000,000,000×101010,000,000,000 = 10101010,000,000,000+10,000,000,000
* fz(googolduplex) = (101010100)101010100 = 101010100×101010100 = 10101010100+10100
* fz(googoltriplex) = (10101010100)10101010100 = 10101010100×10101010100 = 1010101010100+1010100
Galac2928’s Extended Greek System

Hendillion
Gigillion
Trillion
Tetrillion
Pentillion
Hexillion
Heptillion
Oktillion
Ennillion
Dekillion
Hendekillion
Dodekillion
Trisdekillion
Tetradekillion
Pentadekillion
Hexadekillion
Heptadekillion
Oktadekillion
Enneadekillion
Icosillion
Triacontillion
Tetracontillion
Pentacontillion
Hexacontillion
Heptacontillion
Oktacontillion
Enneacontillion
Hectillion
Duohectillion
Triahectillion
Tetrahectillion
Pentahectillion
Hexahectillion
Heptahectillion
Oktahectillion
Enneahectillion
Killillion
Duokillillion
Triakillillion
Tetrakillillion
Pentakillillion
Hexakillillion
Heptakillillion
Oktakillillion
Enneakillillion
Icosikillillion
Triacontakillillion
Tetracontakillillion
Pentacontakillillion
Hexacontakillillion
Heptacontakillillion
Oktacontakillillion
Enneacontakillillion
Hectakillillion
Ekatommyrillion
Dekaekatommyrillion
Icosiekatommyrillion
Hectaekatommyrillion
Disekatommyrillion
Trisekatommyrillion
Tetrasekatommyrillion
Pentasekatommyrillion
Hexasekatommyrillion
Heptasekatommyrillion
Oktasekatommyrillion
Enneasekatommyrillion
Dekakisekatommyrillion
Icosakisekatommyrillion
Hectakisekatommyrillion
Kilokisekatommyrillion
Icosikilokisekatommyrillion
Hectokilokisekatommyrillion
Ekahendomyrillion
Ekadommyrillion
Ekatrommyrillion
Ekatetrommyrillion
Ekapentommyrillion
Ekahexommyrillion
Ekaheptommyrillion
Ekaoktommyrillion
Ekaennommyrillion
Ekadekommyrillion
Ekaicosommyrillion
Ekahectommyrillion
Ekakillommryillion
(More Soon)
Gargoogoltriplex

A **gargoogoltriplex** is a googoltriplex squared as equal to googoltriplex2 = (10101010100)2 = 102×101010100. It is equal to one followed by two googolduplex zeros. It is 2×101010100+1 digits long. It is a googoltriplex googoltriplexes.

Gargoogoltriplex should be interpreted as gar-googoltriplex, applying Kieran Cockburn's gar- prefix that squares what comes after it, not gargoogol-triplex. The latter equals to 10101010200, which is a lot larger than a gargoogoltriplex (which has been named gargoogol-triplexed).
Gibbasphemorgue

The **gibbasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2
]
{
10
,
100
,
2
(
1
)
2
}
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] \{10,100,2 (1) 2\}+1] 2\}}

 = E100{#,#+1,1,2}gibbol in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Gargoogolduplex

A **gargoogolduplex** is a googolduplex squared as equal to googolduplex2 = (101010100)2 = 102×1010100. It is equal to one followed by two googolplex zeros. It is 2×1010100+1 digits long. It is a googolduplex googolduplexes.

Gargoogolduplex should be interpreted as gar-googolduplex, applying Kieran Cockburn's gar- prefix that squares what comes after it, not gargoogol-duplex. The latter equals to 101010200, which is a lot larger than a gargoogolduplex (which has been named gargoogol-duplexed).
Dumillesimal-googol

A **dumillesimal-googol** is equal to 2000100 = 1.26765×10330. The term was coined by Sbiis Saibian. It is called 1 novemcentillion 267 octocentillion 650 septencentillion 600 sexcentillion 228 quincentillion 229 quattuorcentillion 401 trescentillion 496 duocentillion 703 uncentillion 205 centillion 376 novemcentillion

## Sources

1. ↑ Saibian, Sbiis. Hyper-E Numbers. Retrieved 2016-07-18.

## See also

Template:Saibian's guppy regiment numbers
Ecetontriplex

An **ecetontriplex** (also called a **centilliontriplex** or **centillitriplexion**) is equal to 10101010303, or E303#4 in Hyper-E notation. It is equal to one followed by an ecetonduplex (also called centillionduplex or centilliduplexion) zeros. It is 101010303+1 digits long.

Writing down the full decimal expansion would take 101010303-6 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
GAN

Galac2928’s Array Notation (GAN) is an array for defining big numbers. GAN first starts out like powers of ten (10^n). Then, we’ll define how to create bigger figures with this notation. Let’s show and example:

G\*(6)=1,000,000 (because it has 6 zeros)

Now, we can define more numbers with this until we start to hit points where the array gets too big and we need to use different techniques.

G\*(303)=Centillion

G\*(30003)=Myrillion

G\*(3000003)=Micrillion

Now that we have a brief understanding of this, we can show what would happen if there were to be an equivalence to double powers of 10 (10^10^n).

G\*\*(100)=Googolplex

Just add another \* to denote another power of ten, cool. This would also work the same like:

G\*\*\*(100)=Googolduplex

We start making numbers so massive it’s unimaginable!

G\*\*\*\*\*\*\*\*\*\*\*(100)=Googoldeciplex

Although, with such long arrays creates problems. The array would get so large it wouldn’t be able to fit in the universe!

This is where new systematics kick in. For a shorter notation, we can use:

GG\*(100)(50)

We added another G and got a bigger value! (The other number right next to the 100 denotes how many \* there is)

Then, we go:

GGG\*(100)(50)

GGGG\*(100)(50)

Like with such big arrays, we run into more problems, again. The only way to avoid making such big arrays is using another tactic. This will be extended in EGAN.
Fzmaximusbillion

A **fzmaximusbillion** (also called a **fzbillionplex** or **fzbilliplexion**) is equal to maximusbillionmaximusbillion = (101,000,000,000)101,000,000,000 = 10101,000,000,009. It is equal to one followed by 1,000,000,000 maximusbillion zeros. It is 101,000,000,009+1 digits long. This number is slightly larger than a billionduplex.

Writing down the full decimal expansion would take 101,000,000,003 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Gargoogol

A **gargoogol** (also called a **guppychime** or **fzhundred** or **googool**) is a googol squared as equal to googol2 = (10100)2 = 100100 = 10200. Its name comes from combining the gar- prefix with a googol. It is also called **one hundred quinsexagintillion** in the short scale. It is equal to one followed by 200 zeros. It is 201 digits long. It is a googol googols.
Fzminnow

A **fzminnow** is equal to minnowminnow = (1025)1025 = 10250×1021. It is equal to one followed by 250 septillion (25 minnow) zeros. It is 250×1021+1 digits long.

Writing down the full decimal expansion would take 250×1015 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Deutero-terrible-tethrathoth

**Deutero-terrible-tethrathoth** is equal to E100(#^^#)^^#\*(#^^#)^^#100 using Extended Cascading-E Notation. The term was coined by Sbiis Saibian. This number belongs to the Monster-Giant regiment.

## Approximations in other notations

{
100
,
100
[
1
∖
3
]
1
[
1
∖
3
]
2
}

{\displaystyle \{100,100 [1 \backslash 3] 1 [1 \backslash 3] 2\}}

f

ω

ε
1

2

(
100
)

{\displaystyle f\_{\omega^{\varepsilon\_12}}(100)}

## Sources

1. ↑ Saibian, Sbiis. 4.3.7 Extended Cascading-E Numbers Part I. *One to Infinity*. Retrieved 2017-02-18.
Fzquintillion

A **fzquintillion** is equal to 101.8x1019, or E18×1,000,000,000,000,000,000 in Hyper-E notation. It is equal to one followed by 18 short scale quintillion zeros. It is 18 quintillion 1 digits long.

It is the 3,000,000,000,000,000,000th power of a million.

Writing down the full decimal expansion would take 18 short scale trillion books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).

## Names in -illion systems

In the short scale of the Conway-Wechsler system, it is called

one quintillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillinovenonagintanongentillion

According to Landon Curt Noll's The English name of a number, it is also called

one quinmilliamilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamilliamillianongennovemnonaginmilliamilliamilliamillianongennovemnonaginmilliamilliamillianongennovemnonaginmilliamillianongennovemnonaginmillianongennovemnonagintillion
In the Epstein system this is a

triexillion
Fzgoogolchime

A **fzgoogolchime** is equal to googolchimegoogolchime = (101,000)101,000 = 10101,003. It is equal to one followed by 1,000 googolchime zeros. It is 101,003+1 digits long. This number is slightly larger than a googolplexichime.

Writing down the full decimal expansion would take 10997 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).
Giggasphemorgue

The **giggasphemorgue** is equal to

{
100
,
100
[
1
[
1
∖
3
¬
2

]

100

10
1
]
2
}

{\displaystyle \{100,100 [1 [1 \backslash 3 \neg 2] ^{100}10+1] 2\}}

 = E100{#,#+1,1,2}giggol in Hyper-Hyper-Extended Cascading-E Notation. The term was coined by Sbiis Saibian.

## Sources

1. ↑ Saibian, Sbiis. 4.3.11 - Extended Cascading-E Numbers Part V (14071 - 15610). Retrieved 2018-04-21.
Fzgoby

A **fzgoby** is equal to gobygoby = (1035)1035 = 1035×1035. It is equal to one followed by 3.5 undecillion (35 goby) zeros. It is 35×1035+1 digits long.

Writing down the full decimal expansion would take 35×1029 books of 400 pages, with 2,500 digits on each page (except for the first, which would have 2,501).