User talk:Aaeinstein54

Re: Myrilllion 30003 Protocols ==

 This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License.

The familiarity with numbers like million billion or trillion but how far does the "illion" numbers go? the furthest that have been seen in the literature is milli-millillion (10^3000003) which is called a micrillion Some time ago about 8 years or so ago being interested in mathematically large numbers and names that have been invented for illion numbers past a centillion higher than I've seen in books  and statistics presently by continuing the trend deci, centi, by using milli, micro, nano, pico, femto, and atto. Sometimes later It was found out there were names "millillion" for 10^3003 I found this name mentioned on Wikipedia's fascinating web site on large numbers Following is a list of the "illion" numbers those above millillion are names Ilinventedalong with googol googolplex and googolduplex for size reference the ones less than micrillion are shown on the above mentioned web site naming rules up to the millillion range are mentioned in The Book of Numbers by Conway and Guy that recently changed some of the numbers to match with the polytope suffixes. Million - 1,000,000 Billion - 1,000,000,000 Trillion - 10^12 Quadrillion - 10^15 Quintillion - 10^18 Sextillion - 10^21 Septillion - 10^24 Octillion - 10^27 Nonillion - 10^30 Decillion - 10^33 Undecillion - 10^36 Doedecillion - 10^39 Tredecillion - 10^42 Quattuordecillion - 10^45 Quindecillion - 10^48 Sexdecillion - 10^51 Septendecillion - 10^54 Octodecillion - 10^57 Novemdecillion - 10^60 Vigintillion - 10^63 Trigintillion - 10^93 Googol - 10^100 - shown for comparison Quadragintillion - 10^123 Quinquagintillion - 10^153 Sexagintillion - 10^183 Septuagintillion - 10^213 Octogintillion - 10^243 Nonagintillion - 10^273 Centillion - 10^303 Cenuntillion - 10^306 Duocentillion - 10^309 Centretillion - 10^312 Ducentillion - 10^603 Trecentillion - 10^903 Quadringentillion - 10^1203 Quingentillion - 10^1503 Sescentillion - 10^1803 Septingentillion - 10^2103 Octingentillion - 10^2403 Nongentillion - 10^2703 Millillion - 10^3003 Myrillion - 10^30003 Micrillion - 10^ 3000003 Nanillion - 10^ 3billion3 Picillion - 10^ 3trillion3 Femtillion - 10^ 3quadrillion3 Attillion - 10^ 3 quintillion3 Zeptillion - 10^ 3sextillion3 Yoctillion - 10^ 3septillion3 Xonillion - 10^ 3octillion3 Vecillion - 10^ 3nonillion3 Mecillion - 10^ 3decillion3 Duecillion - 10^ 3undecillion3 Trecillion - 10^ 3doedecillion3 Tetrecillion - 10^ 3tridecillion3 Pentecillion - 10^ 3quattuordecillion3 Hexecillion - 10^ 3quindecillion3 Heptecillion - 10^ 3sexdecillion3 Octecillion - 10^ 3septendecillion3 Ennecillion - 10^ 3octodecillion3 Icosillion - 10^ 3novemdecillion3 Triacontillion - 10^ (3x10^90+3) Googolplex - 10^10^100 - shown for comparison Tetracontillion - 10^ (3x10^120+3) Pentacontillion - 10^ (3x10^150+3) Hexacontillion - 10^ (3x10^180+3) Heptacontillion - 10^ (3x10^210+3) Octacontillion - 10^ (3x10^240+3) Ennacontillion - 10^ (3x10^270+3) Hectillion - 10^ (3x10^300+3) Killillion - 10^ (3x10^3000+3) Megillion - 10^ (3x10^3million +3) Gigillion - 10^ (3x10^3billion +3) Terillion - 10^ (3x10^3trillion +3) Petillion - 10^ (3x10^3quadrillion +3) Exillion - 10^ (3x10^3quintillion +3) Zettillion - 10^ (3x10^3sextillion +3) Yottillion - 10^ (3x10^3septillion +3) Xennillion - 10^ (3x10^3octillion +3) Dakillion - 10^ (3x10^3nonillion +3) - old name vekillion Hendillion - 10^ (3x10^3decillion +3) - old name mekillion Dokillion - 10^ (3x10^3undecillion +3) - old name duekillion Tradakillion - 10^ (3x10^3doedecillion +3) - old name trekillion Tedakillion - 10^ (3x10^3tridecillion +3) - old name tetrekillion Pedakillion - 10^ (3x10^3quattuordecillion +3) - old name pentekillion Exdakillion - 10^ (3x10^3quindecillion +3) - old name hexekillion Zedakillion - 10^ (3x10^3sexdecillion +3) - old name heptekillion Yodakillion - 10^ (3x10^3septendecillion +3) - old name octekillion Nedakillion - 10^ (3x10^3octodecillion +3) - old name ennekillion Ikillion - 10^ (3x10^(3x10^60) +3) - old name twentillion Ikenillion - 10^ (3x10^(3x10^63) +3) Icodillion - 10^ (3x10^(3x10^66) +3) Ictrillion - 10^ (3x10^(3x10^69) +3) - old name triatwentillion Icterillion - 10^ (3x10^(3x10^72) +3) Icpetillion - 10^ (3x10^(3x10^75) +3) Ikectillion - 10^ (3x10^(3x10^78) +3) Iczetillion - 10^ (3x10^(3x10^81) +3) Ikyotillion - 10^ (3x10^(3x10^84) +3) Icxenillion - 10^ (3x10^(3x10^87) +3) Trakillion - 10^ (3x10^(3x10^90) +3) - old name thirtillion Googolduplex - 10^10^10^100 - shown for comparison Tekillion - 10^ (3x10^(3x10^120) +3) - old name fortillion Pekillion - 10^ (3x10^(3x10^150) +3) - old name fiftillion Exakillion - 10^ (3x10^(3x10^180) +3) - old name sixtillion Zakillion - 10^ (3x10^(3x10^210) +3) - old name seventillion Yokillion - 10^ (3x10^(3x10^240) +3) - old name eightillion Nekillion - 10^ (3x10^(3x10^270) +3) - old name nintillion Hotillion - 10^ (3x10^(3x10^300) +3) - old name hundrillion Botillion - 10^ (3x10^(3x10^600) +3) Trotillion - 10^ (3x10^(3x10^900) +3) Totillion - 10^ (3x10^(3x10^1200) +3) Potillion - 10^ (3x10^(3x10^1500) +3) Exotillion - 10^ (3x10^(3x10^1800) +3) Zotillion - 10^ (3x10^(3x10^2100) +3) Yootillion - 10^ (3x10^(3x10^2400) +3) Notillion - 10^ (3x10^(3x10^2700) +3) Kalillion - 10^ (3x10^(3x10^3000) +3) - old name thousillion Dalillion - 10^ (3x10^(3x10^6000) +3) Tralillion - 10^ (3x10^(3x10^9000) +3) Talillion - 10^ (3x10^(3x10^12,000) +3) Palillion - 10^ (3x10^(3x10^15,000) +3) Exalillion - 10^ (3x10^(3x10^18,000) +3) Zalillion - 10^ (3x10^(3x10^21,000) +3) Yalillion - 10^ (3x10^(3x10^24,000) +3) Nalillion - 10^ (3x10^(3x10^27,000) +3) Dakalillion - 10^ (3*10^ (3*10^30,000) +3) - also called *manillion Hotalillion - 10^ (3*10^ (3*10^300,000) +3) - also called *lakhillion Mejillion - 10^ (3x10^(3x10^3,000,000) +3) Dakejillion - 10^ (3*10^ (3*10^30,000,000) +3) - also called *crorillion Hotejillion - 10^ (3*10^ (3*10^300,000,000) +3) - also called *awkillion Googoltriplex - 10^10^10^10^100 - shown for comparison Gijillion - 10^ (3x10^(3x10^3,000,000,000) +3) Astillion - 10^ (3x10^(3x10^3trillion) +3) Lunillion - 10^ (3x10^(3x10^3quadrillion) +3) Fermillion - 10^ (3x10^(3x10^3quintillion) +3) Jovillion - 10^ (3x10^(3x10^3sextillion) +3) Solillion - 10^ (3x10^(3x10^3septillion) +3) Betillion - 10^ (3x10^(3x10^3octillion) +3) Glocillion - 10^ (3x10^(3x10^3nonillion) +3) Gaxillion - 10^ (3x10^(3x10^3decillion) +3) Supillion - 10^ (3x10^(3x10^3undecillion) +3) Versillion - 10^ (3x10^(3x10^3dodecillion) +3) Multillion - 10^ (3x10^(3x10^3tredecillion) +3) Googolquadraplex - 10^10^10^10^10^100 - shown for comparison Googolquinplex - 10^10^10^10^10^10^100 - shown for comparison
 * Illion Numbers
 * Platillion - 10^6000
 * Bentrizillion - 10^ (6*10^ (6*10^ (6*10^6billion)))
 * Number names denoted with an asterisk were mentioned to mebut I have no idea where they originated from.


 * Category theory

The logarithmic scale can compactly represent a list containing selected positive numbers in increasing order including counts of things dimensionless quantity and probabilities Each number is given a name in the short scale which is used in English speaking countries as well as a name in the long scale which is used in some of the countries that do not have English as their national language.

Smaller than 10−100 (one googolth)

10−100 to 10−30

10−30

10−27

10−24

10−21

10−18

10−15

10−12

10−9

10−6

10−3

10−2

10−1

100

101

102

103

104

105

106

107

108

109

1010

1011

1012

1015

1018

1021

1024

1027

1030

1033

1036

1039

1042 to 10100

10100 (one googol) to 1010100 (one googolplex)

Larger than 1010100

See also

References	Edit

^ Kittel, Charles and Herbert Kroemer (1980). Thermal Physics (2nd ed.). W. H. Freeman Company. p. 53. ISBN 0-7167-1088-9. ^ There are around 130,000 letters and 199,749 total characters in Hamlet; 26 letters ×2 for capitalization, 12 for punctuation characters = 64, 64199749 ≈ 10360,783. ^ Bridge hands ^ P. L. Walraven and H. J. Lebeek. "Foveal Sensitivity of the Human Eye in the Near Infrared". J. Opt. Soc. Am. 53, 765–766 (1963). ^ http://www.guinnessworldrecords.com/world-records/most-pi-places-memorised ^ The On-Line Encyclopedia of Integer Sequences ^ Plouffe's Inverter ^ Christof Baron (2015). "Facebook users worldwide 2016 | Statista". Statista. statista.com. ^ a b "Earth microbes on the moon". Science@Nasa. 1 September 1998. Retrieved 2 November 2010. ^ "there was, to our knowledge, no actual, direct estimate of numbers of cells or of neurons in the entire human brain to be cited until 2009. A reasonable approximation was provided by Williams and Herrup (1988), from the compilation of partial numbers in the literature. These authors estimated the number of neurons in the human brain at about 85 billion [...] With more recent estimates of 21–26 billion neurons in the cerebral cortex (Pelvig et al., 2008 ) and 101 billion neurons in the cerebellum (Andersen et al., 1992 ), however, the total number of neurons in the human brain would increase to over 120 billion neurons." Herculano-Houzel, Suzana. "The human brain in numbers: a linearly scaled-up primate brain". Front. Hum. Neurosci. 3. doi:10.3389/neuro.09.031.2009. ^ Kapitsa, Sergei P (1996). "The phenomenological theory of world population growth". Physics-Uspekhi. 39 (1): 57–71. (citing the range of 80 to 150 billion); see world population. ^ Elizabeth Howell, How Many Stars Are in the Milky Way?, Space.com, 21 May 2014 (citing estimates from 100 to 400 billion). ^ "While estimates among different experts vary, an acceptable range is between 100 billion and 200 billion galaxies, Mario Livio, an astrophysicist at the Space Telescope Science Institute in Baltimore, told Space.com." Elizabeth Howell,, How Many Galaxies Are There?, Space.com, 1 April 1, 2014. ^ Xavier Gourdon (October 2004). "Computation of zeros of the Zeta function". Retrieved 2 November 2010. ^ Alexander J. Yee & Shigeru Kondo (28 Dec 2013). "12.1 Trillion Digits of Pi". Retrieved 17 Feb 2014. ^ Savage, D. C. (1977). "Microbial Ecology of the Gastrointestinal Tract". Annual Review of Microbiology. 31: 107–33. doi:10.1146/annurev.mi.31.100177.000543. . ^ Berg, R. (1996). "The indigenous gastrointestinal microflora". Trends in Microbiology. 4 (11): 430–5. doi:10.1016/0966-842X(96)10057-3. . ^ Koch, Christof. Biophysics of computation: information processing in single neurons. Oxford university press, 2004. ^ Bert Holldobler and E.O. Wilson The Superorganism: The Beauty, Elegance, and Strangeness of Insect Societies New York:2009 W.W. Norton Page 5 ^ "60th Birthday of Microelectronics Industry". Semiconductor Industry Association. 13 December 2007. Retrieved 2 November 2010. ^ Sequence A131646 in The On-Line Encyclopedia of Integer Sequences ^ "Frequently Asked Questions on Entomology". Entomological Society of America. ^ Ivan Moscovich, 1000 playthinks: puzzles, paradoxes, illusions & games, Workman Pub., 2001 ISBN 0-7611-1826-8. ^ "Scores of Zimbabwe farms 'seized'". BBC. 23 February 2009. Retrieved 14 March 2009. ^ To see the Universe in a Grain of Taranaki Sand ^ [1] ^ "How Many Transistors Have Ever Shipped? - Forbes". Retrieved 1 September 2015. ^ Sudoku enumeration ^ "Star count: ANU astronomer makes best yet". The Australian National University. 17 July 2003. Archived from the original on July 24, 2005. Retrieved 2 November 2010. ^ "Astronomers count the stars". BBC News. July 22, 2003. Retrieved 2006-07-18. "trillions-of-earths-could-be-orbiting-300-sextillion-stars" van Dokkum, Pieter G.; Charlie Conroy (2010). "A substantial population of low-mass stars in luminous elliptical galaxies". Nature. 468 (7326): 940–942. arXiv:1009.5992. Bibcode:2010Natur.468..940V. doi:10.1038/nature09578. . "How many stars?"; see mass of the observable universe ^ How many atoms are in the human body? ^ William B. Whitman; David C. Coleman; William J. Wiebe (1998). "Prokaryotes: The unseen majority". Proceedings of the National Academy of Sciences of the United States of America. 95 (12): 6578–6583. doi:10.1073/pnas.95.12.6578. PMC 33863. . ^ (sequence A070177 in the OEIS) ^ (sequence A035064 in the OEIS) ^ John Tromp (2010). "John's Chess Playground". ^ Planck Collaboration (2015). "Planck 2015 results. XIII. Cosmological parameters (See Table 4 on page 31 of pfd).". arXiv:1502.01589. ^ Paul Zimmermann, "50 largest factors found by ECM". ^ Matthew Champion, "Re: How many atoms make up the universe?", 1998 ^ WMAP- Content of the Universe. Map.gsfc.nasa.gov (2010-04-16). Retrieved on 2011-05-01. ^ "Names of large and small numbers". bmanolov.free.fr. Miscellaneous pages by Borislav Manolov. ^ http://www.richardeldridge.com ^ Chris Caldwell, The Top Twenty: Elliptic Curve Primality Proof at The Prime Pages. ^ Chris Caldwell, The Top Twenty: Twin Primes at The Prime Pages. ^ Chris Caldwell, The Top Twenty: Sophie Germain (p) at The Prime Pages. ^ Chris Caldwell, The Top Twenty: Palindrome at The Prime Pages. ^ PrimeGrid's Primorial Prime Search ^ Chris Caldwell, The Top Twenty: Factorial primes at The Prime Pages. ^ From the third paragraph of the story: "Each book contains 410 pages; each page, 40 lines; each line, about 80 black letters." That makes 410 x 40 x 80 = 1,312,000 characters. The fifth paragraph tells us that "there are 25 orthographic symbols" including spaces and punctuation. The magnitude of the resulting number is found by taking logarithms. However, this calculation only gives a lower bound on the number of books as it does not take into account variations in the titles – the narrator does not specify a limit on the number of characters on the spine. For further discussion of this, see Bloch, William Goldbloom. The Unimaginable Mathematics of Borges' Library of Babel. Oxford University Press: Oxford, 2008. ^ Chris Caldwell, The Top Twenty: Generalized Fermat at The Prime Pages. ^ Chris Caldwell, The Top Twenty: Proth at The Prime Pages. ^ a b Chris Caldwell, The Top Twenty: Largest Known Primes at The Prime Pages. ^ Chris Caldwell, Mersenne Primes: History, Theorems and Lists at The Prime Pages. ^ Zyga, Lisa "Physicists Calculate Number of Parallel Universes", PhysOrg, 16 October 2009. External links

Talk Last edited 12 days ago by an anonymous user Wikipedia®

Content is available under CC BY-SA 3.0 unless otherwise noted. Terms of UsePrivacyDesktop Retrieved:References:

Aaeinstein54 (talk) 12:02, 26 November 2016 (UTC)

November 2016
Hello, I'm Flyer22 Reborn. I wanted to let you know that one or more of your recent contributions to Consensus democracy have been undone because they did not appear constructive. If you would like to experiment, please use the sandbox. If you think a mistake was made, or if you have any questions, you can leave me a message on my talk page. Flyer22 Reborn (talk) 09:47, 29 November 2016 (UTC)