User:ARsygo/ExE generator of googologisms

Inspired by Denis Maksudov's generator of googologisms for FGH, I will do the same thing, but this time, using Extensible-E System which contains Hyper-E notation, Cascading-E notation, Extended Cascading-E Notation etc.

We are taking a detailed look at this notation.

This list also contains non-ExE numbers for comparison. Numbers in parentheses (googolism number) means numbers which coined by Sbiis Saibian based on his webpage.

Any users, including admins, can freely edit this page by adding more googologisms or explanations.

Any questions please leave a message on this talk page.

This page is basically a faketest, except this page is for Extensible-E System.

Numbers less than \(10^{-100}\) (mostly with n-minex suffix = \(10^{-\text{n}}\))

 * Googolminex, reciprocal of Googolplex, 10^(-googol)
 * Twerpuloidminex, 10^(-10^85)
 * Ogolminex, reciprocal of ogolplex (which shown later), 10^(-ogol)
 * Lightweightplex, 10^(-10^75)
 * Shrimpminex, reciprocal of shrimp-plex (which shown later) = \(10^{-10^{65}}\)
 * Gogolminex, reciprocal of Gogolplex, 10^(-gogol)
 * gobyminex, reciprocal of gobyplex, 10^(-goby)
 * Minnowminex, reciprocal of minnowplex (which shown later), 10^(-minnow)
 * Guppyminex, reciprocal of Guppyplex, 10^(-guppy)
 * Small fry-minex, 10^(-10^15)
 * Googolgandingan-minutia, reciprocal of googolgandingan = 10^(-10^14)
 * Googolthrong-minutia, reciprocal of googolthrong = 10^(-10^11)
 * Squeakerminex, 10^(-50000000000)
 * Dialogue-minex (or trialogue-minutia), reciprocal of Trialogue, 10^(-dialogue)
 * Googolbong-minutia, reciprocal of googolbong = 10^(-100000000)
 * Pipsqueak-minex, reciprocal of 10^10^7, 10^(-pipsqueak) or 10^(-crore)
 * Million-minex, reciprocal of 10^10^6, 10^(-million)
 * Clover mite-minex, reciprocal of 10^200000, \(10^{-\text{clover mite}}\)
 * Googolgong-minutia, reciprocal of googolgong
 * Ogolgong-minutia or Cheese mite-minex, reciprocal of ogolgong
 * shrimp-gong-minutia, reciprocal of shrimp-gong, \(10^{-65000}\)
 * Gogolgong-minutia or Dust mite-minex, reciprocal of Gogolgong
 * eyelash mite-minex (or guppygong-minutia), reciprocal of 10^20000, 10^(-eyelash mite) = \(10^{-20000}\)
 * googoltoll-minutia, reciprocal of googoltoll
 * Googolbell-minutia, 10^(-5000)
 * googolchime-minutia (or thousand-minex), reciprocal of Googolchime
 * googolding-minutia, reciprocal of googolding
 * ogolding-minutia, reciprocal of ogolding
 * shrimp-ding-minutia, reciprocal of 10^335 (shrimp-ding)
 * eceton-minutia-speck, \(10^{-313}\) (Not to be confused with the latter ecetonspeck-minutia)
 * eceton-minutia, reciprocal of eceton, \(10^{-303}\)
 * ecetonspeck-minutia, \(10^{-293}\) (Not to be confused with the former eceton-minutia-speck)
 * gogolding-minutia, \(10^{-250}\)
 * gargoogol-minutia, \(10^{-200}\)
 * minnowding-minutia, \(10^{-125}\)


 * (32) the smallest googologism listed in the hyper-E number lists: googol-minutia-speck (or googol-swarm-minutia, not to be confused with googolspeck-minutia), \(10^{-110}\)
 * googol-minutia-crumb or Googolcrowd-minutia, \(10^{-105}\)
 * googol-minutia-chunk or Googolbuch-minutia, \(10^{-101}\)
 * (31) googol-minutia, reciprocal of googol = \(10^{-100}\)

Numbers less than googol and some explanations
n-minutia means 'reciprocal of n', as a result:
 * googolchunk-minutia or Googol-minutia-bunch, \(10^{-99}\)
 * googolcrumb-minutia or Googol-minutia-crowd, \(10^{-95}\)
 * googolspeck-minutia or Googol-minutia-swarm, \(10^{-90}\)
 * Twerpuloid-minutia, 10^(-85)
 * (30) ogol-minutia, \(10^{-80}\)
 * Lightweight-minutia, 10^(-75)
 * shrimp-minutia, \(10^{-65}\)
 * (29) gogol-minutia, \(10^{-50}\)
 * (28) goby-minutia, \(10^{-35}\)
 * (27) minnow-minutia, \(10^{-25}\)
 * (26) guppy-minutia, \(10^{-20}\)
 * small fry-minutia, 10(-15)
 * Squeaker-minutia, 2*10^(-11)
 * One-speck, 10^(-10)
 * pipsqueak-minutia, 10-7

So, if we change base 10 into other bases, including binary, all the way up to hexadecimal, this can get up to a hundred possible names!

e.g. hexadecimal-pipsqueak-minutia, 16-7 ~10-8.428 ~ 0.000000003726

And now, we are moving on to the suffix explanation. In his website, he created 6 different suffixes, which are:
 * (n)-speck, which means (n) divided by 10 billion
 * (n)-crumb, which means (n) divided by 100,000
 * (n)-chunk, which means (n) divided by 10
 * (n)-bunch, (n) multiplied by 10 or (sometimes, (n)-ty)
 * (n)-crowd, (n) multiplied by 100,000
 * (n)-swarm, (n) multiplied by 10 billion

(Update) I found a couple more new suffixes.


 * (n)-point = n divided by googol
 * (n)-trace = n divided by 10^50
 * (n)-morsel = n divided by 10,000
 * (n)-silver = n divided by 1,000
 * (n)-pinch = n divided by 100
 * (n)-bundle = n multiplied by 100
 * (n)-batch = n multiplied by 1,000
 * (n)-pack = n multiplied by 10,000
 * (n)-hunk = n multiplied by gogol
 * (n)-mass = n multiplied by googol

Also, he mentioned 16 of the base googolisms (including googol), such as (in ascending order):
 * (1) eyelash mite = Clover mite-chunk, 20,000 or 2E4, where mEn means m multiplied by 10^n
 * (2) dust mite, 50,000
 * (3) cheese mite, 80,000
 * (4) clover mite (or (41) eyelash mite bunch) = 200,000
 * (5) pipsqueak = crore = 10,000,000
 * (6) little squeaker, 50,000,000,000
 * (7) small fry, \(10^{15}\) = Quadrillion
 * (8) guppy, \(10^{20}\)
 * (9) minnow, \(10^{25}\)
 * (10) goby, \(10^{35}\)
 * (11) gogol, \(10^{50}\), square root of Googol
 * (12) jumbo shrimp (or shrimp), \(10^{65}\)
 * (13) lightweight, \(10^{75}\) = quattuorvigintillion in short scale, duodecilliard in long scale
 * (14) ogol, \(10^{80}\)
 * (15) tiny twerpuloid, \(10^{85}\)
 * And finally, googol or (194) guppyding, 10100

So, if we combine base googolisms, we can get up to 272 possible names, not counting any other bases.

If we include other bases such as binary, ternary, base 4, base 5, base 6, base 7 all the way up to base 36 (35 bases total), then we have a whopping 9,520 possible names!!

Example: Hexadecimal-twerpuloid, \(16^{85} = 2^{340}\) 2239744742177804210557442280568444278121645497234649534899989100963791871180160945380877493271607115776

But wait!

He also extended eceton series into absurd heights! As a result, a total of 17 base googolisms, 119 possible names with -speck, -crumb, etc. and 4165 names rather than 3,920!!!

Example: vigesimal-eceton, \(20^{303}\) = 1.629*10^394, the full decimal expansion is: 16296287810675888690147565507275025288411747149327490005089123594835050398106693649467179008000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

He also coined another suffix, that are based on bells, such as -ding, -chime, -bell, -toll, -gong, -bong, -throng, and -gandingan. And I will coin -ring.

In Hyper-E numbers article, he said:

5105010010001061091012

Another one is -ring, multiplied the base value by 500. Further, we could put gar at the front of any number, to multiply by 2.

(Update) I found out that the extension of this series based on this blog page, he was also extending the suffixes with new words, such as:
 * -clang, means n^5,000,
 * -blang, means n^5,000,000
 * -thrang, means n^5,000,000,000
 * m-clang, means n*(5*1,000^m), where m is an integer.

We also can combine and modify other powers of 10 numbers including some -illion and -yllion to obtain more googolisms. e.g: million-gong, 10^(6*1000) = \(10^{6,000}\)

Unfortunately, these modifiers have a more general and less formal definition that make the rules above sometimes don't work, example, grangol, E100#100, but grangolgong is E100,000#100,000 rather than E100000#100.

So, if we combine 4165 names, and adding 9 more, and we have 37,485 possible names (including names with same value) so far!

List of numbers with speck, crumb etc (base 10 only)

 * (Note: all -illions listed here are in short scale, unless stated.)


 * (22) Eyelash mite-speck, 20,000/10,000,000,000 = 0.000002
 * (23) Dust mite-speck, 50,000/10,000,000,000 = 5E(-6) = 0.000005
 * (24) Cheese mite-speck, 80,000/10,000,000,000 = 8E(-6) = 0.000008
 * (25) Clover mite-speck, 200,000/10,000,000,000 = 2E(-5) = 0.00002
 * Pipsqueak-speck, E7/E10 = E(-3) = 0.001
 * (33) eyelash mite-crumb, 20,000/100,000 = 2E(-1) = 0.2 or 1/5
 * (34) dust mite-crumb, 50,000/100,000 = 5E(-1) = 0.5 or 1/2 (half of one)
 * (35) cheese mite-crumb, 80,000/100,000 = 8E(-1) = 0.8 = 4/5
 * (shown for comparison) One, 1
 * (36) 2|clover mite-crumb, 200,000/100,000 = 2E0 = 2
 * Squeaker-Speck, 5E10/E10 = 5E0 = 5
 * (shown for comparison) Ten, 10
 * Pipsqueak-crumb = E7/E5 = E2 = 100
 * (shown for comparison) Thousand, 1,000
 * (37) eyelash mite-chunk, 2,000
 * (38) Dust mite-chunk, 5,000
 * (39) cheese mite-chunk, 8,000
 * (40) clover mite-chunk = Eyelash mite
 * Small Fry-Speck = E15/E10 = E5 = 100,000
 * (41) eyelash mite-bunch = Clover mite
 * (42) dust mite-bunch = Squeaker-Crumb = 50,000*10 = 5E10/E5 = 5E5 = 500,000 (half a million)
 * (43) cheese mite-bunch = 80,000*10 = 8E5 = 800,000
 * Pipsqueak-Chunk = E7/10 = E6 = Million, 1,000,000 or 106
 * (44) clover mite-bunch = 200,000*10 = 2E6 = 2,000,000
 * Pipsqueak-Bunch = E7*10 = E8 = Myllion = 100,000,000
 * (45) eyelash mite-crowd = 20,000*100,000 = 2E9 = 2,000,000,000
 * (46) dust mite-crowd = Squeaker-chunk = 50,000*100,000 = 5E10/10 = 5E9 = 5,000,000,000 (half a Dialogue)
 * (47) cheese mite-crowd = 80,000*100,000 = 8E9 = 8,000,000,000
 * (91) guppyspeck, small fry-crumb = 1010 = 10,000,000,000
 * (48) clover mite-crowd = 200,000*100,000 = 2E10 = 20,000,000,000 (2 times dialogue)
 * Squeaker-Bunch = 5E11 = 500,000,000,000
 * Pipsqueak-Crowd = E7*E5 = E12 = 1,000,000,000,000 (Trillion)
 * Small Fry-chunk = E15/10 = E14 = 100,000,000,000,000
 * (49) eyelash mite-swarm = 20,000*10,000,000,000 = 2E14 = 200,000,000,000,000
 * (50) dust mite-swarm = 50,000*10,000,000,000 = 5E14 = 500,000,000,000,000
 * (51) cheese mite-swarm = 80,000*10,000,000,000 = 8E14 = 800,000,000,000,000
 * (92) guppycrumb, 1015
 * (94) minnowspeck = Quadrillion
 * (52) clover mite-swarm = 200,000*10,000,000,000 = 2E15 = 2,000,000,000,000,000 (2 quadrillion)
 * Squeaker-Crowd, 5E10*E5 = 5E15 = 5,000,000,000,000,000 (5 quadrillion)
 * Small Fry-Bunch, E15*10 = E16 = 10,000,000,000,000,000 (10 quadrillion, Byllion)
 * Pipsqueak-Swarm, E7*E10 = 100,000,000,000,000,000 (Sptdoocol)
 * (93) Guppychunk, 1019
 * (95) minnowcrumb = Small Fry-Crowd = 1020
 * Squeaker-Swarm, 5E10*e10 = 5E20
 * Guppybunch, E20*10 = E21 = Sextillion
 * (96) minnowchunk = 1024
 * (97) gobyspeck = Small Fry-Swarm = Guppycrowd, 1025
 * minnowbunch = 1026
 * (98) gobycrumb or minnowcrowd or guppyswarm= 1030
 * (99) Gobychunk = 1034
 * Minnowswarm = Goby = 1035
 * Gobybunch = E36 = 1036 = Undecillion (Sextillion in long scale)
 * (100) Gogolspeck = Gobycrowd = Zheng = 1040
 * (101) Gogolcrumb = Gobyswarm = 1045
 * (102) Gogolchunk = 1049
 * Gogolbunch = Sexdecillion = 1051
 * Prawn-speck = gogolcrowd, 1055
 * Prawn-crumb = gogolswarm, 1060 = Novemdecillion = Decillion in long scale
 * Prawn-chunk, 1064
 * Lightweight-speck = Jumbo shrimp = 1065
 * Prawn-bunch = Unvigintillion = 1066
 * Prawn-crowd = Lightweight-crumb = (103) Ogolspeck = 1070
 * Lightweight-chunk = 1074
 * Prawn-swarm = Twerpuloid-Speck = Quattuorvigintillion = (104) ogolcrumb 1075
 * Lightweight-bunch = 1076
 * (105) ogolchunk 1079
 * Lightweight-crowd = Twerpuloid-crumb = Ogol, 1080
 * ogolbunch = Sexvigintillion, 1081
 * twerpuloid-chunk = Septenvigintillion = (Quattuordecillion in long scale), 1084
 * ogolcrowd = LIghtweight-swarm = Tiny twerpuloid, 1085
 * Twerpuloid-bunch, 1086
 * Ogolswarm = Twerpuloid-crowd = (16) googolspeck, 1090
 * (17) Googolcrumb = Twerpuloid-swarm, 1095
 * (18) Googolchunk, 1099
 * (for comparison) Googol = 10100
 * (19) googolbunch, 10101
 * (20) Googolcrowd, 10105
 * (21) googolswarm, 10110
 * (446) ecetonspeck, 10293
 * (447) ecetoncrumb, 10298
 * (448) ecetonchunk, 10302
 * (449) ecetonbunch, 10304
 * (450) ecetoncrowd, 10308
 * (451) ecetonswarm, 10313

List of base modified numbers (in order)
(class 1)
 * binary-pipsqueakcrumb, 2^(7-5)=4
 * ternary-pipsqueakcrumb, 3^(7-5)=9
 * quaternary-pipsqueakcrumb, 4^(7-5)=16
 * binary-eyelash mite-chunk, 2*2^(4-1)=16
 * quinary-pipsqueakcrumb, 5^(7-5)=25
 * binary-clover mite-chunk, 2*2^4=32
 * binary-small fry-speck, 2^5=32
 * (65) binary-eyelash mite = 2*2^4 = 2^5 = 32
 * binary-clover mite-chunk, 2*2^(5-1)=32
 * senary-pipsqueak-crumb, 6^(7-5)=36
 * binary-dust mite-chunk, 5*2^3=40
 * septary-pipsqueak-crumb, 7^(7-5)=49
 * ternary-eyelash mite-chunk, 2*3^(4-1)=54
 * (71) binary-clover mite = 2*2^5 = 2^6 = 64
 * binary-cheese mite-chunk, binary-eyelash mite-bunch, binary-pipsqueak-chunk, *octal-pipsqueak-crumb = 64
 * (67) binary-dust mite = 5*2^4 = 80
 * novary-pipsqueak-crumb, 9^(7-5)=81
 * (shown for comparison) hundred, 100
 * base-11-pipsqueak-crumb, 121
 * (69) binary-cheese mite = (73) binary-pipsqueak = quaternary-eyelash mite-chunk binary-clover mite-bunch = 8*2^4 = 2^7 = 128
 * ternary-dust mite-chunk, 5*3^(4-1)=135
 * duodecimal-pipsqueak-crumb, 144
 * binary-dust mite-bunch, binary-squeaker-crumb = 160
 * (136) ternary-eyelash mite = 2*3^4 = 162
 * base-13-pipsqueak-crumb, 169
 * base-14-pipsqueak-crumn, 196
 * ternary-cheese mite-chunk, 216
 * base-15-pipsqueak-chunk, 225
 * ternary-small fry-speck, 243
 * quinary-eyelash mite-chunk, 250
 * hexadecimal-pipsqueak-chunk, 256
 * base-17-pipsqueak-chunk, 289
 * quaternary-dust mite-chunk, 320
 * base-18-pipsqueak-chunk, 324
 * base-19-pipsqueak-chunk, 361
 * vigesimal-pipsqueak-chunk, 400
 * (137) ternary-dust mite = 5*3^4 = 405
 * senary-eyelash mite-chunk, 432
 * base-21-pipsqueak-chunk, 441
 * base-22-pipsqueak-chunk, 484
 * (139) ternary-clover mite = ternary-eyelash mite-bunch= 2*3^5 = 486
 * (138) ternary-cheese mite = 8*3^4 = 648
 * ternary-pipsqueakchunk = 3^6 = 729
 * (106) binary-guppyspeck = 2^10 = 1,024
 * (140) ternary-pipsqueak = 3^7 = 2,187
 * (75) binary-squeaker = 5*2^10 = 5,120
 * ternary-pipsqueakbunch = 3^8 = 6,561
 * (66) octal-eyelash mite = 2*8^4 = 2*2^12 = 2^13 = 8,192 (one more than Mersenne prime, 213-1)
 * (68) octal-dust mite = 5*8^4 = 20,480
 * (70) octal-cheese mite = (77) binary-small fry = (107) binary-guppycrumb = (109) binary-minnowspeck = 8*8^4 = 2^3*2^12 = 2^15 = 32,768
 * Duodecimal-eyelash mite, 2*12^4 = 41,472
 * (143) ternary-guppyspeck = 3^10 = 59,049
 * (72) octal-clover mite = 2*8^5 = 2*2^15 = 2^16 = 65,536
 * Duodecimal-dust mite, 5*12^4 = 103,680
 * Hexadecimal-eyelash mite, 2*16^4 = 2*2^16 = 2^17 = 131,072
 * (141) ternary-squeaker = 5*3^10 = 295,245
 * Hexadecimal-dust mite, 5*16^4 = 5*2^16 = 327,680
 * Hexadecimal-cheese mite = (108) binary-guppychunk, 8*16^4 = 2^3*2^16 = 2^19 = 524,288
 * ternary-pipsqueakcrowd = 3^12 = 531,441

(Class 2 numbers)
 * (53) guppybit = (110) binary-minnowcrumb, \(2^{20} = 1,048,576\)
 * (74) octal-pipsqueak = Binary-Guppybunch = 8^7 = 2^21 = 2,097,152 = (27)3
 * (142) ternary-small fry = (144) ternary-guppycrumb = (147) Ternary-Minnowspeck = 3^15 = 14,348,907
 * (111) binary-minnowchunk = 2^24 = 16,777,216
 * sexagesimal-eyelash mite = 2*60^4 = 25,920,000
 * (55) minnowbit = (112) binary-gobyspeck = Binary-Guppycrowd, \(2^{25} = 33,554,432\)
 * binary-minnowbunch, 2^26 = 67,108,864
 * ternary-pipsqueakswarm = 3^17 = 129,140,163
 * Hexadecimal-pipsqueak, 16^7 = 2^28 = 268,435,456
 * (113) binary-gobycrumb = binary-minnowcrowd = Binary-Guppyswarm = (121) octal-guppyspeck = 8^10 = 2^30 = 1,073,741,824
 * (145) ternary-guppychunk = 3^19 = 1,162,261,467
 * (146) ternary-guppy = (148) Ternary-minnowcrumb = 3^20 = 3,486,784,401
 * (76) octal-squeaker = 5*8^10 = 5,368,709,120
 * (114) binary-gobychunk = 2^34 = 17,179,869,184
 * (57) gobybit = 2^35 = binary-minnowswarm = 34,359,738,368
 * (149) ternary-minnowchunk = 3^24 = 282,429,536,481
 * (150) ternary-minnow = (151) ternary-gobyspeck = 3^25 = 847,288,609,443
 * (115) binary-gogolspeck = (170) quaternary-guppy = 4^20 = 2^40 = 1,099,511,627,776
 * ternary-minnowbunch = 3^26 = 2,541,865,828,329
 * Sexagesimal-pipsqueak, 60^7 = 2,799,360,000,000
 * Hexadecimal-squeaker, 5*16^10 = 5,497,558,138,880
 * (for comparison) Megafugathree = 3^3^3 = 3^27 = 7,625,597,484,987
 * (78) octal-small fry = (116) binary-gogolcrumb = (122) octal-guppycrumb = (124) octal-minnowspeck = 8^15 = 2^45 = 35,184,372,088,832
 * (174) quinary-guppy = 5^20 = 95,367,431,640,625
 * (152) ternary-gobycrumb = ternary-minnowcrowd = Ternary-Guppyswarm = 3^30 = 205,891,132,094,649
 * (153) ternary-gobychunk = 3^34 = 16,677,181,699,666,569
 * (154) ternary-goby = ternary-minnowswarm = 3^35 = 50,031,545,098,999,707
 * (117) binary-gogolchunk = 2^49 = 562,949,953,421,312
 * (59) gogolbit or base-4-minnow = 4^25 = 2^50 = 1125899906842624
 * binary-gogolbunch = 2^51 = 2251799813685248
 * binary-gogolcrowd = 2^55 = 36028797018963968
 * base-7-guppy = 7^20 = 79792266297612001
 * (123) octal-guppychunk = 8^19 = 2^57 = 144115188075855872
 * (54) guppybyte = (125) octal-minnowcrumb = binary-gogolswarm = \(8^{20} = 2^{60} = 1,152,921,504,606,846,976\)
 * (155) ternary-gogolspeck = 3^40 = 12,157,665,459,056,928,801
 * (79) binary-prawn = 2^65 = 36,893,488,147,419,103,232
 * (118) binary-ogolspeck = base-4-goby = 2^70 = 4^35 = 1180591620717411303424
 * (156) ternary-gogolcrumb = 3^45 = 2,954,312,706,550,833,698,643
 * (178) duodecimal-guppy = 12^20 = 3833759992447475122176
 * (126) octal-minnowchunk = 8^24 = 2^72 = 4722366482869645213696
 * (56) minnowbyte = (81) binary-lightweight = (119) binary-ogolcrumb = (127) Octal-gobyspeck = 8^25 = 2^75 = 37778931862957161709568
 * (157) ternary-gogolchunk = 3^49 = 239,299,329,230,617,529,590,083
 * octal-minnowbunch = 8^26 = 2^78 = 302231454903657293676544
 * (120) binary-ogolchunk = 2^79 = 604462909807314587353088
 * (158) ternary-gogol = 3^50 = 717,897,987,691,852,588,770,249
 * (61) ogolbit (182) hexadecimal-guppy = 16^20 = base-4-gogolspeck, 2^80 = 4^40 1208925819614629174706176
 * ternary-gogolbunch = 3^51 = 2153693963075557766310747
 * binary-ogolbunch = 2^81 = 2417851639229258349412352
 * binary-ogolcrowd = (83) Binary-twerpuloid = 2^85 = 38685626227668133590597632
 * (186) vigesimal-guppy = fztwenty = 20^20 = 104857600000000000000000000 (27 digits)
 * ternary-gogolcrowd = ternary-prawn-speck = 3^55 = 174449211009120179071170507
 * (85) binary-googolspeck = (128) octal-gobycrumb = binary-ogolswarm = octal-minnowcrowd = Octal-Guppyswarm = 8^30 = 2^90 = 1237940039285380274899124224
 * (87) binary-googolcrumb = 2^95 = 39614081257132168796771975168
 * ternary-gogolswarm = ternary-prawn-crumb = 3^60 = 42391158275216203514294433201 (29 digits long)
 * base-7-goby = 7^35 = 378818692265664781682717625943
 * (89) binary-googolchunk = 2^99 = 633825300114114700748351602688
 * (63) googolbit = (171) quaternary-gogol = 4^50 = 2^100 = 1267650600228229401496703205376
 * Binary-googolbunch = 2^101
 * (129) octal-gobychunk = 8^34 = 2^102 = 5070602400912917605986812821504
 * (159) ternary-prawn = ternary-lightweight-speck = 3^65 = 10301051460877537453973547267843
 * base 36-guppy = 3620 = 640 13367494538843734067838845976576 (32 digits)
 * (58) gobybyte = Binary-googolcrowd = Octal-minnowswarm = 8^35 = 2^105 = 40564819207303340847894502572032
 * octal-gobybunch = 8^36= 2^108 = 324518553658426726783156020576256
 * Binary-googolswarm = 2^110
 * (130) octal-gogolspeck = octal-gobycrowd = 8^40 = 2^120 = 1329227995784915872903807060280344576
 * (161) ternary-ogolspeck = ternary-prawn-crowd = 3^70 = 2503155504993241601315571986085849
 * (175) quinary-gogol = 5^50 = 88817841970012523233890533447265625
 * (190) sexagesimal-guppy = 60^20 = 365615844006297600000000000000000000
 * (160) Ternary-lightweight = (162) ternary-ogolcrumb = ternary-prawn-swarm = 3^75 = 608266787713357709119683992618861307 (36 digits)
 * (163) ternary-ogolchunk = 3^79 = 49269609804781974438694403402127765867 (38 digits)
 * duodecimal-goby = 1235 = 59066822915424320448445358917464096768 (38 digits)
 * (164) ternary-ogol = 3^80 = 147808829414345923316083210206383297601
 * (165) ternary-twerpuloid = 3^85 = 35917545547686059365808220080151141317043
 * (131) octal-gogolcrumb = octal-gobyswarm = 8^45 = 2^135 = 43556142965880123323311949751266331066368 (41 digits)
 * hexadecimal-goby, \(16^{35} = 2^{140}\) 1393796574908163946345982392040522594123776
 * base 7-gogol, 7^50 = 1798465042647412146620280340569649349251249
 * (166) ternary-googolspeck = 3^90 = 8727963568087712425891397479476727340041449
 * (60) gogolbyte = base-4-ogolcrumb, \(8^{50} = 4^{75} = 2^{150}\) 1427247692705959881058285969449495136382746624
 * (167) ternary-googolcrumb = 3^95 = 2120895147045314119491609587512844743630072107 (46 digits)
 * vigesimal-goby, \(20^{35}\) = 3435973836800000000000000000000000000000000000 (46 digits)
 * base-21-goby, \(21^{35}\) \(\approx 1.895 \times 10^{46}\) 18952884486433699020098042171468383867092598701 (47 digits)
 * (168) ternary-googolchunk = 3^99 = 171792506910670443678820376588540424234035840667
 * (169) ternary-googol = 3^100 = 515377520732011331036461129765621272702107522001
 * (172) quaternary-ogol = 4^80 = 2^160 = 1461501637330902918203684832716283019655932542976
 * ternary-googolbunch = 3^101 = 1546132562196033993109383389296863818106322566003
 * Octal-Gogolcrowd, 8^55

(For full decimal expansion/representation of these numbers in double asterisk (**), check out this page.)
 * base-36-goby, \(36^{35} = 6^{70} \approx 2.955 \times 10^{54}\)
 * (179) duodecimal-gogol = 12^50 ~9.1*1053
 * Octal-Gogolswarm = 8^60
 * (80) octal-prawn = 865 = 2195 (59 digits long)
 * (173) quaternary-googol = binary-gargoogol = (183) hexadecimal-gogol = 16^50 = 4^100 = 2^200 (61 digits)
 * sexagesimal-goby, \(60^{35} \approx 1.719 \times 10^{62}\)
 * (133) octal-ogolspeck = 8^70 = 2^210 (64 digits)
 * (187) vigesimal-gogol = \(20^{50} \approx 1.1259 \times 10^{65}\)
 * base 7-ogol = 7^80 \(\approx 4.0536 \times 10^{67}\) (**)
 * (82) octal-lightweight = (134) octal-ogolcrumb 8^75 = 2^225 (68 digits long)
 * (177) quinary-googol = 5^100 = (10^100/2^100)
 * (135) octal-ogolchunk = 8^79 = 2^237 (72 digits)
 * (62) ogolbyte = 8^80 = 2^240 (73 digits long) (**)
 * (84) octal-twerpuloid = 8^85 = 2^255 (77 digits) (**)
 * base 36-gogol = sexary-googol = 3650 = 6100 (78 digits) (**)
 * (86) octal-googolspeck = 8^90 = 2^270 (82 digits)
 * base-7-googol = 7^100 ~ 3.2344*10^84 (**)
 * (88) octal-googolcrumb = 8^95 = 2^285 (86 digits)
 * (180) duodecimal-ogol = 12^80 ~ 2.1602*1086 (87 digits)
 * (191) sexagesimal-gogol = 60^50 ~ 8.083*1088 (89 digits)
 * (90) octal-googolchunk = 8^99 = 2^297 (90 digits)
 * (64) googolbyte = 8^100 = 2^300 (91 digits long) (**)
 * binary-eceton = octal-googolbunch = 8^101 = 2^303 ~1.629*1091 (92 digits) (**)
 * Octal-googolcrowd = 8^105
 * (184) hexadecimal-ogol, 16^80 = 2^320 (97 digits long)
 * Octal-googolswarm = 8^110
 * hexadecimal-twerpuloid = 16^85 = 2^340 (103 digits)
 * (188) vigesimal-ogol = 20^80 ~ 1.208*10104
 * (185) Hexadecimal-googol = 16100 = 2400 ~ 2.582*10120
 * base 36-ogol = \(36^{80} = 6^{160} \approx 3.193 \times 10^{124}\)
 * (189) vigesimal-googol = 20^100 = 1.267*10130
 * (192) sexagesimal-ogol = 60^80 = 1.787*10142
 * ternary-eceton = 3^303 = (145 digits long)
 * base 36-googol = 36^100 = 6^200 = 4.268*10155
 * (193) sexagesimal-googol = 60^100 ~ 6.533*10177
 * base-4-eceton = 4^303 = 2^606 (183 digits long) (**)
 * quinary-eceton = 5^303 = (10^303/2^303) ~ 6.136*10211 (212 digits long)
 * base 7-eceton = 7^303 ~1.1607*10^256 (257 digits long)
 * octal-eceton = 8303 = 2909 ~4.327*10273
 * duodecimal-eceton = 12^303 ~ 9.815*10326
 * hexadecimal-eceton = \(16^{303} = 2^{1,212}\) ~ 7.052*10364
 * vigesimal-eceton = 20^303 ~ 1.6296*10394
 * base 36-eceton = 36^303 = 6^606 ~ 3.628*10471
 * sexagesimal-eceton = 60^303 ~ 6.023*10538

Basically,
 * \(\text{k-speck}\) = k/1010
 * \(\text{k-crumb}\) = k/100,000
 * \(\text{k-chunk}\) = k/10
 * \(\text{k-bunch}\) = k*10
 * \(\text{k-crowd}\) = k*100,000
 * \(\text{k-swarm}\) = k*1010
 * \(\text{n-eyelash mite} = 2 \times \text{n}^4\)
 * \(\text{n-dust mite} = 5 \times \text{n}^4\)
 * \(\text{n-cheese mite} = 8 \times \text{n}^4\)
 * \(\text{n-clover mite} = 2 \times \text{n}^5\),
 * \(\text{n-pipsqueak} = \text{n}^7\),
 * \(\text{n-squeaker} = 5 \times \text{n}^{10}\),
 * \(\text{n-small fry} = \text{n}^{15}\),
 * \(\text{n-guppy} = \text{n}^{20}\),
 * \(\text{n-minnow} = \text{n}^{25}\),
 * \(\text{n-goby} = \text{n}^{35}\),
 * \(\text{n-gogol} = \text{n}^{50}\),
 * \(\text{n-prawn} = \text{n}^{65}\),
 * \(\text{n-lightweight} = \text{n}^{75}\),
 * \(\text{n-twerpuloid} = \text{n}^{85}\),
 * \(\text{n-googol} = \text{n}^{100}\),
 * \(\text{n-eceton} = \text{n}^{303}\),

where k is any of the googolism, n is any base number.

List of numbers with -ding, -chime, etc. (in ascending order, including non-ExE numbers for comparison)
So, apparently, we have 37,485 possible names so far, not counting the base multipliers such as (-ding, -chime, -bell, -toll, -ring, -gong, etc.) If we have 1,005 possible suffixes (including the first 1,000 members of -gong series) then we have 37,485*1,005 = 37,672,425 names so far!!
 * binary-pipsqueak-ding or (57) gobybit, 2^35 = 34,359,738,368
 * ternary-pipsqueak-ding = ternary-goby, 3^35 = 50,031,545,098,999,707
 * millionding = Nonillion (10^30)
 * (197) (binary-guppyding) = little googol, 2100
 * pipsqueak-ding, \(10^{35}\) = (10) goby
 * eyelash mite-chime, 2*10^40
 * dust mite-chime, 5*10^40
 * cheese mite-chime, 8*10^40
 * dialogue-ding, \(10^{50}\) = (11) gogol
 * little squeaker-ding, 5*1050
 * (203) (binary-guppychime) = binary-gargoogol = quaternary-googol = 2^200
 * Pipsqueak-chime = ogolspeck (1070)
 * (199) Binary-gogolding, binary-minnowchime = \(2^{250}\)
 * small fry ding, \(10^{75}\) = (13) lightweight or Quattuorvigintillion in short scale
 * (194) guppyding = googol
 * binary-gobychime, \(2^{350} \approx 2.293 \times 10^{105}\)
 * ternary-gogolding = ternary-minnowchime, $$3^{250} \approx 1.906 \times 10^{119}$$
 * minnowding, \(10^{125}\)
 * small fry chime, E150 < 4^^3
 * base-4-gogolding = (206) binary-gogolchime = (201) binary-googolding, \(4^{250} = 2^{500} \approx 3.273 \times 10^{150}\)
 * base-5-gogolding, $$5^{250} \approx 5.527 \times 10^{174}$$
 * gobyding, $$10^{175}$$
 * base-6-gogolding, $$6^{250} \approx 3.449 \times 10^{194}$$
 * (205) guppychime = gargoogol, \(10^{200}\)
 * eyelash mite-bell, 2*10^200
 * base-7-gogolding, $$7^{250} \approx 1.881 \times 10^{211}$$
 * (shown for comparison) googoc, \(200^{100}\)
 * binary-ogolchime, \(2^{800} \approx 6.668 \times 10^{240}\) (an apocalyptic number)
 * (195) gogolding or minnowchime, \(10^{250}\)
 * duodecimal-gogolding, \(12^{250} \approx 6.242 \times 10^{269}\)
 * hexadecimal-gogolding = (209) binary-googolchime = 16^250 = 2^1000 ~ 1.071*10301
 * eceton, \(10^{303}\)
 * Shrimp-ding, \(10^{325}\)
 * gobychime, ogol-speck-ding, pipsqueak-bell, \(10^{350}\)
 * lightweight-ding, \(10^{375}\) = Agrasara
 * (257) ogolding, \(10^{400}\) = myriad-toll = \(\text{googol}^{4}\)
 * eyelash mite-toll, 2*10^400
 * twerpuloid-ding, \(10^{425}\)
 * sexagesimal-gogolding = 60^250 ~ 3.4494*10444
 * (202) octal-googolding = (207) octal-gogolchime = 8^500 = 2^1500 (cube of binary-googolding or binary-gogolchime)
 * (196) googolding or (208) gogolchime, \(10^{500}\)
 * duodecimal-googolding or duodecimal-gogolchime, \(12^{500} \approx 3.896 \times 10^{539}\)
 * base-36-goby-chime, \(36^{350} \approx 5.0801 \times 10^{544}\)
 * million-toll, \(10^{600}\)
 * hexadecimal-googolding or hexadecimal-gogolchime or binary-guppytoll, \(16^{500} = 2^{2,000} \approx 1.148 \times 10^{602}\)
 * Shrimp-chime, \(10^{650}\)
 * vigesimal-googolding or vigesimal-gogolchime, \(20^{500} \approx 3.273 \times 10^{650}\)
 * Pipsqueak-toll = \(10^{700}\)
 * Lightweight-chime or small fry-bell, \(10^{750}\)
 * Binary-minnow-toll, $$2^{2,500} \approx 3.758 \times 10^{752}$$
 * base 36-googolding or base 36-gogolchime or Sexary-googolchime, \(36^{500} = 6^{1,000} \approx 1.4166 \times 10^{778}\)
 * (258) Ogolchime, $$10^{800}$$
 * twerpuloid-chime, \(10^{850}\)
 * twerpuloid-bunch-chime, \(10^{860}\)
 * sexagesimal-googolding or sexagesimal-gogolchime, \(60^{500} \approx 1.19 \times 10^{889}\)
 * googolspeck-chime or twerpuloid-crowd-chime, \(10^{900}\)
 * Hexadecimal-lightweight-chime (or (210) octal-googolchime), \(16^{750} = 8^{1,000} = 2^{3,000}\)
 * googolcrumb-chime twerpuloid-swarm-chime, \(10^{950}\)
 * googolchunk-chime = googolchime-speck = \(10^{990}\)
 * googolchime-crumb = \(10^{995}\)
 * googolchime-chunk = \(10^{999}\)
 * (211) Googolchime or gargoogolding = (245) guppybell, \(10^{1,000}\)
 * googolbunch-chime (or googolty-chime, googolchime-swarm) = \(10^{1,010}\)
 * googolswarm-chime = \(10^{1,100}\)
 * ternary-minnow-toll = Googgool
 * hexadecimal-googolchime = binary-ogolbell = \(16^{1,000} = 2^{4,000} \approx 1.318 \times 10^{1,204}\)
 * minnowbell = \(10^{1,250}\)
 * small fry-toll = \(10^{1,500}\)
 * binary-googolbell = base 4-minnow toll \(2^{5,000} = 4^{2,500} \approx 1.412 \times 10^{1,505}\)
 * (452) Ecetonding, \(10^{1,515}\)
 * base 36-googolchime = sexary (senary)-guppytoll = \(36^{1,000} = 6^{2,000} \approx 2.007 \times 10^{1,556}\)
 * base-5-minnow-toll = $$5^{2,500} \approx 2.66 \times 10^{1,747}$$
 * gobybell = \(10^{1,750}\)
 * sexagesimal-googolchime = \(60^{1,000} \approx 1.417 \times 10^{1,778}\)
 * senary-minnow-toll, $$6^{2,500} \approx 2.388 \times 10^{1,945}$$
 * gargoogolchime or guppytoll, \(10^{2,000}\)
 * eyelash mite-ring, 2*10^2,000
 * base-7-minnow-toll, $$7^{2,500} \approx 5.560 \times 10^{2,112}$$
 * octal-minnow-toll, $$8^{2,500} = 2^{7,500} \approx 5.308 \times 10^{2,257}$$
 * base-9-minnow-toll, $$9^{2,500} = 3^{5,000} \approx 4.039 \times 10^{2,385}$$
 * minnow-toll or (251) gogolbell, $$10^{2,500}$$
 * (comparison) Millillion, \(10^{3,003}\)
 * (453) Ecetonchime, \(10^{3,030}\)
 * prawn-bell = 103,250
 * gobytoll or pipsqueak-ring, \(10^{3,500}\)
 * lightweight-bell = \(10^{3,750}\)
 * (259) Ogolbell = \(10^{4,000}\)
 * eyelash mite-gong, 2*10^4,000
 * twerpuloid-bell = \(10^{4,250}\)
 * Googolspeck-bell = 10^4500
 * octal-googolbell \(8^{5,000} = 2^{15,000} \approx 2.818 \times 10^{4,515}\)
 * (212) Googolbell or gar-minnow-toll or (252) gogoltoll, \(10^{5,000}\)
 * million-gong = \(10^{6,000}\)
 * hexadecimal-googolbell \(16^{5,000} = 2^{20,000} \approx 3.98 \times 10^{6,020}\)
 * prawn-toll = \(10^{6,500}\)
 * pipsqueak-gong, \(10^{7,000}\)
 * small fry-ring or lightweight-toll = \(10^{7,500}\)
 * (260) Ogoltoll, \(10^{8,000}\)
 * twerpuloid-toll, \(10^{8,500}\)
 * Googolspeck-toll = 10^9000
 * (213) Googoltoll or guppyring, \(10^{10,000}\)
 * minnowring = \(10^{12,500}\)
 * small fry-gong = \(10^{15,000}\)
 * (454) ecetonbell = E(303*50) = E15,150 = \(10^{15,150}\)
 * gobyring, \(10^{17,500}\)
 * (247) Guppygong, \(10^{20,000}\)
 * minnowgong or gogolring, \(10^{25,000}\)
 * (455) Ecetontoll, \(10^{30,300}\)
 * prawn-ring, \(10^{32,500}\)
 * gobygong, \(10^{35,000}\)
 * lightweight-ring, \(10^{37,500}\)
 * ogolring, \(10^{40,000}\)
 * twerpuloidring, \(10^{42,500}\)
 * googolring or (253) gogolgong, \(10^{50,000}\)
 * prawn-gong, \(10^{65,000}\)
 * lightweight-gong,\(10^{70,000}\)
 * (261) Ogolgong, \(10^{80,000}\)
 * twerpuloidgong, \(10^{85,000}\)
 * (214) googolgong or Guppyclang, \(10^{100,000}\) or \(10^{10^{5}}\)
 * ecetonring, \(10^{151,500}\)
 * Gargoogolgong, 10^200000
 * Gogolclang, 10^250000
 * (456) Ecetongong, \(10^{303,000}\)
 * Googolclang, 10^500000
 * Gargoogolclang, 10^1,000,000
 * eyelash mite-bong, 2*10^4,000,000
 * pipsqueak-bong, \(10^{7,000,000}\)
 * small fry-bong = \(10^{15,000,000}\)
 * (248) Guppybong, \(10^{20,000,000}\)
 * (comparison) Largest known prime, \(2^{74,207,281} -1 \approx 3.0038\times 10^{22,338,617}\)
 * minnowbong, \(10^{25,000,000}\)
 * gobybong, \(10^{35,000,000}\)
 * (254) gogolbong, \(10^{50,000,000}\)
 * prawn-bong, \(10^{65,000,000}\)
 * lightweight-bong, \(10^{75,000,000}\)
 * (262) ogolbong, \(10^{80,000,000}\)
 * twerpuloid-bong, \(10^{85,000,000}\)
 * (215) googolbong = E100,000,000 = \(10^{100,000,000}\) or \(10^{10^{8}}\)
 * (457) ecetonbong, \(10^{303,000,000}\)
 * eyelash mite-throng, 2*10^4,000,000,000
 * (comparison) \(10^{4,294,967,296} +1 \)
 * pipsqueak-throng, \(10^{7,000,000,000}\)
 * small fry-throng = \(10^{15,000,000,000}\)
 * (249) Guppythrong, \(10^{20,000,000,000}\)
 * minnowthrong, \(10^{25,000,000,000}\)
 * gobythrong, \(10^{35,000,000,000}\)
 * (255) gogolthrong, \(10^{50,000,000,000}\)
 * prawn-throng, \(10^{65,000,000,000}\)
 * lightweight-throng, \(10^{75,000,000,000}\)
 * (263) ogolthrong, \(10^{80,000,000,000}\)
 * twerpuloid-throng, \(10^{85,000,000,000}\)
 * (216) googolthrong, \(10^{100,000,000,000,000}\)
 * pipsqueak-gandingan, \(10^{7,000,000,000,000}\)
 * small fry-gandingan = \(10^{15,000,000,000,000}\)
 * (250) Guppygandingan, \(10^{20,000,000,000,000}\)
 * minnowgandingan, \(10^{25,000,000,000,000}\)
 * gobygandingan, \(10^{35,000,000,000,000}\)
 * (256) gogolgandingan, \(10^{50,000,000,000,000}\)
 * prawn-gandingan, \(10^{65,000,000,000,000}\)
 * lightweight-gandingan, \(10^{75,000,000,000,000}\)
 * (264) ogolgandingan, \(10^{80,000,000,000}\)
 * twerpuloid-gandingan, \(10^{85,000,000,000}\)
 * (217) googolgandingan or (218) googolquadrigong, \(10^{100,000,000,000,000}\)
 * (459) ecetongandingan, \(10^{303,000,000,000,000}\)
 * (219) googolquintigong, \(10^{100,000,000,000,000,000}\) or \(10^{10^{17}}\) or \(E17\#2\)
 * (220) googolsextigong or (265) guppyplex, \(10^{100,000,000,000,000,000,000}\) or \(10^{10^{20}}\) or \(E20\#2\)
 * (221) googolseptigong = \(10^{10^{23}}\) or \(E23\#2\)
 * (222) googoloctigong = \(10^{10^{26}}\) or \(E26\#2\)
 * (223) googolnonigong = \(10^{10^{29}}\) or \(E29\#2\)
 * (224) googoldecigong = \(10^{10^{32}}\) or \(E32\#2\)
 * (225) googol-undecigong = \(10^{10^{35}}\) or \(E35\#2\)
 * (226) googol-duodecigong = \(10^{10^{38}}\) or \(E38\#2\)
 * (227) googol-tredecigong = \(10^{10^{41}}\) or \(E41\#2\)

You may notice the undeci-, duodeci-, etc. when added to -gong is just like the -illions. The -gong multiplies the base value by 1,000. So -gong is like million, -bong is like billion, -throng is like trillion, etc.

So, the topmost exponent of googol-x-gong is n, while x-illionplex is n+1, where x is an integer.

So let's skip to interesting googol-n-gong numbers (starting 20th member).
 * (234) googolvigintigong = \(10^{10^{62}}\) or \(E62\#2\)
 * googol-quinvigintigong = \(10^{10^{77}}\) or \(E77\#2\)
 * (235) googoltrigintigong = \(10^{10^{92}}\) or \(E92\#2\)
 * (comparison) Googolplex = \(10^{10^{100}} = E100\#2\)

At this point, 1010 120, a high estimate for the time for the Universe to reach its final energy state (from Wikipedia's )


 * (236) googolquadragintigong = EE122 = 10^10^122
 * (237) googolquinquagintigong = EE152 = 10^10^152 \(E152\#2\)
 * (238) googolsexagintigong = EE182 = 10^10^182 \(E182\#2\)
 * (comparison) gargoogol-plexed = \(10^{10^{200}} = E200\#2\)
 * (239) googolseptuagintigong = EE212 = 10^10^212 \(E212\#2\)
 * (240) googoloctogintigong = EE242 = 10^10^242 \(E242\#2\)
 * (241) googolnonagintigong = EE272 = 10^10^272 \(E272\#2\) (misspelled 'nonaginti' as 'noniginti')
 * googolnovemnonagintigong = EE299 = 10^10^299 \(E299\#2\)
 * (242) googolcentigong = EE302 = 10^10^302 \(E302\#2\)


 * googolsesquicentigong or googolquinquacentigong (150th member) = 10^10^452 \(E452\#2\)

Obviously, if we use Latin numbers further, then we get:
 * googolnongentigong = EE2702 = 10^10^2,702 \(E2,702\#2\)
 * googolnovemnonagintinongentigong = EE2999 = 10^10^2,999 \(E2,999\#2\)
 * (243) googolmilligong = EE3002 = 10^10^3,002 \(E3,002\#2\)
 * (244) googolmilli-milligong or googolmegagong = EE3,000,002 = 10^10^3,000,002 \(E3,000,002\#2\)
 * googolgigagong = EE3,000,000,002 = 10^10^3,000,000,002 \(E3,000,000,002\#2\)
 * googolteragong, 10^10^3,000,000,000,002 \(E3,000,000,000,002\#2\)
 * googolpetagong, 10^10^3,000,000,000,000,002 \(E3,000,000,000,000,002\#2\)
 * googolexagong, 10^10^3,000,000,000,000,000,002 \(E3,000,000,000,000,000,002\#2\)
 * googolzettagong, 10^10^(3*10^21+2) \(E3,000,000,000,000,000,000,002\#2\)
 * googolyottagong, 10^10^(3*10^24+2) \(E3,000,000,000,000,000,000,000,002\#2\)

The list is still under construction, so feel free to add any of the googolisms here.

List of numbers with -plex of multiple plexes etc.
n-plex is obviously means 10^n (or 1 followed by n zeros) (except for Bowers' case), and also instead of using -plexian, -plexianite, we use -duplex, -triplex, etc. We can go further by applying Latin numbers just like -illions and -gong.

And as for base modifier such as binary-googol (2^100), we can use -plex such as binary-googolplex (which is either 210 100 or 22 100 ), but if we are using Hyper-E notation, n-googol means, E(n)100, while n-googolplex = E(n)100#2. So binary-googolplex is equal to latter (22 100 or E(2)100#2) rather than 210 100.

So, if we had 37,672,425 list of possible names, combining with -plex (assuming up to 1,000), then we have 37,672,425,000 possible names created (not counting the other suffixes created by ArtismScrub)!! Pretty huge, isn't it?

List of numbers:
 * Eyelash mite-plex = \(10^{20,000}\) (guppygong)
 * Dust mite plex = \(10^{50,000}\) (gogolgong)
 * Cheese mite-plex = \(10^{80,000}\) (ogolgong)
 * Clover mite-plex = \(10^{200,000}\) (gargoogolgong)
 * Millionplex, (460) milliplexion or maximusmillion = \(10^{10^{6}} = 10^{1,000,000} = E6\#2\)
 * Pipsqueak-plex = \(10^{10^{7}} = 10^{10,000,000} = E7\#2\)
 * Myllionplex or mylliplexion = googolbong = \(10^{10^{8}} = 10^{100,000,000} = E8\#2\)
 * Billionplex or (461) billiplexion = \(10^{10^{9}} = 10^{1,000,000,000} = E9\#2\)
 * Squeaker-plex = \(10^{50,000,000,000}\)
 * Trillionplex or (462) trilliplexion = \(10^{10^{12}} = 10^{1,000,000,000,000} = E12\#2\)
 * Quadrillionplex or quadrilliplexion or small fry-plex = \(10^{10^{15}} = E15\#2\)
 * Quintillionplex or quintilliplexion = \(10^{10^{18}} = E18\#2\)
 * (265) Guppyplex = \(10^{10^{20}} = E20\#2\)
 * Sextillionplex or sextilliplexion = \(10^{10^{21}} = E21\#2\)
 * Septillionplex or septilliplexion = \(10^{10^{24}} = E24\#2\)
 * Minnowplex = \(10^{10^{25}} = E25\#2\)
 * (286) googolplexibit = Binary-googolplex = \(2^{2^{100}} = 2^{100}\#2 \approx 10^{3.816 \times 10^{29}}\)
 * Gobyplex = \(10^{10^{35}} = E35\#2\)
 * Ternary-googolplex = \(3^{3^{100}} = 3^{100}\#2 \approx 10^{2.458 \times 10^{47}}\)
 * (307) gogolplex = \(10^{10^{50}} = E50\#2\)
 * Base 4-googolplex = \(4^{4^{100}} = 4^{100}\#2 \approx 10^{9.674 \times 10^{59}}\)
 * Prawn-plex = \(10^{10^{65}} = E65\#2\)
 * Base 5-googolplex = \(5^{5^{100}} = 5^{100}\#2 \approx 10^{5.514 \times 10^{69}}\)
 * Lightweight-plex = \(10^{10^{75}} = E75\#2\)
 * Ogolplex = \(10^{10^{80}} = E80\#2\)
 * Twerpuloid-plex = \(10^{10^{85}} = E85\#2\)
 * (328) Googolplexibyte = \(8^{8^{100}} = 8^{100}\#2 \approx 10^{1.839 \times 10^{90}}\)
 * Googolplex = \(10^{10^{100}} = E100\#2\)
 * Duodecimal-googolplex = \(12^{12^{100}} = 12^{100}\#2 \approx 10^{9.938 \times 10^{107}}\)
 * Hexadecimal-googolplex = \(16^{16^{100}} = 16^{100}\#2 \approx 10^{3.109 \times 10^{120}}\)
 * (comparison) Tritet Jr. = 4^^4 ~ 108.07*10 153
 * Gargoogol-plexed = \(10^{10^{200}} = E200\#2\) (the reason why is has '-plexed' is because the number is inputting gar- before putting -plex, and also to avoid confusion with gargoogolplex or 10(2*10 100) )
 * (425) ecetonplex = \(10^{10^{303}} = E303\#2\)
 * googolplexiding = \(10^{10^{500}} = E500\#2\)
 * (349) googolplexichime = \(10^{10^{1,000}} = E1,000\#2\)
 * googolplexibell = \(10^{10^{5,000}} = E5,000\#2\)
 * (370) googolplexitoll = \(10^{10^{10,000}} = E10,000\#2\)
 * googolplexiring = \(10^{10^{50,000}} = E50,000\#2\)
 * (391) googolplexigong = \(10^{10^{100,000}} = 10^{10^{10^{5}}} = E100,000\#2 = E5\#3\)
 * googolplexiclang = \(10^{10^{500,000}} = E500,000\#2\)
 * (463) milliduplexion = \(10^{10^{1,000,000}} = 10^{10^{10^{6}}} = E1,000,000\#2 = E6\#3\)
 * Pipsqueak-duplex = \(10^{10^{10,000,000}} = 10^{10^{10^{7}}} = E10,000,000\#2 = E7\#3\)
 * (412) googolplexibong = \(10^{10^{100,000,000}} = 10^{10^{10^{8}}} = E100,000,000\#2 = E8\#3\)
 * billion-duplex or (464) billiduplexion = \(10^{10^{1,000,000,000}} = 10^{10^{10^{9}}} = E1,000,000,000\#2 = E9\#3\)
 * Squeaker-duplex, \(10^{10^{50,000,000,000}} = E50,000,000,000\#2\)
 * (418) googolplexithrong = \(10^{10^{100,000,000,000}} = 10^{10^{10^{11}}} = E100,000,000,000\#2 = E11\#3\)
 * trillionduplex = (465) trilliduplexion = \(10^{10^{1,000,000,000,000}} = 10^{10^{10^{12}}} = E1,000,000,000,000\#2 = E12\#3\)
 * (comparison) 3^^5, ~1010 3.638*10 12
 * Googolplexigandingan = 10^10^10^14
 * small fry-duplex = \(10^{10^{10^{15}}} = E15\#3\)
 * (266) guppyduplex = \(10^{10^{10^{20}}} = E20\#3\)
 * minnowduplex = \(10^{10^{10^{25}}} = E25\#3\)
 * (287) Googolduplexibit = \(2^{2^{2^{100}}} = 2^{100}\#3 \approx 10^{10^{3.816 \times 10^{29}}}\)
 * (comparison) First Skewes number, \(e^{e^{e^{79}}} \approx 10^{10^{10^{34}}}\)
 * gobyduplex = \(10^{10^{10^{35}}} = E35\#3\)
 * (308) gogolduplex = \(10^{10^{10^{50}}} = E50\#3\)
 * Ogolduplex = \(10^{10^{10^{80}}} = E80\#3\)
 * Twerpuloid-duplex = \(10^{10^{10^{85}}} = E85\#3\)
 * (329) googolduplexibyte = 88 8 100 = 8^100#3 ~ \(10^{10^{1.839 \times 10^{90}}}\)
 * Googolduplex = 1010 10 100
 * Duodecimal-googolduplex = 1212 12 100 = 12^100#3 ~ \(10^{10^{9.938 \times 10^{107}}}\)
 * Hexadecimal-Googolduplex = 1616 16 100 = 16^100#3 ~ \(10^{10^{3.109 \times 10^{120}}}\)
 * (426) Ecetonduplex = \(10^{10^{10^{303}}} = E303\#3\)
 * Googolduplexiding = \(10^{10^{10^{500}}} = E500\#3\)
 * (comparison) The second Skewes number, \(e^{e^{e^{e^{7.705}}}} \approx 10^{10^{10^{963}}}\)

(At this point, I need to change into table for more convenient usage and to avoid mess ups.)

List of numbers with -logue
Coming soon

Work in progress!

You may also check out this page as well.

You may also check out this page for full representation of some the ExE numbers. (51-10,000 digits)

(New) Check out this page for list of possible googologisms (googolisms) in this system.