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I have recently noticed that some numbers attributed to Jonathan Bowers are actually extrapolations of his naming system and never actually named by him (example: trooquadrol). So I have enumerated every number named on his site (even if it is not his invention). If a number attributed to Bowers does not appear on this list (and there is not an update to his site after this blog was released), then it is an extrapolation and not a true Bowerism.

For reference, here are all of Bowers' googological pages, along with every archived version.

Numbers[]

There are 400-ish (I lost count) of these in total, 3 of which were removed in 2006 making 404 currently on the site. The wiki claims there are 353 Bowerisms, meaning this list contains exactly 50-ish non-Bowerisms. I have yet to verify that claim.

  • Million = 1,000,000 (Added to illion numbers 2004)
  • Billion = 1,000,000,000 (Added to illion numbers 2004, trientrical arrays 2010)
  • Trillion = 10^12 (Added to illion numbers 2004)
  • Quadrillion = 10^15 (Added to illion numbers 2004)
  • Quintillion = 10^18 (Added to illion numbers 2004)
  • Sextillion = 10^21 (Added to illion numbers 2004)
  • Septillion = 10^24 (Added to illion numbers 2004)
  • Octillion = 10^27 (Added to illion numbers 2004)
  • Nonillion = 10^30 (Added to illion numbers 2004)
  • Decillion = 10^33 (Added to illion numbers 2004)
  • Undecillion = 10^36 (Added to illion numbers 2004)
  • Doedecillion = 10^39 (Added to illion numbers 2004)
  • Tredecillion = 10^42 (Added to illion numbers 2004)
  • Quattuordecillion = 10^45 (Added to illion numbers 2004)
  • Quindecillion = 10^48 (Added to illion numbers 2004)
  • Sexdecillion = 10^51 (Added to illion numbers 2004)
  • Septendecillion = 10^54 (Added to illion numbers 2004)
  • Octodecillion = 10^57 (Added to illion numbers 2004)
  • Novemdecillion = 10^60 (Added to illion numbers 2004)
  • Vigintillion = 10^63 (Added to illion numbers 2004)
  • Trigintillion = 10^93 (Added to illion numbers 2004)
  • Googol = 10^100 (Added to illion numbers 2004, infinity scrapers 2004, trientrical arrays 2010)
  • Quadragintillion = 10^123 (Added to illion numbers 2004)
  • Quinquagintillion = 10^153 (Added to illion numbers 2004)
  • Sexagintillion = 10^183 (Added to illion numbers 2004)
  • Septuagintillion = 10^213 (Added to illion numbers 2004)
  • Octogintillion = 10^243 (Added to illion numbers 2004)
  • Nonagintillion = 10^273 (Added to illion numbers 2004)
  • Centillion = 10^303 (Added to illion numbers 2004)
  • Cenuntillion = 10^306 (Added to illion numbers 2006)
  • Duocentillion = 10^309 (Added to illion numbers 2006)
  • Centretillion = 10^312 (Added to illion numbers 2006)
  • Ducentillion = 10^603 (Added to illion numbers 2004)
  • Trecentillion = 10^903 (Added to illion numbers 2004)
  • Quadringentillion = 10^1203 (Added to illion numbers 2004)
  • Quingentillion = 10^1503 (Added to illion numbers 2004)
  • Sescentillion = 10^1803 (Added to illion numbers 2004)
  • Septingentillion = 10^2103 (Added to illion numbers 2004)
  • Octingentillion = 10^2403 (Added to illion numbers 2004)
  • Nongentillion = 10^2703 (Added to illion numbers 2004)
  • Millillion = 10^3003 (Added to illion numbers 2004)
  • Platillion = 10^6000 (Added to illion numbers 2006)
  • Myrillion = 10^30003 (Added to illion numbers 2006)
  • Micrillion = 10^3000003 (Added to illion numbers 2004)
  • Nanillion = 10^(3*10^9+3) (Added to illion numbers 2004)
  • Picillion = 10^(3*10^12+3) (Added to illion numbers 2004)
  • Femtillion = 10^(3*10^15+3) (Added to illion numbers 2004)
  • Attillion = 10^(3*10^18+3) (Added to illion numbers 2004)
  • Zeptillion = 10^(3*10^21+3) (Added to illion numbers 2004)
  • Yoctillion = 10^(3*10^24+3) (Added to illion numbers 2004)
  • Xonillion = 10^(3*10^27+3) (Added to illion numbers 2004)
  • Vecillion = 10^(3*10^30+3) (Added to illion numbers 2004)
  • Mecillion = 10^(3*10^33+3) (Added to illion numbers 2004)
  • Duecillion = 10^(3*10^36+3) (Added to illion numbers 2004)
  • Trecillion = 10^(3*10^39+3) (Added to illion numbers 2004)
  • Tetrecillion = 10^(3*10^42+3) (Added to illion numbers 2004)
  • Pentecillion = 10^(3*10^45+3) (Added to illion numbers 2004)
  • Hexecillion = 10^(3*10^48+3) (Added to illion numbers 2004)
  • Heptecillion = 10^(3*10^51+3) (Added to illion numbers 2004)
  • Octecillion = 10^(3*10^54+3) (Added to illion numbers 2004)
  • Ennecillion = 10^(3*10^57+3) (Added to illion numbers 2004)
  • Icosillion = 10^(3*10^60+3) (Added to illion numbers 2004)
  • Triacontillion = 10^(3*10^90+3) (Added to illion numbers 2004)
  • Googolplex = 10^10^100 (Added to illion numbers 2004, infinity scrapers 2004, trientrical arrays 2010)
  • Tetracontillion = 10^(3*10^120+3) (Added to illion numbers 2004)
  • Pentacontillion = 10^(3*10^150+3) (Added to illion numbers 2004)
  • Hexacontillion = 10^(3*10^180+3) (Added to illion numbers 2004)
  • Heptacontillion = 10^(3*10^210+3) (Added to illion numbers 2004)
  • Octacontillion = 10^(3*10^240+3) (Added to illion numbers 2004)
  • Ennacontillion = 10^(3*10^270+3) (Added to illion numbers 2004)
  • Hectillion = 10^(3*10^300+3) (Added to illion numbers 2004)
  • Killillion = 10^(3*10^3000+3) (Added to illion numbers 2004)
  • Megillion = 10^(3*10^(3*10^6)+3) (Added to illion numbers 2004)
  • Gigillion = 10^(3*10^(3*10^9)+3) (Added to illion numbers 2004)
  • Terillion = 10^(3*10^(3*10^12)+3) (Added to illion numbers 2004)
  • Petillion = 10^(3*10^(3*10^15)+3) (Added to illion numbers 2004)
  • Exillion = 10^(3*10^(3*10^18)+3) (Added to illion numbers 2004)
  • Zettillion = 10^(3*10^(3*10^21)+3) (Added to illion numbers 2004)
  • Yottillion = 10^(3*10^(3*10^24)+3) (Added to illion numbers 2004)
  • Xennillion = 10^(3*10^(3*10^27)+3) (Added to illion numbers 2004)
  • Dakillion = 10^(3*10^(3*10^30)+3) (Added to illion numbers 2004 as Vekillion, renamed 2006)
  • Hendillion = 10^(3*10^(3*10^33)+3) (Added to illion numbers 2004 as Mekillion, renamed 2006)
  • Skew's number[n 1] (Added to infinity scrapers 2004)
  • Dokillion = 10^(3*10^(3*10^36)+3) (Added to illion numbers 2004 as Duekillion, renamed 2006)
  • Tradakillion = 10^(3*10^(3*10^39)+3) (Added to illion numbers 2004 as Trekillion, renamed 2006)
  • Tedakillion = 10^(3*10^(3*10^42)+3) (Added to illion numbers 2004 as Tetrekillion, renamed 2006)
  • Pedakillion = 10^(3*10^(3*10^45)+3) (Added to illion numbers 2004 as Pentekillion, renamed 2006)
  • Exdakillion = 10^(3*10^(3*10^48)+3) (Added to illion numbers 2004 as Hexekillion, renamed 2006)
  • Zedakillion = 10^(3*10^(3*10^51)+3) (Added to illion numbers 2004 as Heptekillion, renamed 2006)
  • Yodakillion = 10^(3*10^(3*10^54)+3) (Added to illion numbers 2004 as Octekillion, renamed 2006)
  • Nedakillion = 10^(3*10^(3*10^57)+3) (Added to illion numbers 2004 as Ennekillion, renamed 2006)
  • Ikillion = 10^(3*10^(3*10^60)+3) (Added to illion numbers 2004 as Twentillion, renamed 2006)
  • Ikenillion = 10^(3*10^(3*10^63)+3) (Added to illion numbers 2006)
  • Icodillion = 10^(3*10^(3*10^66)+3) (Added to illion numbers 2006)
  • Ictrillion = 10^(3*10^(3*10^69)+3) (Added to illion numbers 2004 as Triatwentillion, renamed 2006)
  • Icterillion = 10^(3*10^(3*10^72)+3) (Added to illion numbers 2006)
  • Icpetillion = 10^(3*10^(3*10^75)+3) (Added to illion numbers 2006)
  • Ikectillion = 10^(3*10^(3*10^78)+3) (Added to illion numbers 2006)
  • Iczetillion = 10^(3*10^(3*10^81)+3) (Added to illion numbers 2006)
  • Ikyotillion = 10^(3*10^(3*10^84)+3) (Added to illion numbers 2006)
  • Icxenillion = 10^(3*10^(3*10^87)+3) (Added to illion numbers 2006)
  • Trakillion = 10^(3*10^(3*10^90)+3) (Added to illion numbers 2004 as Thirtillion, renamed 2006)
  • Googolduplex, googolplexian = 10^10^10^100 (Added to illion numbers 2004, infinity scrapers 2004, trientrical arrays 2010 - alternate name only in trientrical arrays)
  • Tekillion = 10^(3*10^(3*10^120)+3) (Added to illion numbers 2004 as Fortillion, renamed 2006)
  • Pekillion = 10^(3*10^(3*10^150)+3) (Added to illion numbers 2004 as Fiftillion, renamed 2006)
  • Exakillion = 10^(3*10^(3*10^180)+3) (Added to illion numbers 2004 as Sixtillion, renamed 2006)
  • Zakillion = 10^(3*10^(3*10^210)+3) (Added to illion numbers 2004 as Seventillion, renamed 2006)
  • Yokillion = 10^(3*10^(3*10^240)+3) (Added to illion numbers 2004 as Eightillion, renamed 2006)
  • Nekillion = 10^(3*10^(3*10^270)+3) (Added to illion numbers 2004 as Nintillion, renamed 2006)
  • Hotillion = 10^(3*10^(3*10^300)+3) (Added to illion numbers 2004 as Hundrillion, renamed 2006)
  • Botillion = 10^(3*10^(3*10^600)+3) (Added to illion numbers 2006)
  • Trotillion = 10^(3*10^(3*10^900)+3) (Added to illion numbers 2006)
  • Totillion = 10^(3*10^(3*10^1200)+3) (Added to illion numbers 2006)
  • Potillion = 10^(3*10^(3*10^1500)+3) (Added to illion numbers 2006)
  • Exotillion = 10^(3*10^(3*10^1800)+3) (Added to illion numbers 2006)
  • Zotillion = 10^(3*10^(3*10^2100)+3) (Added to illion numbers 2006)
  • Yootillion = 10^(3*10^(3*10^2400)+3) (Added to illion numbers 2006)
  • Notillion = 10^(3*10^(3*10^2700)+3) (Added to illion numbers 2006)
  • Kalillion = 10^(3*10^(3*10^3000)+3) (Added to illion numbers 2004 as Thousillion, renamed 2006)
  • Dalillion = 10^(3*10^(3*10^6000)+3) (Added to illion numbers 2006)
  • Tralillion = 10^(3*10^(3*10^9000)+3) (Added to illion numbers 2006)
  • Talillion = 10^(3*10^(3*10^12,000)+3) (Added to illion numbers 2006)
  • Palillion = 10^(3*10^(3*10^15,000)+3) (Added to illion numbers 2006)
  • Exalillion = 10^(3*10^(3*10^18,000)+3) (Added to illion numbers 2006)
  • Zalillion = 10^(3*10^(3*10^21,000)+3) (Added to illion numbers 2006)
  • Yalillion = 10^(3*10^(3*10^24,000)+3) (Added to illion numbers 2006)
  • Nalillion = 10^(3*10^(3*10^27,000)+3) (Added to illion numbers 2006)
  • Dakalillion, manillion = 10^(3*10^(3*10^30,000)+3) (Added to illion numbers 2006)
  • Hotalillion, lakhillion = 10^(3*10^(3*10^300,000)+3) (Added to illion numbers 2006)
  • Mejillion = 10^(3*10^(3*10^3,000,000)+3) (Added to illion numbers 2006)
  • Dakejillion, crorillion = 10^(3*10^(3*10^30,000,000)+3) (Added to illion numbers 2006)
  • Hotejillion, awkillion = 10^(3*10^(3*10^300,000,000)+3) (Added to illion numbers 2006)
  • Gijillion = 10^(3*10^(3*10^3,000,000,000)+3) (Added to illion numbers 2006)
  • Bentrizillion = 10^(6*10^(6*10^(6*10^12))) (Added to illion numbers 2006)
  • Astillion = 10^(3*10^(3*10^(3*10^12))+3) (Added to illion numbers 2006)
  • Lunillion = 10^(3*10^(3*10^(3*10^15))+3) (Added to illion numbers 2006)
  • Fermillion = 10^(3*10^(3*10^(3*10^18))+3) (Added to illion numbers 2006)
  • Jovillion = 10^(3*10^(3*10^(3*10^21))+3) (Added to illion numbers 2006)
  • Solillion = 10^(3*10^(3*10^(3*10^24))+3) (Added to illion numbers 2006)
  • Betillion = 10^(3*10^(3*10^(3*10^27))+3) (Added to illion numbers 2006)
  • Glocillion = 10^(3*10^(3*10^(3*10^30))+3) (Added to illion numbers 2006)
  • Gaxillion = 10^(3*10^(3*10^(3*10^33))+3) (Added to illion numbers 2006)
  • Supillion = 10^(3*10^(3*10^(3*10^36))+3) (Added to illion numbers 2006)
  • Versillion = 10^(3*10^(3*10^(3*10^39))+3) (Added to illion numbers 2006)
  • Multillion = 10^(3*10^(3*10^(3*10^42))+3) (Added to illion numbers 2006)
  • Googoltriplex[n 2] = 10^10^10^10^100 (Added to illion numbers 2006, infinity scrapers 2006, trientrical arrays 2010)
  • Googolquadraplex[n 2] = 10^10^10^10^10^100 (Added to illion numbers 2006, infinity scrapers 2006)
  • Googolquinplex = 10^10^10^10^10^10^100 (Added to illion numbers 2006)
  • Googolseptaplex = 10^10^10^10^10^10^10^googol (Added to trientrical arrays 2010)
  • Decker = {10,10,2} (Originally {10,10,4}. Added to infinity scrapers without name 2004, named 2006. Added to trientrical arrays 2010)
  • Giggol = {10,100,2} (Originally {10,100,4}. Added to infinity scrapers 2004, trientrical arrays 2010)
  • Mega[n 3] (Added to infinity scrapers 2004)
  • Tritri = {3,3,3} (Added to infinity scrapers 2006, trientrical arrays 2010)
  • Giggolplex = 10^^10^^100 (Originally 10{4}100. Added to infinity scrapers 2004)
  • Giggolduplex = 10^^10^^10^^100 (Originally 10{4}10{4}100. Added to infinity scrapers 2004)
  • Megaston[n 4][n 3] (Added to infinity scrapers 2004)
  • Gaggol = {10,100,3} (Originally {10,100,5}. Added to infinity scrapers 2004, trientrical arrays 2010)
  • Gaggolplex = 10^^^gaggol (Originally 10{5}gaggol. Added to infinity scrapers 2004)
  • Tritet = {4,4,4} (Added to infinity scrapers 2006)
  • Gaggolduplex = 10^^^gaggolplex (Originally 10{5}gaggolplex. Added to infinity scrapers 2004)
  • Geegol = {10,100,4} (Originally {10,100,6}. Added to infinity scrapers 2004)
  • Geegolplex = {10,geegol,4} (Originally {10,geegol,6}. Added to infinity scrapers 2004)
  • Tripent = {5,5,5} (Originally smaller. Added to infinity scrapers 2004)
  • Gigol = {10,100,5} (Originally {10,100,7}. Added to infinity scrapers 2004 as Gygol, renamed 2006)
  • Gigolplex = {10,geegol,5} (Originally {10,gygol,7}. Added to infinity scrapers 2004 as Gygolplex, renamed 2006)
  • Goggol = {10,100,6} (Originally {10,100,8}. Added to infinity scrapers 2004)
  • Goggolplex = {10,goggol,6} (Originally {10,goggol,8}. Added to infinity scrapers 2004)
  • Trisept = {7,7,7} (Originally smaller. Added to infinity scrapers 2004)
  • Gagol = {10,100,7} (Originally {10,100,9}. Added to infinity scrapers 2004)
  • Gagolplex = {10,gagol,7} (Originally {10,gagol,9}. Added to infinity scrapers 2004)
  • Tridecal = {10,10,10} (Originally smaller. Added to infinity scrapers 2004, trientrical arrays 2010)
  • (all the following numbers are considered "infinity scrapers". All of them that were defined in 2004 were originally smaller)
  • Boogol = {10,10,100} (Added to infinity scrapers 2004, trientrical arrays 2010)
  • Moser[n 3] (Added to infinity scrapers 2004)
  • Boogolplex = {10,10,boogol} (Added to infinity scrapers 2004)
  • Boogolduplex = {10,10,boogolplex} (Added to infinity scrapers 2006)
  • Boogoltriplex = {10,10,boogolduplex} (Added to infinity scrapers 2006)
  • Graham's number[n 5] = {3,65,1,2} (Added to infinity scrapers 2004, "definition" added 2006)
  • Corporal = {10,100,1,2} (Added to infinity scrapers 2004, tetrentrical arrays 2010)
  • Corporalplex = {10,corporal,1,2} (Added to infinity scrapers 2004, tetrentrical arrays 2010)
  • Conway's 3-3-3-3[n 3] (Added to infinity scrapers 2004)
  • Grand tridecal = {10,10,10,2} (Added to infinity scrapers 2004, tetrentrical arrays 2010)
  • Biggol = {10,10,100,2} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Biggolplex = {10,10,biggol,2} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Biggolduplex[n 6] = {10,10,biggolplex,2} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Tetratri = {3,3,3,3} (Added to infinity scrapers 2004, tetrentrical arrays 2010, pententrical arrays 2016)
  • Baggol = {10,10,100,3} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Baggolplex = {10,10,baggol,3} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Supertet = {4,4,4,4} (Added to infinity scrapers 2006)
  • Beegol = {10,10,100,4} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Beegolplex = {10,10,beegol,4} (Added to infinity scrapers 2006)
  • Bigol = {10,10,100,5} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Boggol = {10,10,100,6} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Bagol = {10,10,100,7} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • General, tetradecal = {10,10,10,10} (Added to infinity scrapers 2004, tetrentrical arrays 2010. Alternate name only in infinity scrapers)
  • Troogol = {10,10,10,100} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Generalplex = {10,10,10,general} (Added to infinity scrapers 2004, tetrentrical arrays 2010)
  • Troogolplex = {10,10,10,troogol} (Added to infinity scrapers 2006, tetrentrical arrays 2010)
  • Troogolduplex = {10,10,10,troogolplex} (Added to tetrentrical arrays 2010)
  • Triggol = {10,10,10,100,2} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Triggolplex = {10,10,10,triggol,2} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Triggolduplex = {10,10,10,triggolplex,2} (Added to pententrical arrays 2016)
  • Pentatri = {3,3,3,3,3} (Added to infinity scrapers 2004, pententrical arrays 2016)
  • Traggol = {10,10,10,100,3} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Traggolplex = {10,10,10,traggol,3} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Traggolduplex = {10,10,10,traggolplex,3} (Added to pententrical arrays 2016)
  • Treegol = {10,10,10,100,4} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Superpent = {5,5,5,5,5} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Trigol[n 7] = {10,10,10,100,5} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Troggol[n 7] = {10,10,10,100,6} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Tragol[n 7] = {10,10,10,100,7} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Pentadecal = {10,10,10,10,10} (Added to infinity scrapers 2004, pententrical arrays 2016)
  • Quadroogol = {10,10,10,10,100} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Pentadecalplex = {10,10,10,10,pentadecal} (Added to infinity scrapers 2004, pententrical arrays 2016)
  • Quadroogolplex = {10,10,10,10,quadroogol} (Added to infinity scrapers 2006, pententrical arrays 2016)
  • Quadroogolduplex = {10,10,10,10,quadroogolplex} (Added to pententrical arrays 2016)
  • Quadriggol = {10,10,10,10,100,2} (Added to infinity scrapers 2006)
  • Quadriggolplex = {10,10,10,10,quadriggol,2} (Added to infinity scrapers 2006)
  • Hexatri = {3,3,3,3,3,3} (Added to infinity scrapers 2004)
  • Quadraggol[n 7] = {10,10,10,10,100,3} (Added to infinity scrapers 2006)
  • Quadreegol[n 7] = {10,10,10,10,100,4} (Added to infinity scrapers 2006)
  • Quadrigol[n 7] = {10,10,10,10,100,5} (Added to infinity scrapers 2006)
  • Superhex = {6,6,6,6,6,6} (Added to infinity scrapers 2006)
  • Quadroggol[n 7] = {10,10,10,10,100,6} (Added to infinity scrapers 2006)
  • Quadragol[n 7] = {10,10,10,10,100,7} (Added to infinity scrapers 2006)
  • Hexadecal = {10,10,10,10,10,10} (Added to infinity scrapers 2004)
  • Quintoogol = {10,10,10,10,10,100} (Added to infinity scrapers 2006)
  • Hexadecalplex = {10,10,10,10,10,hexadecal} (Added to infinity scrapers 2004)
  • Quintoogolplex = {10,10,10,10,10,quintoogol} (Added to infinity scrapers 2006)
  • Quintiggol[n 7] = {10,10,10,10,10,100,2} (Added to infinity scrapers 2006)
  • Heptatri = {3,3,3,3,3,3,3} (Added to infinity scrapers 2006)
  • Quintaggol[n 7] = {10,10,10,10,10,100,3} (Added to infinity scrapers 2006)
  • Quinteegol[n 7] = {10,10,10,10,10,100,4} (Added to infinity scrapers 2006)
  • Quintigol[n 7] = {10,10,10,10,10,100,5} (Added to infinity scrapers 2006)
  • Supersept = {7,7,7,7,7,7,7} (Added to infinity scrapers 2006)
  • Heptadecal = {10,10,10,10,10,10,10} (Added to infinity scrapers 2006)
  • Sextoogol = {10,10,10,10,10,10,100} (Added to infinity scrapers 2006)
  • Superoct = {8,8,8,8,8,8,8,8} (Added to infinity scrapers 2006)
  • Octadecal = {10,10,10,10,10,10,10,10} (Added to infinity scrapers 2006)
  • Septoogol = {10,10,10,10,10,10,10,100} (Added to infinity scrapers 2006)
  • Superenn = {9,9,9,9,9,9,9,9,9} (Added to infinity scrapers 2006)
  • Ennadecal = {10,10,10,10,10,10,10,10,10} (Added to infinity scrapers 2006)
  • Octoogol = {10,10,10,10,10,10,10,10,100} (Added to infinity scrapers 2006)
  • Iteral, Superdecal = {10,10(1)2} (Added to infinity scrapers 2004 as Iteral, alternate name given 2006)
  • Wun = {1111!!,11!!!,11!,11!!!!,11!!!,11111!,1,1,1,11!,11} (Added to infinity scrapers 2020)
  • Ultatri = {3,27(1)2} (Added to infinity scrapers 2004)
  • Goobol = {10,100(1)2} (Added to infinity scrapers 2006)
  • Dupertri = {3,tritri(1)2} (Added to infinity scrapers 2006)
  • Duperdecal, Iteralplex = {10,iteral(1)2} (Added to infinity scrapers 2004 as Iteralplex, renamed in 2006 demoting the original name to an alternate name)
  • Goobolplex = {10,goobol(1)2} (Added to infinity scrapers 2006)
  • Truperdecal = {10,duperdecal(1)2} (Added to infinity scrapers 2006)
  • Quadruperdecal = {10,truperdecal(1)2} (Added to infinity scrapers 2006)
  • Gibbol = {10,100,2(1)2} (Added to infinity scrapers 2006)
  • Latri = {3,3,3(1)2} (Added to infinity scrapers 2006)
  • Gabbol[n 7] = {10,100,3(1)2} (Added to infinity scrapers 2006)
  • Geebol[n 7] = {10,100,4(1)2} (Added to infinity scrapers 2006)
  • Gibol[n 7] = {10,100,5(1)2} (Added to infinity scrapers 2006)
  • Gobbol[n 7] = {10,100,6(1)2} (Added to infinity scrapers 2006)
  • Gabol[n 7] = {10,100,7(1)2} (Added to infinity scrapers 2006)
  • Boobol[n 7] = {10,10,100(1)2} (Added to infinity scrapers 2006)
  • Bibbol[n 7] = {10,10,100,2(1)2} (Added to infinity scrapers 2006)
  • Babbol[n 7] = {10,10,100,3(1)2} (Added to infinity scrapers 2006)
  • Beebol[n 7] = {10,10,100,4(1)2} (Added to infinity scrapers 2006)
  • Bibol[n 7] = {10,10,100,5(1)2} (Added to infinity scrapers 2006)
  • Bobbol[n 7] = {10,10,100,6(1)2} (Added to infinity scrapers 2006)
  • Babol[n 7] = {10,10,100,7(1)2} (Added to infinity scrapers 2006)
  • Troobol[n 7] = {10,10,10,100(1)2} (Added to infinity scrapers 2006)
  • Tribbol[n 7] = {10,10,10,100,2(1)2} (Added to infinity scrapers 2006)
  • Trabbol[n 7] = {10,10,10,100,3(1)2} (Added to infinity scrapers 2006)
  • Quadroobol[n 7] = {10,10,10,10,100(1)2} (Added to infinity scrapers 2006)
  • Quadribbol[n 7] = {10,10,10,10,100,2(1)2} (Added to infinity scrapers 2006)
  • Quadrabbol[n 7] = {10,10,10,10,100,3(1)2} (Added to infinity scrapers 2006)
  • Quintoobol[n 8] = {10,10,10,10,10,100(1)2} (Added to infinity scrapers 2006)
  • Gootrol = {10,100(1)3} (Added to infinity scrapers 2006)
  • Gitrol[n 8] = {10,100,2(1)3} (Added to infinity scrapers 2006)
  • Gatrol[n 8] = {10,100,3(1)3} (Added to infinity scrapers 2006)
  • Geetrol[n 8] = {10,100,4(1)3} (Added to infinity scrapers 2006)
  • Gietrol[n 8] = {10,100,5(1)3} (Added to infinity scrapers 2006)
  • Gotrol[n 8] = {10,100,6(1)3} (Added to infinity scrapers 2006)
  • Gaitrol[n 8] = {10,100,7(1)3} (Added to infinity scrapers 2006)
  • Bootrol = {10,10,100(1)3} (Added to infinity scrapers 2006)
  • Trootrol = {10,10,10,100(1)3} (Added to infinity scrapers 2006)
  • Quadrootrol = {10,10,10,10,100(1)3} (Added to infinity scrapers 2006)
  • Gooquadrol = {10,100(1)4} (Added to infinity scrapers 2006)
  • Booquadrol = {10,10,100(1)4} (Added to infinity scrapers 2006)
  • Quadreequadrol[n 8] = {10,10,10,10,100,4(1)3} (Added to infinity scrapers 2006)
  • Gooquintol[n 8] = {10,100(1)5} (Added to infinity scrapers 2006)
  • Emperal = {10,10(1)10} (Added to infinity scrapers 2004)
  • Gossol = {10,10(1)100} (Added to infinity scrapers 2006)
  • Emperalplex = {10,10(1)emperal} (Added to infinity scrapers 2004)
  • Gossolplex = {10,10(1)gossol} (Added to infinity scrapers 2006)
  • Gissol[n 7] = {10,10(1)100,2} (Added to infinity scrapers 2006)
  • Gassol[n 7] = {10,10(1)100,3} (Added to infinity scrapers 2006)
  • Geesol[n 7] = {10,10(1)100,4} (Added to infinity scrapers 2006)
  • Geesolplex = {10,10(1)geesol,4} (Added to infinity scrapers 2006)
  • Gussol[n 7] = {10,10(1)100,5} (Added to infinity scrapers 2006)
  • Hyperal = {10,10(1)hyperal} (Added to infinity scrapers 2004)
  • Mossol = {10,10(1)10,100} (Added to infinity scrapers 2006)
  • Hyperalplex = {10,10(1)10,hyperal} (Added to infinity scrapers 2004, removed 2006)
  • Mossolplex = {10,10(1)10,mossol} (Added to infinity scrapers 2006)
  • Missol[n 7] = {10,10(1)10,100,2} (Added to infinity scrapers 2006)
  • Massol[n 7] = {10,10(1)10,100,3} (Added to infinity scrapers 2006)
  • Meesol[n 7] = {10,10(1)10,100,4} (Added to infinity scrapers 2006)
  • Mussol[n 7] = {10,10(1)10,100,5} (Added to infinity scrapers 2006)
  • Bossol[n 7] = {10,10(1)10,10,100} (Added to infinity scrapers 2006)
  • Bissol[n 7] = {10,10(1)10,10,100,2} (Added to infinity scrapers 2006)
  • Bassol[n 7] = {10,10(1)10,10,100,3} (Added to infinity scrapers 2006)
  • Beesol[n 7] = {10,10(1)10,10,100,4} (Added to infinity scrapers 2006)
  • Bussol[n 7] = {10,10(1)10,10,100,5} (Added to infinity scrapers 2006)
  • Trossol[n 7] = {10,10(1)10,10,10,100} (Added to infinity scrapers 2006)
  • Trissol[n 7] = {10,10(1)10,10,10,100,2} (Added to infinity scrapers 2006)
  • Trassol[n 7] = {10,10(1)10,10,10,100,3} (Added to infinity scrapers 2006)
  • Treesol[n 7] = {10,10(1)10,10,10,100,4} (Added to infinity scrapers 2006)
  • Trussol[n 7] = {10,10(1)10,10,10,100,5} (Added to infinity scrapers 2006)
  • Quadrossol = {10,10(1)10,10,10,10,100} (Added to infinity scrapers 2006)
  • Quintossol = {10,10(1)10,10,10,10,10,100} (Added to infinity scrapers 2006)
  • Diteral = {10,10(1)(1)2} (Added to infinity scrapers 2006)
  • Dubol = {10,100(1)(1)2} (Added to infinity scrapers 2006)
  • Diteralplex = {10,diteral(1)(1)2} (Added to infinity scrapers 2006)
  • Dutrol = {10,100(1)(1)3} (Added to infinity scrapers 2006)
  • Duquadrol = {10,100(1)(1)4} (Added to infinity scrapers 2006)
  • Admiral = {10,10(1)(1)10} (Added to infinity scrapers 2006)
  • Dossol = {10,10(1)(1)100} (Added to infinity scrapers 2006)
  • Dossolplex = {10,10(1)(1)dossol} (Added to infinity scrapers 2006)
  • Dutritri = {3,3,3(1)3,3,3(1)3,3,3} (Added to infinity scrapers 2004)
  • Dutridecal = {10,10,10(1)10,10,10(1)10,10,10} (Added to infinity scrapers 2004)
  • Xappol = {10,10(2)2} (Added to infinity scrapers 2004)
  • Xappolplex = {10,xappol(2)2} (Added to infinity scrapers 2006)
  • Grand xappol = {10,10(2)3} (Added to infinity scrapers 2006)
  • Dimentri = {3,3(3)2} (Added to infinity scrapers 2004, array notation 2006)
  • Colossol = {10,10(3)2} (Added to infinity scrapers 2004 as Colossal, renamed 2006)
  • Colossolplex = {10,colossol(3)2} (Added to infinity scrapers 2004 as Colossalplex, renamed 2006)
  • Terossol = {10,10(4)2} (Added to infinity scrapers 2006)
  • Terossolplex = {10,terossol(4)2} (Added to infinity scrapers 2006)
  • Petossol = {10,10(5)2} (Added to infinity scrapers 2006)
  • Petossolplex = {10,petossol(5)2} (Added to infinity scrapers 2006)
  • Ectossol = {10,10(6)2} (Added to infinity scrapers 2006)
  • Ectossolplex = {10,ectossol(6)2} (Added to infinity scrapers 2006)
  • Zettossol[n 7] = {10,10(7)2} (Added to infinity scrapers 2006)
  • Zettossolplex[n 9] = {10,zettossol(7)2} (Added to infinity scrapers 2006)
  • Yottossol[n 7] = {10,10(8)2} (Added to infinity scrapers 2006)
  • Yottossolplex[n 9] = {10,yottossol(8)2} (Added to infinity scrapers 2006)
  • Xennossol[n 7] = {10,10(9)2} (Added to infinity scrapers 2006)
  • Xennossolplex[n 9] = {10,xennossol(9)2} (Added to infinity scrapers 2006)
  • Dimendecal = {10,10(10)2} (Added to infinity scrapers 2004)
  • Gongulus = {10,10(100)2} (Added to infinity scrapers 2004)
  • Gongulusplex = {10,10(gongulus)2} (Added to infinity scrapers 2004)
  • Gongulusduplex = {10,10(gongulusplex)2} (Added to infinity scrapers 2006)
  • Gongulustriplex[n 8] = {10,10(gongulusduplex)2} (Added to infinity scrapers 2006)
  • Gongulusquadraplex[n 8] = {10,10(gongulustriplex)2} (Added to infinity scrapers 2006)
  • Dulatri = {3,3(0,2)2} (Added to infinity scrapers 2004, array notation 2006)
  • Gingulus = {10,100(0,2)2} (Added to infinity scrapers 2006)
  • Trilatri = {3,3(0,3)2} (Added to infinity scrapers 2006)
  • Gangulus = {10,100(0,3)2} (Added to infinity scrapers 2006)
  • Geengulus = {10,100(0,4)2} (Added to infinity scrapers 2006)
  • Gowngulus = {10,100(0,5)2} (Added to infinity scrapers 2006)
  • Gungulus = {10,100(0,6)2} (Added to infinity scrapers 2006)
  • Bongulus = {10,100(0,0,1)2} (Added to infinity scrapers 2006)
  • Bingulus = {10,100(0,0,2)2} (Added to infinity scrapers 2006)
  • Bangulus = {10,100(0,0,4)2} (Added to infinity scrapers 2006)
  • Beengulus = {10,100(0,0,5)2} (Added to infinity scrapers 2006)
  • Trimentri = {3,3(0,0,0,1)2} (Added to infinity scrapers 2004)
  • Trongulus = {10,100(0,0,0,1)2} (Added to infinity scrapers 2006)
  • Quadrongulus = {10,100(0,0,0,0,1)2} (Added to infinity scrapers 2006)
  • Goplexulus = {10,100((1)1)2} (Added to infinity scrapers 2006)
  • Goduplexulus = {10,100((0,1)1)2} (Added to infinity scrapers 2006)
  • Gotriplexulus = {10,100(((1)1)1)2} (Added to infinity scrapers 2006)
  • Goppatoth = {10,100,2}&10 (Originally {10,100,4}&10. Added to infinity scrapers 2004)
  • Goppatothplex = {10,goppatoth,2}&10 (Originally {10,goppatoth,4}&10. Added to infinity scrapers 2004)
  • Triakulus = {3,3,3}&3 (Added to infinity scrapers 2006)
  • Kungulus = {10,100,3}&10 (Added to infinity scrapers 2006)
  • Kungulusplex = {10,kungulus,3}&10 (Added to infinity scrapers 2006)
  • Quadrunculus = {10,100,4}&10 (Added to infinity scrapers 2006)
  • Tridecatrix = {10,10,10}&10 (Added to infinity scrapers 2006)
  • Humongulus = {10,10,100}&10 (Added to infinity scrapers 2006)
  • TREE(3)[n 10] (Added to infinity scrapers 2016)
  • Tetdecatrix = {10,10,10,10}&10 (Added to infinity scrapers 2016)
  • Pendecatrix = {10,10,10,10,10}&10 (Added to infinity scrapers 2016)
  • Hexdecatrix = {10,10,10,10,10,10}&10 (Added to infinity scrapers 2016)
  • Hepdecatrix = {10,10,10,10,10,10,10}&10 (Added to infinity scrapers 2016)
  • Ocdecatrix = {10,10,10,10,10,10,10,10}&10 (Added to infinity scrapers 2016)
  • Endecatrix = {10,10,10,10,10,10,10,10,10}&10 (Added to infinity scrapers 2016)
  • Lineatrix = 10&10&10 (Added to infinity scrapers 2016)
  • Lineatrixplex = lineatrix&10&10 (Added to infinity scrapers 2016)
  • Golapulus = {10,10(100)2}&10 (Added to infinity scrapers 2004)
  • Golapulusplex = {10,10(100)2}&10&10 (Added to infinity scrapers 2004)
  • Dekulus = 10&10&10&10&10&10&10&10&10&10 (Added to infinity scrapers 2016)
  • (Note: from here on, the numbers from 2004 are defined using an extremely vague extension of array notation, while from 2006+ they use legions)
  • Golapulusplux = X{10,100,3},golapulusX in the old "exploding array notation" (Added to infinity scrapers 2004, removed 2006)
  • Big boowa = {3,3,3/2} (Originally X3,{3,3}X. Added to infinity scrapers 2004)
  • Great big boowa = {3,3,4/2} (Originally X3,3,3X. Added to infinity scrapers 2004)
  • Grand boowa = {3,3,big boowa/2} (Added to infinity scrapers 2006)
  • Super gongulus = {10,10(100)2/2} (Originally "a 10^100 array of 10's in X X". Added to infinity scrapers 2004 as bongulus, renamed 2006)
  • Wompogulus = {10,10(10)2/10} (Originally "10^10 100th-level array of 10's". Added to infinity scrapers 2004)
  • Wompogulusplex = 10^10 "wompogulusth level" exploded array of 10's (Added to infinity scrapers 2004, removed 2006)
  • Guapamonga = 10^100 legion array of 10^100 arrays of 10 (Originally "10^100 array of B's within # #". Added to infinity scrapers 2004)
  • Guapamongaplex = 10^guapamonga legion array of 10^guapamonga arrays of 10 (Originally "10^100 array of B's within guapamonga-level # #". Added to infinity scrapers 2004)
  • Big hoss = {100,100/////.../////2} with 100 /'s (Added to infinity scrapers 2006)
  • Grand hoss = {100,100/////.../////100} with 100 /'s (Added to infinity scrapers 2008)
  • Great big hoss = {big hoss,big hoss/////.../////2} with big hoss /'s (Added to infinity scrapers 2006)
  • Bukuwaha = {100,100 A 2} where A is a 100^100 array of legion marks (Added to infinity scrapers 2008)
  • Goshomity = {100,100\\\\\...\\\\\2} with 100 \'s (Added to infinity scrapers 2008)
  • Good goshomity = {100,100\\\\\...\\\\\2} with goshomity \'s (Added to infinity scrapers 2008)
  • Big Bukuwaha = {100,100 B 2} where B is a {100,100 A 2} array of lugion marks (Added to infinity scrapers 2008)
  • Bongo Bukuwaha = {100,100 C 2} where C is a {100,100 B 2} array of lagion marks (Added to infinity scrapers 2008)
  • Quabinga Bukuwaha = {100,100 D 2} where D is a {100,100 C 2} array of ligion marks (Added to infinity scrapers 2008)
  • Meameamealokkapoowa = {L100,10}10,10 (Added to infinity scrapers without definition 2006, defined 2008)
  • Meameamealokkapoowa oompa = {a,10}10,10 where a is a {L100,10}10,10 array of L's. (Added to infinity scrapers without definition 2006, defined 2008, mentioned in array notation 2008)
  • Rayo's number = R(googol) (Added to infinity scrapers 2016, oblivion 2016)
  • Rayoplex = R(Rayo's number) (Added to infinity scrapers 2016)
  • Rayoduplex = R(R(Rayo's number)) (Added to infinity scrapers 2016)
  • Oblivion (Added to infinity scrapers 2016, oblivion 2016)
  • BIG FOOT (Added to infinity scrapers 2016, oblivion 2016)
  • Utter Oblivion (Added to infinity scrapers 2016, oblivion 2016)

A day after I first posted this and I'm still finding numbers I forgot! I am losing faith in this list being correct, but hopefully it should still help to spot fakes.

Also see the shorter version of this list that does not include definitions or dates, only names.

Etymology[]

TBD (this will also attempt to figure out how many of these are Bowers' invention)

Notes[]

  1. Skew's number is a misspelling, it should be "Skewes('s) number." Also, no definition is ever provided.
  2. 2.0 2.1 Definition implied in "infinity scrapers", but defined explicitly in "illion numbers."
  3. 3.0 3.1 3.2 3.3 Bowers' site refers to Munafo's for a definition
  4. Megaston is a misspelling, it should be "megiston."
  5. Bowers' site refers to Munafo's, but since 2006 has also provided a "definition." However, the "definition" is incorrect.
  6. Named in the description of the biggol group, but never defined on the Infinity Scrapers page. Defined in the tetrentrical arrays page.
  7. 7.00 7.01 7.02 7.03 7.04 7.05 7.06 7.07 7.08 7.09 7.10 7.11 7.12 7.13 7.14 7.15 7.16 7.17 7.18 7.19 7.20 7.21 7.22 7.23 7.24 7.25 7.26 7.27 7.28 7.29 7.30 7.31 7.32 7.33 7.34 7.35 7.36 7.37 7.38 7.39 7.40 7.41 7.42 7.43 7.44 7.45 7.46 7.47 7.48 7.49 7.50 In the Infinity Scrapers page, this number is defined groupwise.
  8. 8.00 8.01 8.02 8.03 8.04 8.05 8.06 8.07 8.08 8.09 8.10 Definition implied
  9. 9.0 9.1 9.2 Listed in the group description but never defined. The definition here is implied.
  10. As a non-recursive googolism, the size of TREE(3) compared to the other numbers here is unknown.

Also, I found an everything2 article that may be the source of some of these pseudo-Bowerisms.

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