User:Cloudy176/faketest/P

Prefixes and suffixes

 * Deca-, 10*a
 * Hecto-, 100*a
 * Kilo-, 1000*a
 * Myria-, 10000*a
 * Lakha-, 100000*a
 * Mega-, 1000000*a
 * Crora-, 10000000*a
 * Awka-, 100000000*a
 * Giga-, 1000000000*a
 * Dialoga-, 10000000000*a
 * Tera-, 1012*a
 * Peta-, 1015*a
 * Exa-, 1018*a
 * Zetta-, 1021*a
 * Yotta-, 1024*a
 * Xota-, 1027*a
 * Vana-, 1030*a
 * Killana-, 1033*a
 * Megana-, 1036*a
 * Gigana-, 1039*a
 * Terana-, 1042*a
 * Petana-, 1045*a
 * Exana-, 1048*a
 * Zettana-, 1051*a
 * Yottana-, 1054*a
 * Xotana-, 1057*a
 * Ika-, 1060*a
 * Traka-, 1090*a
 * Teka-, 10120*a
 * Peka-, 10150*a
 * Exeka-, 10180*a
 * Zeka-, 10210*a
 * Yoka-, 10240*a
 * Neka-, 10270*a
 * Hota-, 10300*a
 * Kala-, 103000*a
 * Doc-, a^10
 * Hocto-, a^100
 * Kolo-, a^1000
 * Myro-, a^10000
 * Aoka-, a^100000
 * Moga-, a^1000000
 * Goga-, a^1000000000
 * Toga-, a^1012
 * Poga-, a^1015
 * Exoga-, a^1018
 * Zoga-, a^1021
 * Yoga-, a^1024
 * Xoga-, a^1027
 * Vanoga-, a^1030
 * Killanoga-, a^1033
 * Meganoga-, a^1036
 * Giganoga-, a^1039
 * Teranoga-, a^1042
 * Petanoga-, a^1045
 * Exanoga-, a^1048
 * Zetanoga-, a^1051
 * Yotanoga-, a^1054
 * Xonoga-, a^1057
 * Ikoga-, a^1060
 * Trakoga-, a^1090
 * Tekoga-, a^10120
 * Pekoga-, a^10150
 * Exekoga-, a^10180
 * Zekoga-, a^10210
 * Yokoga-, a^10240
 * Nekoga-, a^10270
 * Hotoga-, a^10300
 * Kaloga-, a^103000

Addition

 * -ueen, n+1
 * -been or -ueenueen, n+2
 * -treen or -ueenueenueen or -ueenbeen or -beenueen, n+3
 * -quadreen or -ueenueenueenueen or -ueenueenbeen or -ueenbeenueen or -beenueenueen or -beenbeen or -ueentreen or -treenueen, n+4
 * -quinteen or -ueenueenueenueenueen or -ueenueenueenbeen or -ueenueenbeenueen or -ueenbeenueenueen or ..., n+5
 * -sexteen, n+6
 * -septeen, n+7
 * -octeen, n+8
 * -noneen, n+9
 * -teen or -deceen, n+10
 * -ueeb or -undeceen, n+11
 * -beeb or -dodeceen, n+12
 * -treeb or -tredeceen, n+13
 * -quadreeb or -quattordeceen, n+14
 * -quinteeb or -quindeceen, n+15
 * -sexteeb or -sexdeceen, n+16
 * -septeeb or -septendeceen, n+17
 * -octeeb or -octodeceen, n+18
 * -noneeb or -novemdeceen, n+19
 * -teeb or -deceeb or -viginteen, n+20
 * -ueetr or -undeceeb or -unviginteen, n+21
 * -beetr or -duodeceeb or -duoviginteen, n+22
 * -teetr or -deceetr or -viginteeb or -triginteen, n+30
 * -teequadr or -deceequadr or -viginteetr or -triginteeb or -quadraginteen, n+40
 * -teequint, n+50
 * -teesext, n+60
 * -teesept, n+70
 * -teeoct, n+80
 * -teenon, n+90
 * -teedec, n+100
 * -teeundec, n+110
 * -teedodec, n+120
 * -teevigint, n+200
 * -teetrigint, n+300
 * -teequadragint, n+400
 * -teequinquagint, n+500
 * -teesexagint, n+600
 * -teeseptuagint, n+700
 * -teeoctogint, n+800
 * -teenonagint, n+900
 * -teecent, n+1000
 * -teemill, n+10000
 * -teemicro, n+10000000
 * -teenan, n+1010
 * -teepic, n+1013
 * -teefemt, n+1016
 * -teeatt, n+1019
 * -teezept, n+1022
 * -teeyoct, n+1025
 * -teexon, n+1028
 * -teevec, n+1031
 * -teemec, n+1034
 * -teeduec, n+1037
 * -teetrec, n+1040
 * -teetetrec, n+1043
 * -teepentec, n+1046
 * -teehexec, n+1049
 * -teeheptec, n+1052
 * -teeoctec, n+1055
 * -teeennec, n+1058
 * -teeicos, n+1061

Multiplication

 * -uy, n*1
 * -by, n*2
 * -try, n*3
 * -quadry, n*4
 * -quinty, n*5
 * -sexty, n*6
 * -septy, n*7
 * -octy, n*8
 * -nony, n*9
 * -ty or -decy, n*10
 * -undecy, n*11
 * -bby, n*20
 * -btry, n*30
 * -bquadry, n*40
 * -bquinty, n*50
 * -bsexty, n*60
 * -bsepty, n*70
 * -bocty, n*80
 * -bnony, n*90
 * -byt or -bty or -bdecy or -centy, n*100
 * -tryt or -trty, n*1000
 * -quadryt, n*10000
 * -quintyt, n*100000
 * -sextyt, n*1000000
 * -septyt, n*10000000
 * -octyt, n*100000000
 * -nonyt, n*1000000000
 * -decyt, n*10000000000
 * -vigintyt, n*1020
 * -trigintyt, n*1030
 * -quadragintyt, n*1040
 * -quinquagintyt, n*1050
 * -sexagintyt, n*1060
 * -septuagintyt, n*1070
 * -octogintyt, n*1080
 * -nonagintyt, n*1090
 * -centyt, n*googol
 * -millyt, n*101000
 * -micryt, n*101000000
 * -nanyt, n*101000000000
 * -picyt, n*101000000000000
 * -femtyt, n*1010 15
 * -attyt, n*1010 18
 * -zeptyt, n*1010 21
 * -yoctyt, n*1010 24

Exponentiation

 * Miniquadrus-, log10(log10(log10(log10(n))))
 * Minitrus-, log10(log10(log10(n)))
 * Minibus-, log10(log10(n))
 * Minimus-, log10(n)
 * Uaximus-, 1n
 * Baximus-, 2n
 * Traximus-, 3n
 * Quadraximus-, 4n
 * Quintaximus-, 5n
 * Sextaximus-, 6n
 * Septaximus-, 7n
 * Octaximus-, 8n
 * Nonaximus-, 9n
 * Maximus- or Decaximus- or Uaxibus-, 10n
 * Undecaximus, 11n
 * Dodecaximus, 12n
 * Centaximus, 100n
 * Baxibus-, 22 n
 * Traxibus-, 33 n
 * Quadraxibus-, 44 n
 * Quintaxibus-, 55 n
 * Sexaxibus-, 66 n
 * Septaxibus-, 77 n
 * Octaxibus-, 88 n
 * Nonaxibus-, 99 n
 * Maxibus-, 1010 n
 * Maxitrus-, 1010 10 n
 * Maxiquadrus-, 1010 10 10 n
 * Maxiquintus-, En#5
 * Maxisextus-, En#6
 * Maxiseptus-, En#7
 * Maxioctus-, En#8
 * Maxinonus-, En#9
 * Maxidecus-, En#10
 * -Illion, 103*n+3

Tetration

 * Uogue, n1
 * Bogue, n2
 * Trogue, n3
 * Quadrogue, n4
 * Quintogue, n5
 * Sextogue, n6
 * Septogue, n7
 * Octogue, n8
 * Nonogue, n9
 * Logue or Decogue, n10
 * -Illiob, 3*n+310
 * Bogbe, n2 2
 * Trogbe, n3 3
 * Quadrogbe, n4 4
 * Quintogbe, n5 5
 * Sextogbe, n6 6
 * Septogbe, n7 7
 * Octogbe, n8 8
 * Nonogbe, n9 9
 * Logbe, n10 10 = E1#(E1#n)) = E1#n#2
 * Logtre, n10 10 10 = E1#n#3
 * Logquadre, n10 10 10 10 = E1#n#4

Pentation

 * Uougent, {1,n,3}
 * Bougent, {2,n,3}
 * Trougent, {3,n,3}
 * Quadrougent, {4,n,3}
 * Quintougent, {5,n,3}
 * Sextougent, {6,n,3}
 * Septougent, {7,n,3}
 * Octougent, {8,n,3}
 * Nonougent, {9,n,3}
 * Teraksys or Lougent or Decougent, {10,n,3}
 * -Illiotr, {10,3*n+3,3}
 * Loubent or Decoubent, {10,{10,n,3},3}
 * Loutrent or Decoutrent, {10,{10,{10,n,3},3},3}

Hexation

 * Petaksys, {10,n,4}
 * -Illioquadr, {10,3*n+3,4}

Heptation

 * Exaksys, {10,n,5}
 * -Illioquint, {10,3*n+3,5}

Octation

 * Eptaksys, {10,n,6}
 * -Illiosext, {10,3*n+3,6}

Nonation

 * Octaksys, {10,n,7}
 * -Illiosept, {10,3*n+3,7}

Decation

 * Enneaksys, {10,n,8}
 * -Illiooct, {10,3*n+3,8}

Undecation

 * Dekaksys, {10,n,9}
 * -Illionon, {10,3*n+3,9}

Duodecation

 * Undekaksys, {10,n,10}
 * -Illiodec, {10,3*n+3,10}