查看“︁Googolism - Part 6”︁的源代码

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== Binary phi level ==

=== Part 6.1: <math>f_{\zeta_0}^2(10)</math> ~ <math>f_{\varepsilon_{\zeta_0+1}}^2(10)</math> ===

* Grand tethracross, E100#^^##100#2
* Grand Berlin Wall, E100#^^##100,000,000#2
* '''Fish number 6''', <math>\approx f_{\zeta_0+1}(63)</math>
* Grangol-carta-tethracross, E100#^^##100#100
* Godgahlah-carta-tethracross, E100#^^##100#^#100
* Tethrathoth-carta-tethracross, E100#^^##100#^^#100
* Tethriterator-carta-tethracross, E100#^^##100#^^#>#100
* Tethracross-by-deuteron, E100#^^##100#^^##100
* Tethracross-by-triton, E100#^^##100#^^##100#^^##100
* Tethracross-by-teterton, E100#^^##*#5
* Tethracross-by-pepton, E100#^^##*#6
* Tethracross-by-exton, E100#^^##*#7
* Tethracross-by-epton, E100#^^##*#8
* Tethracross-by-ogdon, E100#^^##*#9
* Tethracross-by-enton, E100#^^##*#10
* Tethracross-by-dekaton, E100#^^##*#11
* Deutero-tethrinoocross, {100,100[1\1\2]1[1\1\2]2}
* Deutero-tethracross, E100#^^##*#^^##100
* Trito-tethracross, E100#^^##*#^^##*#^^##100
* Teterto-tethracross, E100#^^##*#^^##*#^^##*#^^##100
* Pepto-tethracross, E100(#^^##)^#5
* Exto-tethracross, E100(#^^##)^#6
* Epto-tethracross, E100(#^^##)^#7
* Ogdo-tethracross, E100(#^^##)^#8
* Ento-tethracross, E100(#^^##)^#9
* Dekato-tethracross, E100(#^^##)^#10
* Isosto-tethracross, E100(#^^##)^#20
* Trianto-tethracross, E100(#^^##)^#30
* Saranto-tethracross, E100(#^^##)^#40
* Peninto-tethracross, E100(#^^##)^#50
* Exinto-tethracross, E100(#^^##)^#60
* Ebdominto-tethracross, E100(#^^##)^#70
* Ogdonto-tethracross, E100(#^^##)^#80
* Eneninto-tethracross, E100(#^^##)^#90
* Tethrinoocruxifact, {100,100[2\1\2]2}
* Tethracruxifact / hecato-tethracross, E100(#^^##)^#100
* Grideutertethrinoocross, {100,100[3\1\2]2}
* Grideutertethracross, E100(#^^##)^##100
* Kubicutethracross, E100(#^^##)^###100
* Quarticutethracross, E100(#^^##)^####100
* Quinticutethracross, E100(#^^##)^#^#5
* Sexticutethracross, E100(#^^##)^#^#6
* Septicutethracross, E100(#^^##)^#^#7
* Octicutethracross, E100(#^^##)^#^#8
* Nonicutethracross, E100(#^^##)^#^#9
* Decicutethracross, E100(#^^##)^#^#10
* Centicutethracross / Tethracruxigodgathor, E100(#^^##)^#^#100
* Tethracross-ad-gridgahlahium, E100(#^^##)^#^##100
* Tethracross-ad-kubikahlahium, E100(#^^##)^#^###100
* Tethracross-ad-quarticahlahium, E100(#^^##)^#^####100
* Tethracross-ad-godgathorium, E100(#^^##)^#^#^#100
* Tethracross-ad-godtotholium, E100(#^^##)^#^#^#^#100
* Tethracross-ad-godtertolium, E100(#^^##)^#^#^#^#^#100
* Tethracross-ad-godtopolium, E100(#^^##)^#^^#6
* Tethracross-ad-godhathorium, E100(#^^##)^#^^#7
* Tethracross-ad-godheptolium, E100(#^^##)^#^^#8
* Tethracross-ad-godoctolium, E100(#^^##)^#^^#9
* Tethracross-ad-godentolium, E100(#^^##)^#^^#10
* Tethracross-ad-goddekatholium, E100(#^^##)^#^^#11
* Tethracross-ad-tethrathothium / Tethracruxitethrathoth, E100(#^^##)^#^^#100
* Tethracross-ad-Monster-Giantium, E100(#^^##)^(#^^#)^(#^^#)^#100
* Tethracross-ad-terrible-tethrathothium, E100(#^^##)^(#^^#)^^#100
* Tethracross-ad-terrible-terrible-tethrathothium, E100(#^^##)^((#^^#)^^#)^^#100
* Tethracross-ad-tethriteratorium, E100(#^^##)^#^^#>#100
* Tethracross-ad-tethriditeratorium, E100(#^^##)^#^^#>(#+#)100
* Tethracross-ad-tethraspatialatorium, E100(#^^##)^#^^#>#^#100
* Tethracross-ad-dustaculated-tethrathothium, E100(#^^##)^#^^#>#^^#100
* Tethracross-ad-tristaculated-tethrathothium, E100(#^^##)^#^^#>#^^#>#^^#100
* Tethracross-ad-tetrastaculated-tethrathothium, E100(#^^##)^#^^#>#^^#>#^^#>#^^#100
* Tethracross-ad-pentastaculated-tethrathothium, E100(#^^##)^#^^##5
* Tethracross-ad-hexastaculated-tethrathothium, E100(#^^##)^#^^##6
* Tethracross-ad-heptastaculated-tethrathothium, E100(#^^##)^#^^##7
* Tethracross-ad-octastaculated-tethrathothium, E100(#^^##)^#^^##8
* Tethracross-ad-ennastaculated-tethrathothium, E100(#^^##)^#^^##9
* Tethracross-ad-dekastaculated-tethrathothium, E100(#^^##)^#^^##10
* Dutetrated-tethracross, E100(#^^##)^(#^^##)100
* Tritetrated-tethracross, E100(#^^##)^(#^^##)^(#^^##)100
* Quadratetrated-tethracross, E100(#^^##)^(#^^##)^(#^^##)^(#^^##)100
* Quinquatetrated-tethracross, E100(#^^##)^^#5
* Sexatetrated-tethracross, E100(#^^##)^^#6
* Septatetrated-tethracross, E100(#^^##)^^#7
* Octatetrated-tethracross, E100(#^^##)^^#8
* Nonatetrated-tethracross, E100(#^^##)^^#9
* Decatetrated-tethracross, E100(#^^##)^^#10
* Terrible tethracross, E100(#^^##)^^#100

=== Part 6.2: <math>f_{\varepsilon_{\zeta_0+1}}^2(10)</math> ~ <math>f_{\zeta_1}^2(10)</math> ===

* Dutetrated-terrible-tethracross, E100((#^^##)^^#)^((#^^##)^^#)100
* Terrible terrible tethracross, E100((#^^##)^^#)^^#100
* Terrible terrible terrible tethracross, E100(((#^^##)^^#)^^#)^^#100
* Quadruple-terrible tethracross, E100((((#^^##)^^#)^^#)^^#)^^#100
* Quintuple-terrible tethracross, E100(#^^##)^^#>#5
* Tethriterated-tethracross / hundred-ex-terrible tethracross, E100(#^^##)^^#>#100
* Hundred-ex-terrible territethracross, E100(#^^##)^^#>#101
* Tethrathoth-ex-terrible tethracross, E100(#^^##)^^#>#(E100#^^#100)
* Tethracross-ex-terrible tethracross, E100(#^^##)^^#>#(E100#^^##100)
* Grand tethriterated-tethracross, E100(#^^##)^^#>#100#2
* Deutero-tethriterated-tethracross, E100(#^^##)^^#>#*(#^^##)^^#>#100
* Dutetrated-tethriterated-tethracross, E100((#^^##)^^#>#)^((#^^##)^^#>#)100
* Tethriditerated-tethracross, E100(#^^##)^^#>(#+#)100
* Tethritriterated-tethracross, E100(#^^##)^^#>(#+#+#)100
* Tethriquaditerated-tethracross, E100(#^^##)^^#>(#+#+#+#)100
* Tethriquiditerated-tethracross, E100(#^^##)^^#>##5
* Tethrisiditerated-tethracross, E100(#^^##)^^#>##6
* Tethrisepiterated-tethracross, E100(#^^##)^^#>##7
* Tethri-ogditerated-tethracross, E100(#^^##)^^#>##8
* Tethri-noniterated-tethracross, E100(#^^##)^^#>##9
* Tethri-deciterated-tethracross, E100(#^^##)^^#>##10
* Tethrigriditerated-tethracross, E100(#^^##)^^#>##100
* Tethricubiculated-tethracross, E100(#^^##)^^#>###100
* Tethriquarticulated-tethracross, E100(#^^##)^^#>####100
* Tethriquinticulated-tethracross, E100(#^^##)^^#>#^#5
* Tethrisexticulated-tethracross, E100(#^^##)^^#>#^#6
* Tethrisepticulated-tethracross, E100(#^^##)^^#>#^#7
* Tethri-octiculated-tethracross, E100(#^^##)^^#>#^#8
* Tethrinoniculated-tethracross, E100(#^^##)^^#>#^#9
* Tethrideciculated-tethracross, E100(#^^##)^^#>#^#10
* Tethrispatialated-tethracross, E100(#^^##)^^#>#^#100
* Tethrispatial-squarediterated-tethracross, E100(#^^##)^^#>(#^#*#^#)100
* Tethrideuterspatialated-tethracross, E100(#^^##)^^#>#^##100
* Tethritritospatialated-tethracross, E100(#^^##)^^#>#^###100
* Tethritetertospatialated-tethracross, E100(#^^##)^^#>#^####100
* Tethripeptospatialated-tethracross, E100(#^^##)^^#>#^#^#5
* Tethriextospatialated-tethracross, E100(#^^##)^^#>#^#^#6
* Tethrieptospatialated-tethracross, E100(#^^##)^^#>#^#^#7
* Tethriogdospatialated-tethracross, E100(#^^##)^^#>#^#^#8
* Tethrientospatialated-tethracross, E100(#^^##)^^#>#^#^#9
* Tethridekatospatialated-tethracross, E100(#^^##)^^#>#^#^#10
* Tethrisuperspatialated-tethracross, E100(#^^##)^^#>#^#^#100
* Gralgathor-turreted-tethritertethracross, E100(#^^##)^^#>#^#^##100
* Tethriquadratetratediterated-tethracross, E100(#^^##)^^#>#^#^#^#100
* Tethriquintatetratediterated-tethracross, E100(#^^##)^^#>#^^#5
* Tethrisextatetratediterated-tethracross, E100(#^^##)^^#>#^^#6
* Tethriseptatetratediterated-tethracross, E100(#^^##)^^#>#^^#7
* Tethrioctatetratediterated-tethracross, E100(#^^##)^^#>#^^#8
* Tethrinonatetratediterated-tethracross, E100(#^^##)^^#>#^^#9
* Tethridecatetratediterated-tethracross, E100(#^^##)^^#>#^^#10
* Tethrastaculated-tethritertethracross / tethricentatetratediterated-tethracross, E100(#^^##)^^#>#^^#100
* Territethrastaculated-tethritertethracross, E100(#^^##)^^#>(#^^#)^^#100
* Tethriterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#100
* Tethriditerstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>(#+#)100
* Tethritriterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>(#+#+#)100
* Tethriquaditerstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>(#+#+#+#)100
* Tethrigriditerstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>##100
* Tethricubiterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>###100
* Tethriquartiterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>####100
* Tethrispatialiterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^#100
* Tethrisuperspatialiterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^#^#100
* Tethriquadratetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#4
* Tethriquintatetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#5
* Tethrisextatetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#6
* Tethriseptatetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#7
* Tethrioctatetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#8
* Tethrinonatetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#9
* Tethridecatetratediterstaculated-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#10
* Dustaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#100
* Tristaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^#>#^^#>#^^#100
* Tetrastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##4
* Pentastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##5
* Sexastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##6
* Septastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##7
* Octastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##8
* Ennastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##9
* Dekastaculated-tethraturreted-tethritertethracross, E100(#^^##)^^#>#^^##10
* Tethracrossturreted-tethritertethracross, E100(#^^##)^^#>#^^##100
* Deutero tethracross-turreted-tethritertethracross, E100(#^^##)^^#>#^^##*(#^^##)^^#>#^^##100
* Trito tethracross-turreted-tethritertethracross, E100((#^^##)^^#>#^^##)^#3
* Teterto tethracross-turreted-tethritertethracross, E100((#^^##)^^#>#^^##)^#4
* Dutetrated tethracross-turreted-tethritertethracross, E100((#^^##)^^#>#^^##)^((#^^##)^^#>#^^##)100
* Tritetrated tethracross-turreted-tethritertethracross, E100((#^^##)^^#>#^^##)^^#3
* Tethracruxifact-turreted-tethritertethracross, E100(#^^##)^^#>(#^^##)^#100
* Tethracruxitethrathoth-turreted-tethritertethracross, E100(#^^##)^^#>(#^^##)^(#^^#)100
* Dutetrated-tethracross-turreted-tethritertethracross, E100(#^^##)^^#>(#^^##)^(#^^##)100
* Dustaculated-tethritertethracross / territethracrossturreted-tethritertethracross / tethritertethracrossturreted-tethritertethracross, E100(#^^##)^^#>(#^^##)^^#100
* Tethriterated-tethracross-turreted-tethritertethracross, E100(#^^##)^^#>(#^^##)^^#>#100
* Tethracross-turreted-dustaculated-tethritertethracross, E100(#^^##)^^#>(#^^##)^^#>#^^##100
* Tristaculated-tethritertethracross, E100(#^^##)^^#>(#^^##)^^#>(#^^##)^^#100
* Tetrastaculated-tethritertethracross, E100(#^^##)^^##4
* Pentastaculated-tethritertethracross, E100(#^^##)^^##5
* Hexastaculated-tethritertethracross, E100(#^^##)^^##6
* Heptastaculated-tethritertethracross, E100(#^^##)^^##7
* Ogdastaculated-tethritertethracross, E100(#^^##)^^##8
* Ennastaculated-tethritertethracross, E100(#^^##)^^##9
* Dekastaculated-tethritertethracross, E100(#^^##)^^##10
* Secundotethrated-tethrinoocross, {100,100[1\1\3]2}
* Secundotethrated-tethracross, E100(#^^##)^^##100

=== Part 6.3: <math>f_{\zeta_1}^2(10)</math> ~ <math>f_{\eta_0}^2(10)</math> ===

* Deutero-secundotethrated-tethracross, E100(#^^##)^^##*(#^^##)^^##100
* Dutetrated-secundotethrated-tethracross, E100((#^^##)^^##)^((#^^##)^^##)100
* Terrible secundotethrated-tethracross, E100((#^^##)^^##)^^#100
* Tethriterated-secundotethrated-tethracross, E100((#^^##)^^##)^^#>#100
* Tethrispatialated-secundotethrated-tethracross, E100((#^^##)^^##)^^#>#^#100
* Tethracross-turreted-secundotethrated-tethracross, E100((#^^##)^^##)^^#>#^^##100
* Tethraducross-turreted-secundotethrated-tethracross, E100((#^^##)^^##)^^#>(#^^##)^^##100
* Dustaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^#>((#^^##)^^##)^^#100
* Tristaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##3
* Quadrastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##4
* Quinquastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##5
* Sexastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##6
* Septastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##7
* Ogdastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##8
* Ennastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##9
* Dekastaculated-secundotethrated-tethracross, E100((#^^##)^^##)^^##10
* Thrice-tethrinoosecunda, {100,100[1\1\4]2}
* Thrice-tethrasecunda, E100((#^^##)^^##)^^##100
* Terrible thrice-tethrasecunda, E100(((#^^##)^^##)^^##)^^#100
* Tethriterated-thrice-tethrasecunda, E100(((#^^##)^^##)^^##)^^#>#100
* Dustaculated-thrice-territethrasecunda, E100(((#^^##)^^##)^^##)^^#>(((#^^##)^^##)^^##)^^#100
* Quatrice-tethrasecunda, E100(((#^^##)^^##)^^##)^^##100
* Quincice-tethrinoosecunda, {100,100[1\1\6]2}
* Quincice-tethrasecunda, E100#^^##>#5
* Sextice-tethrasecunda, E100#^^##>#6
* Septice-tethrasecunda, E100#^^##>#7
* Octice-tethrasecunda, E100#^^##>#8
* Nonice-tethrasecunda, E100#^^##>#9
* Decice-tethrasecunda, E100#^^##>#10
* Tethrinootercross, {100,100[1\1\1,2]2}
* Tethritercross / tethrasquared-iterator, E100#^^##>#100
* Tethrinooditercross, {100,100[1\1\1,3]2}
* Terrible tethritercross, E100(#^^##>#)^^#100
* Tethriterated-tethritercross, E100(#^^##>#)^^#>#100
* Terrisquared tethritercross, E100(#^^##>#)^^##100
* Tethriditercross, E100#^^##>(#+#)100
* Tethritritercross, E100#^^##>(#+#+#)100
* Tethriquaditercross, E100#^^##>(#+#+#+#)100
* Tethriquiditercross, E100#^^##>##5
* Tethrisiditercross, E100#^^##>##6
* Tethrisepitercross, E100#^^##>##7
* Tethri-ogditercross, E100#^^##>##8
* Tethrinonitercross, E100#^^##>##9
* Tethridecitercross, E100#^^##>##10
* Tethrigriditercross / tethrasquared-griditerator, E100#^^##>##100
* Tethricubiculcross / tethrasquared-cubiculator, E100#^^##>###100
* Tethriquarticulcross, E100#^^##>####100
* Tethriquinticulcross, E100#^^##>#^#5
* Tethrisexticulcross, E100#^^##>#^#6
* Tethrisepticulcross, E100#^^##>#^#7
* Tethri-octiculcross, E100#^^##>#^#8
* Tethrinoniculcross, E100#^^##>#^#9
* Tethrideciculcross, E100#^^##>#^#10
* Tethrispatialcross / tethrasquared-spatialator, E100#^^##>#^#100
* Tethrisuperspatialcross, E100#^^##>#^#^#100
* Tethritrimensionalcross, E100#^^##>#^#^#^#100
* Tethriquadramensionalcross, E100#^^##>#^^#5
* Tethriquintamensionalcross, E100#^^##>#^^#6
* Tethrisexamensionalcross, E100#^^##>#^^#7
* Tethrseptamensionalcross, E100#^^##>#^^#8
* Tethri-octamensionalcross, E100#^^##>#^^#9
* Tethrinonamensionalcross, E100#^^##>#^^#10
* Tethraidecamensionalcross, E100#^^##>#^^#11
* Tethraturreted-tethracross, E100#^^##>#^^#100
* Dustacutethraturreted-tethracross, E100#^^##>#^^#>#^^#100
* Tristacutethraturreted-tethracross, E100#^^##>#^^#>#^^#>#^^#100
* Tetrastacutethraturreted-tethracross, E100#^^##>#^^##4
* Pentastacutethraturreted-tethracross, E100#^^##>#^^##5
* Hexastacutethraturreted-tethracross, E100#^^##>#^^##6
* Heptastacutethraturreted-tethracross, E100#^^##>#^^##7
* Ogdastacutethraturreted-tethracross, E100#^^##>#^^##8
* Ennastacutethraturreted-tethracross, E100#^^##>#^^##9
* Uninzet, <math>f_{\zeta_{\zeta_0}}(10)</math>
* Dekastacutethraturreted-tethracross, E100#^^##>#^^##10
* Dustaculated-tethracross, E100#^^##>#^^##100
* Terrible dustaculated-tethracross, E100(#^^##>#^^##)^^#100
* Tethriterated dustaculated-tethracross, E100(#^^##>#^^##)^^#>#100
* Terrisecunded dustaculated-tethracross / Terrisquared dustaculated-tethracross, E100(#^^##>#^^##)^^##100
* Double terrisecunded dustaculated-tethracross / Terrisquared terrisquared dustaculated-tethracross, E100((#^^##>#^^##)^^##)^^##100
* Hundred-ex-terrisecunded dustaculated-tethracross / Terrisquarediter-dustaculated-tethracross, E100#^^##>(#^^##+#)100
* Tethracross-by-deuteron-turreted-tethracross, E100#^^##>(#^^##+#^^##)100
* Tethracross-by-gugold-turreted-tethracross, E100#^^##>(#^^##*#)100
* Deutertethracross-turreted-tethracross, E100#^^##>(#^^##*#^^##)100
* Tethracruxifact-turreted-tethracross, E100#^^##>(#^^##)^#100
* Grideutertethracross-turreted-tethracross, E100#^^##>(#^^##)^##100
* Tethracruxigodgathor-turreted-tethracross, E100#^^##>(#^^##)^#^#100
* Terrible-tethracross-turreted-tethracross, E100#^^##>(#^^##)^^#100
* Secundotethrated-tethracross-turreted-tethracross, E100#^^##>(#^^##)^^##100
* Thrice-tethrasecunda-turreted-tethracross, E100#^^##>((#^^##)^^##)^^##100
* Quatrice-tethrasecunda-turreted-tethracross, E100#^^##>(((#^^##)^^##)^^##)^^##100
* Tethritercross-turreted-tethracross, E100#^^##>#^^##>#100
* Tethriditercross-turreted-tethracross, E100#^^##>#^^##>(#+#)100
* Tethrigriditercross-turreted-tethracross, E100#^^##>#^^##>##100
* Tethrispatialcross-turreted-tethracross, E100#^^##>#^^##>#^#100
* Tethrathoth-turreted-dustaculated-tethracross, E100#^^##>#^^##>#^^#100
* Territethrathoth-turreted-dustaculated-tethracross, E100#^^##>#^^##>(#^^#)^^#100
* Tethriterturreted-dustaculated-tethracross, E100#^^##>#^^##>#^^#>#100
* Dustaculated-tethrathoth-turreted-dustaculated-tethracross, E100#^^##>#^^##>#^^#>#^^#100
* Binzet, <math>f_{\zeta_{\zeta_{\zeta_0}}}(10)</math>
* Tristaculated-tethracross, E100#^^##>#^^##>#^^##100
* Terrisquared tristaculated-tethracross, E100(#^^##>#^^##>#^^##)^^##100
* Terrisquared-dustaculated-tethracross-turreted-tethracross, E100#^^##>(#^^##>#^^##)^^##100
* Tethracruxifact-turreted-dustaculated-tethracross, E100#^^##>#^^##>(#^^##)^#100
* Territethracross-turreted-dustaculated-tethracross, E100#^^##>#^^##>(#^^##)^^#100
* Secundotethrated-tethracross-turreted-dustaculated-tethracross, E100#^^##>#^^##>(#^^##)^^##100
* Thrice-tethrasecunda-turreted-dustaculated-tethracross, E100#^^##>#^^##>((#^^##)^^##)^^##100
* Tethritercross-turreted-dustaculated-tethracross, E100#^^##>#^^##>#^^##>#100
* Trinzet, <math>f_{\zeta_{\zeta_{\zeta_{\zeta_0}}}}(10)</math>
* Tetrastaculated-tethracross, E100#^^##>#^^##>#^^##>#^^##100
* Tethritercross-turreted-tristaculated-tethracross, E100#^^##>#^^##>#^^##>#^^##>#100
* Quadrinzet, <math>f_{\eta_0[5]}(10)</math>
* Pentastaculated-tethracross, E100#^^###5
* Quintinzet, <math>f_{\eta_0[6]}(10)</math>
* Sexastaculated-tethracross, E100#^^###6
* Sextinzet, <math>f_{\eta_0[7]}(10)</math>
* Septastaculated-tethracross, E100#^^###7
* Septinzet, <math>f_{\eta_0[8]}(10)</math>
* Ogdastaculated-tethracross, E100#^^###8
* Octinzet, <math>f_{\eta_0[9]}(10)</math>
* Ennastaculated-tethracross, E100#^^###9
* Noninzet / triphi, <math>f_{\eta_0}(10)</math>
* Dekastaculated-tethracross, E100#^^###10
* Dekinzet, <math>f_{\eta_0[11]}(10)</math>
* Icosastaculated-tethracross, E100#^^###20
* Triantastaculated-tethracross, E100#^^###30
* Sarantastaculated-tethracross, E100#^^###40
* Penintastaculated-tethracross, E100#^^###50
* Exintastaculated-tethracross, E100#^^###60
* Ebdomintastaculated-tethracross, E100#^^###70
* Ogdontastaculated-tethracross, E100#^^###80
* Enenintastaculated-tethracross, E100#^^###90
* Tethrinoocubor, {100,100[1\1\1\2]2}
* Tethracubor / tethratertia, E100#^^###100
* Hektinzet, <math>f_{\eta_0[101]}(10)</math>
* Kilinzet, <math>f_{\eta_0[1001]}(10)</math>
* Meginzet, <math>f_{\eta_0[10^6+1]}(10)</math>
* Giginzet, <math>f_{\eta_0[10^9+1]}(10)</math>
* Terinzet, <math>f_{\eta_0[10^{12}+1]}(10)</math>
* Petinzet, <math>f_{\eta_0[10^{15}+1]}(10)</math>
* Exinzet, <math>f_{\eta_0[10^{18}+1]}(10)</math>
* Zettinzet, <math>f_{\eta_0[10^{21}+1]}(10)</math>
* Yottinzet, <math>f_{\eta_0[10^{24}+1]}(10)</math>

=== Part 6.4: <math>f_{\eta_0}^2(10)</math> ~ <math>f_{\varepsilon_{\eta_0+1}}^2(10)</math> ===

* Grand tethracubor, E100#^^###100#2
* Grangol-carta-tethracubor, E100#^^###100#100
* Grand grangol-carta-tethracubor, E100#^^###100#100#2
* Godgahlah-carta-tethracubor, E100#^^###100#^#100
* Tethrathoth-carta-tethracubor, E100#^^###100#^^#100
* Tethriterator-carta-tethracubor, E100#^^###100#^^#>#100
* Tethracross-carta-tethracubor, E100#^^###100#^^##100
* Tethrinoocubor-by-deuteron, {100,100[1\1\1\2]3}
* Tethracubor-by-deuteron, E100#^^###100#^^###100
* Tethracubor-by-triton, E100#^^###100#^^###100#^^###100
* Tethracubor-by-teterton, E100#^^###*#5
* Tethracubor-by-pepton, E100#^^###*#6
* Tethracubor-by-exton, E100#^^###*#7
* Tethracubor-by-epton, E100#^^###*#8
* Tethracubor-by-ogdon, E100#^^###*#9
* Tethracubor-by-enton, E100#^^###*#10
* Tethracubor-by-dekaton, E100#^^###*#11
* Tethrinoocuborgugold, {100,100[1\1\1\2]100}
* Tethracubor-by-hyperion, E100#^^###*#100
* Tethracubor-by-hecaton, E100#^^###*#101
* Tethracubor-by-deutero-hyperion, E100#^^###*##100
* Tethracubor-by-trito-hyperion, E100#^^###*###100
* Tethracubor-by-teterto-hyperion, E100#^^###*####100
* Tethracubor-by-godgahlah, E100#^^###*#^#100
* Tethracubor-by-gridgahlah, E100#^^###*#^##100
* Tethracubor-by-godgathor, E100#^^###*#^#^#100
* Tethracubor-by-godtothol, E100#^^###*#^#^#^#100
* Tethracubor-by-tethrathoth, E100#^^###*#^^#100
* Tethracubor-by-Monster-Giant, E100#^^###*(#^^#)^(#^^#)^#100
* Tethracubor-by-terrible-tethrathoth, E100#^^###*(#^^#)^^#100
* Tethracubor-by-Behemoth-Giant, E100#^^###*(#^^#>2)^(#^^#>2)^#100
* Tethracubor-by-terrible-terrible-tethrathoth, E100#^^###*#^^#>#3
* Tethracubor-by-Trihemoth-Giant, E100#^^###*(#^^#>3)^(#^^#>3)^#100
* Tethracubor-by-tethriterator, E100#^^###*#^^#>#100
* Tethracubor-by-dustaculated-tethrathoth, E100#^^###*#^^#>#^^#100
* Tethracubor-by-tethracross, E100#^^###*#^^##100
* Tethracubor-by-tethritercross, E100#^^###*#^^##>#100
* Tethracubor-by-dustaculated-tethracross, E100#^^###*#^^##>#^^##100
* Deutero-tethracubor, E100#^^###*#^^###100
* Trito-tethracubor, E100#^^###*#^^###*#^^###100
* Teterto-tethracubor, E100#^^###*#^^###*#^^###*#^^###100
* Pepto-tethracubor, E100(#^^###)^#5
* Exto-tethracubor, E100(#^^###)^#6
* Epto-tethracubor, E100(#^^###)^#7
* Ogdo-tethracubor, E100(#^^###)^#8
* Ento-tethracubor, E100(#^^###)^#9
* Dekato-tethracubor, E100(#^^###)^#10
* Isosto-tethracubor, E100(#^^###)^#20
* Trianto-tethracubor, E100(#^^###)^#30
* Saranto-tethracubor, E100(#^^###)^#40
* Peninto-tethracubor, E100(#^^###)^#50
* Exinto-tethracubor, E100(#^^###)^#60
* Ebdominto-tethracubor, E100(#^^###)^#70
* Ogdonto-tethracubor, E100(#^^###)^#80
* Eneninto-tethracubor, E100(#^^###)^#90
* Tethracuborfact / hecato-tethracubor, E100(#^^###)^#100
* Grideutertethracubor, E100(#^^###)^##100
* Kubicutethracubor, E100(#^^###)^###100
* Quarticutethracubor, E100(#^^###)^####100
* Quinticutethracubor, E100(#^^###)^#^#5
* Sexticutethracubor, E100(#^^###)^#^#6
* Septicutethracubor, E100(#^^###)^#^#7
* Octicutethracubor, E100(#^^###)^#^#8
* Nonicutethracubor, E100(#^^###)^#^#9
* Decicutethracubor, E100(#^^###)^#^#10
* Tethracuborgodgathored, E100(#^^###)^#^#100
* Tethracuborgralgathored, E100(#^^###)^#^##100
* Tethracuborgodtotholed, E100(#^^###)^#^#^#100
* Tethracubor-isptethrathoth, E100(#^^###)^#^^#100
* Tethracubor-isptethriterator, E100(#^^###)^#^^#>#100
* Tethracubor-isptethracross, E100(#^^###)^#^^##100
* Tethracubor-isptethritercross, E100(#^^###)^#^^##>#100
* Dutetrated-tethracubor / tethracubor-isptethracubor, E100(#^^###)^(#^^###)100
* Monster-Tethracubor, E100(#^^###)^(#^^###)^#100
* Tritetrated-tethracubor, E100(#^^###)^(#^^###)^(#^^###)100
* Quadratetrated-tethracubor, E100(#^^###)^^#4
* Quinquatetrated-tethracubor, E100(#^^###)^^#5
* Sexatetrated-tethracubor, E100(#^^###)^^#6
* Septatetrated-tethracubor, E100(#^^###)^^#7
* Octatetrated-tethracubor, E100(#^^###)^^#8
* Nonatetrated-tethracubor, E100(#^^###)^^#9
* Decatetrated-tethracubor, E100(#^^###)^^#10
* Vigintatetrated-tethracubor, E100(#^^###)^^#20
* Trigintatetrated-tethracubor, E100(#^^###)^^#30
* Quadragintatetrated-tethracubor, E100(#^^###)^^#40
* Quinquagintatetrated-tethracubor, E100(#^^###)^^#50
* Sexagintatetrated-tethracubor, E100(#^^###)^^#60
* Septuagintatetrated-tethracubor, E100(#^^###)^^#70
* Octogintatetrated-tethracubor, E100(#^^###)^^#80
* Nonagintatetrated-tethracubor, E100(#^^###)^^#90
* Terrible tethracubor, E100(#^^###)^^#100

=== Part 6.5: <math>f_{\varepsilon_{\eta_0+1}}^2(10)</math> ~ <math>f_{\eta_1}^2(10)</math> ===

* Terrible terrible tethracubor, E100((#^^###)^^#)^^#100
* Tethriterated-tethracubor / hundred-ex-terrible tethracubor, E100(#^^###)^^#>#100
* Dustaculated-territethracubor, E100(#^^###)^^#>(#^^###)^^#100
* Tristaculated-territethracubor, E100(#^^###)^^#>(#^^###)^^#>(#^^###)^^#100
* Tetrastaculated-territethracubor, E100(#^^###)^^##4
* Pentastaculated-territethracubor, E100(#^^###)^^##5
* Hexastaculated-territethracubor, E100(#^^###)^^##6
* Heptastaculated-territethracubor, E100(#^^###)^^##7
* Ogdastaculated-territethracubor, E100(#^^###)^^##8
* Ennastaculated-territethracubor, E100(#^^###)^^##9
* Dekastaculated-territethracubor, E100(#^^###)^^##10
* Icosastaculated-territethracubor, E100(#^^###)^^##20
* Triantastaculated-territethracubor, E100(#^^###)^^##30
* Sarantastaculated-territethracubor, E100(#^^###)^^##40
* Penintastaculated-territethracubor, E100(#^^###)^^##50
* Exintastaculated-territethracubor, E100(#^^###)^^##60
* Ebdomintastaculated-territethracubor, E100(#^^###)^^##70
* Ogdontastaculated-territethracubor, E100(#^^###)^^##80
* Enenintastaculated-territethracubor, E100(#^^###)^^##90
* Terrisquared-tethracubor / hectastaculated-territethracubor, E100(#^^###)^^##100
* Terrible terrisquared-tethracubor, E100((#^^###)^^##)^^#100
* Territerated terrisquared-tethracubor, E100((#^^###)^^##)^^#>#100
* Double-terrisquared-tethracubor, E100((#^^###)^^##)^^##100
* Triple-terrisquared-tethracubor, E100(((#^^###)^^##)^^##)^^##100
* Quadruple-terrisquared-tethracubor, E100(#^^###)^^##>#4
* Quintuple-terrisquared-tethracubor, E100(#^^###)^^##>#5
* Sextuple-terrisquared-tethracubor, E100(#^^###)^^##>#6
* Septuple-terrisquared-tethracubor, E100(#^^###)^^##>#7
* Octuple-terrisquared-tethracubor, E100(#^^###)^^##>#8
* Nonuple-terrisquared-tethracubor, E100(#^^###)^^##>#9
* Decuple-terrisquared-tethracubor, E100(#^^###)^^##>#10
* Vigintuple-terrisquared-tethracubor, E100(#^^###)^^##>#20
* Trigintuple-terrisquared-tethracubor, E100(#^^###)^^##>#30
* Quadragintuple-terrisquared-tethracubor, E100(#^^###)^^##>#40
* Quinquagintuple-terrisquared-tethracubor, E100(#^^###)^^##>#50
* Sexagintuple-terrisquared-tethracubor, E100(#^^###)^^##>#60
* Septuagintuple-terrisquared-tethracubor, E100(#^^###)^^##>#70
* Octogintuple-terrisquared-tethracubor, E100(#^^###)^^##>#80
* Nonagintuple-terrisquared-tethracubor, E100(#^^###)^^##>#90
* Terrisquarediter-tethracubor / centuple-terrisquared-tethracubor, E100(#^^###)^^##>#100
* Dustaculated-terrisquared-tethracubor, E100(#^^###)^^##>(#^^###)^^##100
* Tristaculated-terrisquared-tethracubor, E100(#^^###)^^###3
* Tetrastaculated-terrisquared-tethracubor, E100(#^^###)^^###4
* Pentastaculated-terrisquared-tethracubor, E100(#^^###)^^###5
* Hexastaculated-terrisquared-tethracubor, E100(#^^###)^^###6
* Heptastaculated-terrisquared-tethracubor, E100(#^^###)^^###7
* Ogdastaculated-terrisquared-tethracubor, E100(#^^###)^^###8
* Ennastaculated-terrisquared-tethracubor, E100(#^^###)^^###9
* Dekastaculated-terrisquared-tethracubor, E100(#^^###)^^###10
* Icosastaculated-terrisquared-tethracubor, E100(#^^###)^^###20
* Triantastaculated-terrisquared-tethracubor, E100(#^^###)^^###30
* Sarantastaculated-terrisquared-tethracubor, E100(#^^###)^^###40
* Penintastaculated-terrisquared-tethracubor, E100(#^^###)^^###50
* Exintastaculated-terrisquared-tethracubor, E100(#^^###)^^###60
* Ebdomintastaculated-terrisquared-tethracubor, E100(#^^###)^^###70
* Ogdontastaculated-terrisquared-tethracubor, E100(#^^###)^^###80
* Enenintastaculated-terrisquared-tethracubor, E100(#^^###)^^###90
* Tethraducubor / hectastaculated-terrisquared-tethracubor, E100(#^^###)^^###100

=== Part 6.6: <math>f_{\eta_1}^2(10)</math> ~ <math>f_{\vartheta_{0}}^2(10)</math> ===

* Terrible tethraducubor, E100((#^^###)^^###)^^#100
* Terrisquared-tethraducubor, E100((#^^###)^^###)^^##100
* Tethratricubor, E100((#^^###)^^###)^^###100
* Tethratetracubor, E100(((#^^###)^^###)^^###)^^###100
* Tethrapentacubor, E100#^^###>#5
* Tethrahexacubor, E100#^^###>#6
* Tethraheptacubor, E100#^^###>#7
* Tethra-octacubor, E100#^^###>#8
* Tethra-ennacubor, E100#^^###>#9
* Tethradekacubor, E100#^^###>#10
* Tethra-endekacubor, E100#^^###>#11
* Tethra-dodekacubor, E100#^^###>#12
* Tethra-triadekacubor, E100#^^###>#13
* Tethra-tetradekacubor, E100#^^###>#14
* Tethra-pentadekacubor, E100#^^###>#15
* Tethra-hexadekacubor, E100#^^###>#16
* Tethra-heptadekacubor, E100#^^###>#17
* Tethra-octadekacubor, E100#^^###>#18
* Tethra-ennadekacubor, E100#^^###>#19
* Tethra-icosacubor, E100#^^###>#20
* Tethra-triantacubor, E100#^^###>#30
* Tethra-sarantacubor, E100#^^###>#40
* Tethra-penintacubor, E100#^^###>#50
* Tethra-exintacubor, E100#^^###>#60
* Tethra-ebdomintacubor, E100#^^###>#70
* Tethra-ogdontacubor, E100#^^###>#80
* Tethra-enenintacubor, E100#^^###>#90
* Tethritercubor / tethrahectacubor / tethracubiter, E100#^^###>#100
* Tethriditercubor, E100#^^###>(#+#)100
* Tethritritercubor, E100#^^###>(#+#+#)100
* Tethriquaditercubor, E100#^^###>(#+#+#+#)100
* Tethriquiditercubor, E100#^^###>##5
* Tethrisiditercubor, E100#^^###>##6
* Tethrisepitercubor, E100#^^###>##7
* Tethri-ogditercubor, E100#^^###>##8
* Tethrinonitercubor, E100#^^###>##9
* Tethridecitercubor, E100#^^###>##10
* Tethrivigintitercubor, E100#^^###>##20
* Tethritrigintitercubor, E100#^^###>##30
* Tethriquadragintitercubor, E100#^^###>##40
* Tethriquinquagintitercubor, E100#^^###>##50
* Tethrisexagintitercubor, E100#^^###>##60
* Tethriseptuagintitercubor, E100#^^###>##70
* Tethri-octogintitercubor, E100#^^###>##80
* Tethrinonagintitercubor, E100#^^###>##90
* Tethrigriditercubor / tethricentitercubor, E100#^^###>##100
* Tethricubiculcubor, E100#^^###>###100
* Tethriquarticulcubor, E100#^^###>####100
* Tethriquinticulcubor, E100#^^###>#^#5
* Tethrisexticulcubor, E100#^^###>#^#6
* Tethrisepticulcubor, E100#^^###>#^#7
* Tethri-octiculcubor, E100#^^###>#^#8
* Tethrinoniculcubor, E100#^^###>#^#9
* Tethrideciculcubor, E100#^^###>#^#10
* Tethriviginticulcubor, E100#^^###>#^#20
* Tethritriginticulcubor, E100#^^###>#^#30
* Tethriquadraginticulcubor, E100#^^###>#^#40
* Tethriquinquaginticulcubor, E100#^^###>#^#50
* Tethrisexaginticulcubor, E100#^^###>#^#60
* Tethriseptuaginticulcubor, E100#^^###>#^#70
* Tethri-octoginticulcubor, E100#^^###>#^#80
* Tethri-nonaginticulcubor, E100#^^###>#^#90
* Tethricenticulcubor / Tethrispatialcubor, E100#^^###>#^#100
* Gridgahlah-turreted-tethracubor / Tethrideuterspatialcubor, E100#^^###>#^##100
* Godgathor-turreted-tethracubor / Tethrisuperspatialcubor, E100#^^###>#^#^#100
* Godtothol-turreted-tethracubor, E100#^^###>#^#^#^#100
* Tethrathoth-turreted-tethracubor, E100#^^###>#^^#100
* Monster-Giant-turreted-tethracubor, E100#^^###>(#^^#)^(#^^#)^#100
* Territethrathoth-turreted-tethracubor, E100#^^###>(#^^#)^^#100
* Behemoth-Giant-turreted-tethracubor, E100#^^###>(#^^#>2)^(#^^#>2)^#100
* Territerritethrathoth-turreted-tethracubor, E100#^^###>((#^^#)^^#)^^#100
* Trihemoth-Giant-turreted-tethracubor, E100#^^###>(#^^#>3)^(#^^#>3)^#100
* Tethriterator-turreted-tethracubor, E100#^^###>#^^#>#100
* Dustacultethrathoth-turreted-tethracubor, E100#^^###>#^^#>#^^#100
* Tethracross-turreted-tethracubor, E100#^^###>#^^##100
* Tethritercross-turreted-tethracubor, E100#^^###>#^^##>#100
* Godgahlah-turreted-tethracross-turreted-tethracubor / Tethrispatialcross-turreted-tethracubor, E100#^^###>#^^##>#^#100
* Tethrathoth-turreted-tethracross-turreted-tethracubor, E100#^^###>#^^##>#^^#100
* Dustacultethracross-turreted-tethracubor, E100#^^###>#^^##>#^^##100
* Uninet, <math>f_{\eta_{\eta_0}}(10)</math>
* Dustaculated-tethracubor, E100#^^###>#^^###100
* Terricubed dustaculated-tethracubor, E100(#^^###>#^^###)^^###100
* Tethraducubor-turreted-tethracubor, E100#^^###>(#^^###)^^###100
* Tethritercubor-turreted-tethracubor, E100#^^###>#^^###>#100
* Binet, <math>f_{\eta_{\eta_{\eta_0}}}(10)</math>
* Tristaculated-tethracubor, E100#^^###>#^^###>#^^###100
* Trinet, <math>f_{\eta_{\eta_{\eta_{\eta_0}}}}(10)</math>
* Tetrastaculated-tethracubor, E100#^^###>#^^###>#^^###>#^^###100
* Quadrinet, <math>f_{\varphi(4,0)[5]}(10)</math>
* Pentastaculated-tethracubor, E100#^^####5
* Quintinet, <math>f_{\varphi(4,0)[6]}(10)</math>
* Hexastaculated-tethracubor, E100#^^####6
* Sextinet, <math>f_{\varphi(4,0)[7]}(10)</math>
* Heptastaculated-tethracubor, E100#^^####7
* Septinet, <math>f_{\varphi(4,0)[8]}(10)</math>
* Ogdastaculated-tethracubor, E100#^^####8
* Octinet, <math>f_{\varphi(4,0)[9]}(10)</math>
* Ennastaculated-tethracubor, E100#^^####9
* Noninet / quadriphi, <math>f_{\varphi(4,0)}(10)</math>
* Dekastaculated-tethracubor, E100#^^####10
* Dekinet, <math>f_{\varphi(4,0)[11]}(10)</math>
* Icosastaculated-tethracubor, E100#^^####20
* Triantastaculated-tethracubor, E100#^^####30
* Sarantastaculated-tethracubor, E100#^^####40
* Penintastaculated-tethracubor, E100#^^####50
* Exintastaculated-tethracubor, E100#^^####60
* Ebdomintastaculated-tethracubor, E100#^^####70
* Ogdontastaculated-tethracubor, E100#^^####80
* Enenintastaculated-tethracubor, E100#^^####90
* Tethrinooteron, {100,100[1\1\1\1\2]2}
* Tethrateron / tethratesseract / tethraterror, E100#^^####100
* Hektinet, <math>f_{\varphi(4,0)[101]}(10)</math>
* Kilinet, <math>f_{\varphi(4,0)[1001]}(10)</math>
* Meginet, <math>f_{\varphi(4,0)[10^6+1]}(10)</math>
* Giginet, <math>f_{\varphi(4,0)[10^9+1]}(10)</math>
* Terinet, <math>f_{\varphi(4,0)[10^{12}+1]}(10)</math>
* Petinet, <math>f_{\varphi(4,0)[10^{15}+1]}(10)</math>
* Exinet, <math>f_{\varphi(4,0)[10^{18}+1]}(10)</math>
* Zettinet, <math>f_{\varphi(4,0)[10^{21}+1]}(10)</math>
* Yottinet, <math>f_{\varphi(4,0)[10^{24}+1]}(10)</math>

=== Part 6.7: <math>f_{\vartheta_{0}}^2(10)</math> ~ <math>f_{\varepsilon_{\vartheta_{0}+1}}^2(10)</math> ===

* Grand tethrateron, E100#^^####100#2
* Grangol-carta-tethrateron, E100#^^####100#100
* Grand grangol-carta-tethrateron, E100#^^####100#100#2
* Godgahlah-carta-tethrateron, E100#^^####100#^#100
* Godgathor-carta-tethrateron, E100#^^####100#^#^#100
* Godtothol-carta-tethrateron, E100#^^####100#^#^#^#100
* Tethrathoth-carta-tethrateron, E100#^^####100#^^#100
* Monster-Giant-carta-tethrateron, E100#^^####100(#^^#)^(#^^#)^#100
* Terrible-tethrathoth-carta-tethrateron, E100#^^####100(#^^#)^^#100
* Behemoth-Giant-carta-tethrateron, E100#^^####100(#^^#>2)^(#^^#>2)^#100
* Terrible-terrible-tethrathoth-carta-tethrateron, E100#^^####100#^^#>#3
* Trihemoth-Giant-carta-tethrateron, E100#^^####100(#^^#>3)^(#^^#>3)^#100
* Tethriterator-carta-tethrateron, E100#^^####100#^^#>#100
* Dustaculated-tethrathoth-carta-tethrateron, E100#^^####100#^^#>#^^#100
* Tethracross-carta-tethrateron, E100#^^####100#^^##100
* Tethracubor-carta-tethrateron, E100#^^####100#^^###100
* Tethrateron-by-deuteron, E100#^^####100#^^####100
* Tethrateron-by-triton, E100#^^####100#^^####100#^^####100
* Tethrateron-by-teterton, E100#^^####*#5
* Tethrateron-by-pepton, E100#^^####*#6
* Tethrateron-by-exton, E100#^^####*#7
* Tethrateron-by-epton, E100#^^####*#8
* Tethrateron-by-ogdon, E100#^^####*#9
* Tethrateron-by-enton, E100#^^####*#10
* Tethrateron-by-dekaton, E100#^^####*#11
* Tethrateron-by-hyperion, E100#^^####*#100
* Tethrateron-by-godgahlah, E100#^^####*#^#100
* Tethrateron-by-godgathor, E100#^^####*#^#^#100
* Tethrateron-by-godtothol, E100#^^####*#^#^#^#100
* Tethrateron-by-tethrathoth, E100#^^####*#^^#100
* Tethrateron-by-Monster-Giant, E100#^^####*(#^^#)^(#^^#)^#100
* Tethrateron-by-terrible-tethrathoth, E100#^^####*(#^^#)^^#100
* Tethrateron-by-Behemoth-Giant, E100#^^####*(#^^#>2)^(#^^#>2)^#100
* Tethrateron-by-terrible-terrible-tethrathoth, E100#^^####*#^^#>#3
* Tethrateron-by-Trihemoth-Giant, E100#^^####*(#^^#>3)^(#^^#>3)^#100
* Tethrateron-by-tethriterator, E100#^^####*#^^#>#100
* Tethrateron-by-dustaculated-tethrathoth, E100#^^####*#^^#>#^^#100
* Tethrateron-by-tethracross, E100#^^####*#^^##100
* Tethrateron-by-tethracubor, E100#^^####*#^^###100
* Deutero-tethrateron, E100#^^####*#^^####100
* Trito-tethrateron, E100#^^####*#^^####*#^^####100
* Teterto-tethrateron, E100(#^^####)^#4
* Pepto-tethrateron, E100(#^^####)^#5
* Exto-tethrateron, E100(#^^####)^#6
* Epto-tethrateron, E100(#^^####)^#7
* Ogdo-tethrateron, E100(#^^####)^#8
* Ento-tethrateron, E100(#^^####)^#9
* Dekato-tethrateron, E100(#^^####)^#10
* Isosto-tethrateron, E100(#^^####)^#20
* Trianto-tethrateron, E100(#^^####)^#30
* Saranto-tethrateron, E100(#^^####)^#40
* Peninto-tethrateron, E100(#^^####)^#50
* Exinto-tethrateron, E100(#^^####)^#60
* Ebdominto-tethrateron, E100(#^^####)^#70
* Ogdonto-tethrateron, E100(#^^####)^#80
* Eneninto-tethrateron, E100(#^^####)^#90
* Tethrateronifact, E100(#^^####)^#100
* Grideutertethrateron, E100(#^^####)^##100
* Kubicutethrateron, E100(#^^####)^###100
* Quarticutethrateron, E100(#^^####)^####100
* Quinticutethrateron, E100(#^^####)^#^#5
* Sexticutethrateron, E100(#^^####)^#^#6
* Septicutethrateron, E100(#^^####)^#^#7
* Octicutethrateron, E100(#^^####)^#^#8
* Nonicutethrateron, E100(#^^####)^#^#9
* Decicutethrateron, E100(#^^####)^#^#10
* Tethrateron-ad-godgahlah, E100(#^^####)^#^#100
* Tethrateron-ad-godgathor, E100(#^^####)^#^#^#100
* Tethrateron-ad-godtothol, E100(#^^####)^#^#^#^#100
* Tethrateron-ad-tethrathoth, E100(#^^####)^#^^#100
* Tethrateron-ad-Monster-Giant, E100(#^^####)^(#^^#)^(#^^#)^#100
* Tethrateron-ad-terrible-tethrathoth, E100(#^^####)^(#^^#)^^#100
* Tethrateron-ad-Behemoth-Giant, E100(#^^####)^(#^^#>2)^(#^^#>2)^#100
* Tethrateron-ad-terrible-terrible-tethrathoth, E100(#^^####)^#^^#>#3
* Tethrateron-ad-Trihemoth-Giant, E100(#^^####)^(#^^#>3)^(#^^#>3)^#100
* Tethrateron-ad-tethriterator, E100(#^^####)^#^^#>#100
* Tethrateron-ad-dustaculated-tethrathoth, E100(#^^####)^#^^#>#^^#100
* Tethrateron-ad-tethracross, E100(#^^####)^#^^##100
* Tethrateron-ad-tethracubor, E100(#^^####)^#^^###100
* Dutetrated-tethrateron, E100(#^^####)^(#^^####)100
* Tritetrated-tethrateron, E100(#^^####)^(#^^####)^(#^^####)100
* Quadratetrated-tethrateron, E100(#^^####)^^#4
* Quinquatetrated-tethrateron, E100(#^^####)^^#5
* Sexatetrated-tethrateron, E100(#^^####)^^#6
* Septatetrated-tethrateron, E100(#^^####)^^#7
* Octatetrated-tethrateron, E100(#^^####)^^#8
* Nonatetrated-tethrateron, E100(#^^####)^^#9
* Decatetrated-tethrateron, E100(#^^####)^^#10
* Terrible tethrateron, E100(#^^####)^^#100

=== Part 6.8: <math>f_{\varepsilon_{\vartheta_{0}+1}}^2(10)</math> ~ <math>f_{\Pi_{0}}^2(10)</math> ===

* Terrible terrible tethrateron, E100((#^^####)^^#)^^#100
* Three-ex-terrible tethrateron, E100(#^^####)^^#>#3
* Four-ex-terrible tethrateron, E100(#^^####)^^#>#4
* Five-ex-terrible tethrateron, E100(#^^####)^^#>#5
* Six-ex-terrible tethrateron, E100(#^^####)^^#>#6
* Seven-ex-terrible tethrateron, E100(#^^####)^^#>#7
* Eight-ex-terrible tethrateron, E100(#^^####)^^#>#8
* Nine-ex-terrible tethrateron, E100(#^^####)^^#>#9
* Ten-ex-terrible tethrateron, E100(#^^####)^^#>#10
* Territerated-tethrateron, E100(#^^####)^^#>#100
* Terriditerated-tethrateron, E100(#^^####)^^#>(#+#)100
* Territriterated-tethrateron, E100(#^^####)^^#>(#+#+#)100
* Terrigriditerated-tethrateron, E100(#^^####)^^#>##100
* Terricubiculated-tethrateron, E100(#^^####)^^#>###100
* Terriquarticulated-tethrateron, E100(#^^####)^^#>####100
* Godgahlah-turreted-territethrateron, E100(#^^####)^^#>#^#100
* Godgathor-turreted-territethrateron, E100(#^^####)^^#>#^#^#100
* Godtothol-turreted-territethrateron, E100(#^^####)^^#>#^#^#^#100
* Tethrathoth-turreted-territethrateron, E100(#^^####)^^#>#^^#100
* Monster-Giant-turreted-territethrateron, E100(#^^####)^^#>(#^^#)^(#^^#)^#100
* Territethrathoth-turreted-territethrateron, E100(#^^####)^^#>(#^^#)^^#100
* Behemoth-Giant-turreted-territethrateron, E100(#^^####)^^#>(#^^#>2)^(#^^#>2)^#100
* Territerritethrathoth-turreted-territethrateron, E100(#^^####)^^#>#^^#>#3
* Trihemoth-Giant-turreted-territethrateron, E100(#^^####)^^#>(#^^#>3)^(#^^#>3)^#100
* Tethriterator-turreted-territethrateron, E100(#^^####)^^#>#^^#>#100
* Dustacultethrathoth-turreted-territethrateron, E100(#^^####)^^#>#^^#>#^^#100
* Tethracross-turreted-territethrateron, E100(#^^####)^^#>#^^##100
* Tethracubor-turreted-territethrateron, E100(#^^####)^^#>#^^###100
* Tethrateron-turreted-territethrateron, E100(#^^####)^^#>#^^####100
* Dustaculated-territethrateron, E100(#^^####)^^#>(#^^####)^^#100
* Tristaculated-territethrateron, E100(#^^####)^^##3
* Tetrastaculated-territethrateron, E100(#^^####)^^##4
* Pentastaculated-territethrateron, E100(#^^####)^^##5
* Hexastaculated-territethrateron, E100(#^^####)^^##6
* Heptastaculated-territethrateron, E100(#^^####)^^##7
* Octastaculated-territethrateron, E100(#^^####)^^##8
* Ennastaculated-territethrateron, E100(#^^####)^^##9
* Dekastaculated-territethrateron, E100(#^^####)^^##10
* Terrisquared-tethrateron, E100(#^^####)^^##100
* Terrible terrisquared-tethrateron, E100((#^^####)^^##)^^#100
* Dustaculated-terrible-terrisquared-tethrateron, E100((#^^####)^^##)^^#>((#^^####)^^##)^^#100
* Double terrisquared-tethrateron, E100((#^^####)^^##)^^##100
* Terrible double terrisquared-tethrateron, E100(((#^^####)^^##)^^##)^^#100
* Dustaculated-terrible-double-terrisquared-tethrateron, E100(((#^^####)^^##)^^##)^^##2
* Triple terrisquared-tethrateron, E100(((#^^####)^^##)^^##)^^##100
* Quadruple terrisquared-tethrateron, E100(#^^####)^^##>#4
* Quintuple terrisquared-tethrateron, E100(#^^####)^^##>#5
* Sextuple terrisquared-tethrateron, E100(#^^####)^^##>#6
* Septuple terrisquared-tethrateron, E100(#^^####)^^##>#7
* Octuple terrisquared-tethrateron, E100(#^^####)^^##>#8
* Nonuple terrisquared-tethrateron, E100(#^^####)^^##>#9
* Decuple terrisquared-tethrateron, E100(#^^####)^^##>#10
* Centuple terrisquared-tethrateron, E100(#^^####)^^##>#100
* Godgahlah-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^#100
* Godgathor-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^#^#100
* Godtothol-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^#^#^#100
* Tethrathoth-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^^#100
* Monster-Giant-turreted-terrisquared-tethrateron, E100(#^^####)^^##>(#^^#)^(#^^#)^#100
* Territethrathoth-turreted-terrisquared-tethrateron, E100(#^^####)^^##>(#^^#)^^#100
* Tethriterator-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^^#>#100
* Dustacultethrathoth-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^^#>#^^#100
* Tethracross-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^^##100
* Tethracubor-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^^###100
* Tethrateron-turreted-terrisquared-tethrateron, E100(#^^####)^^##>#^^####100
* Dustaculated-terrisquared-tethrateron, E100(#^^####)^^##>(#^^####)^^##100
* Tristaculated-terrisquared-tethrateron, E100(#^^####)^^###3
* Tetrastaculated-terrisquared-tethrateron, E100(#^^####)^^###4
* Pentastaculated-terrisquared-tethrateron, E100(#^^####)^^###5
* Hexastaculated-terrisquared-tethrateron, E100(#^^####)^^###6
* Heptastaculated-terrisquared-tethrateron, E100(#^^####)^^###7
* Octastaculated-terrisquared-tethrateron, E100(#^^####)^^###8
* Ennastaculated-terrisquared-tethrateron, E100(#^^####)^^###9
* Dekastaculated-terrisquared-tethrateron, E100(#^^####)^^###10
* Terricubed-tethrateron, E100(#^^####)^^###100
* Double terricubed-tethrateron, E100((#^^####)^^###)^^###100
* Triple terricubed-tethrateron, E100(#^^####)^^###>#3
* Quadruple terricubed-tethrateron, E100(#^^####)^^###>#4
* Quintuple terricubed-tethrateron, E100(#^^####)^^###>#5
* Sextuple terricubed-tethrateron, E100(#^^####)^^###>#6
* Septuple terricubed-tethrateron, E100(#^^####)^^###>#7
* Octuple terricubed-tethrateron, E100(#^^####)^^###>#8
* Nonuple terricubed-tethrateron, E100(#^^####)^^###>#9
* Decuple terricubed-tethrateron, E100(#^^####)^^###>#10
* Centuple terricubed-tethrateron, E100(#^^####)^^###>#100
* Godgahlah-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^#100
* Godgathor-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^#^#100
* Godtothol-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^#^#^#100
* Tethrathoth-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^#100
* Monster-Giant-turreted-terricubed-tethrateron, E100(#^^####)^^###>(#^^#)^(#^^#)^#100
* Territethrathoth-turreted-terricubed-tethrateron, E100(#^^####)^^###>(#^^#)^^#100
* Behemoth-Giant-turreted-terricubed-tethrateron, E100(#^^####)^^###>(#^^#>2)^(#^^#>2)^#100
* Territerritethrathoth-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^#>#3
* Trihemoth-Giant-turreted-terricubed-tethrateron, E100(#^^####)^^###>(#^^#>3)^(#^^#>3)^#100
* Tethriterator-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^#>#100
* Dustacultethrathoth-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^#>#^^#100
* Tethracross-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^##100
* Tethracubor-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^###100
* Tethrateron-turreted-terricubed-tethrateron, E100(#^^####)^^###>#^^####100
* Dustaculated-terricubed-tethrateron, E100(#^^####)^^###>(#^^####)^^###100
* Tristaculated-terricubed-tethrateron, E100(#^^####)^^####3
* Tetrastaculated-terricubed-tethrateron, E100(#^^####)^^####4
* Pentastaculated-terricubed-tethrateron, E100(#^^####)^^####5
* Hexastaculated-terricubed-tethrateron, E100(#^^####)^^####6
* Heptastaculated-terricubed-tethrateron, E100(#^^####)^^####7
* Octastaculated-terricubed-tethrateron, E100(#^^####)^^####8
* Ennastaculated-terricubed-tethrateron, E100(#^^####)^^####9
* Dekastaculated-terricubed-tethrateron, E100(#^^####)^^####10
* Tethraduteron, E100(#^^####)^^####100
* Tethratriteron, E100((#^^####)^^####)^^####100
* Tethratetrateron, E100#^^####>#4
* Tethrapentateron, E100#^^####>#5
* Tethrahexateron, E100#^^####>#6
* Tethraheptateron, E100#^^####>#7
* Tethra-octateron, E100#^^####>#8
* Tethra-ennateron, E100#^^####>#9
* Tethradekateron, E100#^^####>#10
* Tethra-endekateron, E100#^^####>#11
* Tethradodekateron, E100#^^####>#12
* Tethra-icosateron, E100#^^####>#20
* Tethra-hectateron / tethriterteron, E100#^^####>#100
* Godgahlah-turreted-tethrateron, E100#^^####>#^#100
* Godgathor-turreted-tethrateron, E100#^^####>#^#^#100
* Godtothol-turreted-tethrateron, E100#^^####>#^#^#^#100
* Tethrathoth-turreted-tethrateron, E100#^^####>#^^#100
* Monster-Giant-turreted-tethrateron, E100#^^####>(#^^#)^(#^^#)^#100
* Territethrathoth-turreted-tethrateron, E100#^^####>(#^^#)^^#100
* Behemoth-Giant-turreted-tethrateron, E100#^^####>(#^^#>2)^(#^^#>2)^#100
* Territerritethrathoth-turreted-tethrateron, E100#^^####>#^^#>#3
* Trihemoth-Giant-turreted-tethrateron, E100#^^####>(#^^#>3)^(#^^#>3)^#100
* Tethriterator-turreted-tethrateron, E100#^^####>#^^#>#100
* Dustacultethrathoth-turreted-tethrateron, E100#^^####>#^^#>#^^#100
* Tethracross-turreted-tethrateron, E100#^^####>#^^##100
* Tethracubor-turreted-tethrateron, E100#^^####>#^^###100
* Dustaculated-tethrateron, E100#^^####>#^^####100
* Tristaculated-tethrateron, E100#^^####>#^^####>#^^####100
* Tetrastaculated-tethrateron, E100#^^#####4
* Pentastaculated-tethrateron, E100#^^#####5
* Hexastaculated-tethrateron, E100#^^#####6
* Heptastaculated-tethrateron, E100#^^#####7
* Octastaculated-tethrateron, E100#^^#####8
* Ennastaculated-tethrateron, E100#^^#####9
* Quintiphi, <math>f_{\varphi(5,0)}(10)</math>
* Dekastaculated-tethrateron, E100#^^#####10
* Icosastaculated-tethrateron, E100#^^#####20
* Triantastaculated-tethrateron, E100#^^#####30
* Sarantastaculated-tethrateron, E100#^^#####40
* Penintastaculated-tethrateron, E100#^^#####50
* Exintastaculated-tethrateron, E100#^^#####60
* Ebdomintastaculated-tethrateron, E100#^^#####70
* Ogdontastaculated-tethrateron, E100#^^#####80
* Enenintastaculated-tethrateron, E100#^^#####90
* Tethrinoopeton, {100,100[1\1\1\1\1\2]2}
* Tethrapeton / tethrapenteract, E100#^^#^#5

=== Part 6.9: <math>f_{\Pi_{0}}^2(10)</math> ~ <math>f_{\varepsilon_{\Pi_{0}+1}}^2(10)</math> ===

* Grand tethrapeton, E100#^^#^(5)100#2
* Grangol-carta-tethrapeton, E100#^^#^(5)100#100
* Grand grangol-carta-tethrapeton, E100#^^#^(5)100#100#2
* Godgahlah-carta-tethrapeton, E100#^^#^(5)100#^#100
* Tethrathoth-carta-tethrapeton, E100#^^#^(5)100#^^#100
* Monster-Giant-carta-tethrapeton, E100#^^#^(5)100(#^^#)^(#^^#)^#100
* Territethrathoth-carta-tethrapeton, E100#^^#^(5)100(#^^#)^^#100
* Behemoth-Giant-carta-tethrapeton, E100#^^#^(5)100(#^^#>2)^(#^^#>2)^#100
* Territerritethrathoth-carta-tethrapeton, E100#^^#^(5)100#^^#>#3
* Trihemoth-Giant-carta-tethrapeton, E100#^^#^(5)100(#^^#>3)^(#^^#>3)^#100
* Tethriterator-carta-tethrapeton, E100#^^#^(5)100#^^#>#100
* Dustacultethrathoth-carta-tethrapeton, E100#^^#^(5)100#^^#>#^^#100
* Tethracross-carta-tethrapeton, E100#^^#^(5)100#^^##100
* Tethracubor-carta-tethrapeton, E100#^^#^(5)100#^^###100
* Tethrateron-carta-tethrapeton, E100#^^#^(5)100#^^####100
* Tethrapeton-by-deuteron, E100#^^#^(5)100#^^#^(5)100
* Tethrapeton-by-triton, E100#^^#^(5)100#^^#^(5)100#^^#^(5)100
* Tethrapeton-by-teterton, E100#^^#^(5)*#5
* Tethrapeton-by-pepton, E100#^^#^(5)*#6
* Tethrapeton-by-exton, E100#^^#^(5)*#7
* Tethrapeton-by-epton, E100#^^#^(5)*#8
* Tethrapeton-by-ogdon, E100#^^#^(5)*#9
* Tethrapeton-by-enton, E100#^^#^(5)*#10
* Tethrapeton-by-dekaton, E100#^^#^(5)*#11
* Tethrapeton-by-hyperion, E100#^^#^(5)*#100
* Tethrapeton-by-godgahlah, E100#^^#^(5)*#^#100
* Tethrapeton-by-tethrathoth, E100#^^#^(5)*#^^#100
* Tethrapeton-by-Monster-Giant, E100#^^#^(5)*(#^^#)^(#^^#)^#100
* Tethrapeton-by-terrible-tethrathoth, E100#^^#^(5)*(#^^#)^^#100
* Tethrapeton-by-Behemoth-Giant, E100#^^#^(5)*(#^^#>2)^(#^^#>2)^#100
* Tethrapeton-by-terrible-terrible-tethrathoth, E100#^^#^(5)*#^^#>#3
* Tethrapeton-by-Trihemoth-Giant, E100#^^#^(5)*(#^^#>3)^(#^^#>3)^#100
* Tethrapeton-by-tethriterator, E100#^^#^(5)*#^^#>#100
* Tethrapeton-by-dustaculated-tethrathoth, E100#^^#^(5)*#^^#>#^^#100
* Tethrapeton-by-tethracross, E100#^^#^(5)*#^^##100
* Tethrapeton-by-tethracubor, E100#^^#^(5)*#^^###100
* Tethrapeton-by-tethrateron, E100#^^#^(5)*#^^####100
* Deutero-tethrapeton, E100#^^#^(5)*#^^#^(5)100
* Trito-tethrapeton, E100#^^#^(5)*#^^#^(5)*#^^#^(5)100
* Teterto-tethrapeton, E100(#^^#^5)^#4
* Pepto-tethrapeton, E100(#^^#^5)^#5
* Exto-tethrapeton, E100(#^^#^5)^#6
* Epto-tethrapeton, E100(#^^#^5)^#7
* Ogdo-tethrapeton, E100(#^^#^5)^#8
* Ento-tethrapeton, E100(#^^#^5)^#9
* Dekato-tethrapeton, E100(#^^#^5)^#10
* Isosto-tethrapeton, E100(#^^#^5)^#20
* Trianto-tethrapeton, E100(#^^#^5)^#30
* Saranto-tethrapeton, E100(#^^#^5)^#40
* Peninto-tethrapeton, E100(#^^#^5)^#50
* Exinto-tethrapeton, E100(#^^#^5)^#60
* Ebdominto-tethrapeton, E100(#^^#^5)^#70
* Ogdonto-tethrapeton, E100(#^^#^5)^#80
* Eneninto-tethrapeton, E100(#^^#^5)^#90
* Tethrapetonifact, E100(#^^#^5)^#100
* Quadratatethrapeton, E100(#^^#^5)^##100
* Kubikutethrapeton, E100(#^^#^5)^###100
* Quarticutethrapeton, E100(#^^#^5)^####100
* Quinticutethrapeton, E100(#^^#^5)^#^#5
* Sexticutethrapeton, E100(#^^#^5)^#^#6
* Septicutethrapeton, E100(#^^#^5)^#^#7
* Octicutethrapeton, E100(#^^#^5)^#^#8
* Nonicutethrapeton, E100(#^^#^5)^#^#9
* Decicutethrapeton, E100(#^^#^5)^#^#10
* Tethrapeton-ipso-godgahlah, E100(#^^#^5)^#^#100
* Tethrapeton-ipso-tethrathoth, E100(#^^#^5)^#^^#100
* Tethrapeton-ipso-Monster-Giant, E100(#^^#^5)^(#^^#)^(#^^#)^#100
* Tethrapeton-ipso-terrible-tethrathoth, E100(#^^#^5)^(#^^#)^^#100
* Tethrapeton-ipso-Behemoth-Giant, E100(#^^#^5)^(#^^#>2)^(#^^#>2)^#100
* Tethrapeton-ipso-terrible-terrible-tethrathoth, E100(#^^#^5)^#^^#>#3
* Tethrapeton-ipso-Trihemoth-Giant, E100(#^^#^5)^(#^^#>3)^(#^^#>3)^#100
* Tethrapeton-ipso-tethriterator, E100(#^^#^5)^#^^#>#100
* Tethrapeton-ipso-dustaculated-tethrathoth, E100(#^^#^5)^#^^#>#^^#100
* Tethrapeton-ipso-tethracross, E100(#^^#^5)^#^^##100
* Tethrapeton-ipso-tethracubor, E100(#^^#^5)^#^^###100
* Tethrapeton-ipso-tethrateron, E100(#^^#^5)^#^^####100
* Dutetrated-tethrapeton, E100(#^^#^5)^(#^^#^5)100
* Tritetrated-tethrapeton, E100(#^^#^5)^(#^^#^5)^(#^^#^5)100
* Quadratetrated-tethrapeton, E100(#^^#^5)^^#4
* Quintatetrated-tethrapeton, E100(#^^#^5)^^#5
* Sexatetrated-tethrapeton, E100(#^^#^5)^^#6
* Septatetrated-tethrapeton, E100(#^^#^5)^^#7
* Octatetrated-tethrapeton, E100(#^^#^5)^^#8
* Nonatetrated-tethrapeton, E100(#^^#^5)^^#9
* Decatetrated-tethrapeton, E100(#^^#^5)^^#10
* Terrible tethrapeton, E100(#^^#^5)^^#100

=== Part 6.10: <math>f_{\varepsilon_{\Pi_{0}+1}}^2(10)</math> ~ <math>f_{\varpi_{0}}^2(10)</math> ===

* Terrible terrible tethrapeton, E100((#^^#^5)^^#)^^#100
* Three-ex-terrible tethrapeton, E100(#^^#^5)^^#>#3
* Four-ex-terrible tethrapeton, E100(#^^#^5)^^#>#4
* Five-ex-terrible tethrapeton, E100(#^^#^5)^^#>#5
* Six-ex-terrible tethrapeton, E100(#^^#^5)^^#>#6
* Seven-ex-terrible tethrapeton, E100(#^^#^5)^^#>#7
* Eight-ex-terrible tethrapeton, E100(#^^#^5)^^#>#8
* Nine-ex-terrible tethrapeton, E100(#^^#^5)^^#>#9
* Ten-ex-terrible tethrapeton, E100(#^^#^5)^^#>#10
* Territerated tethrapeton, E100(#^^#^5)^^#>#100
* Dustaculated-territethrapeton, E100(#^^#^5)^^#>(#^^#^5)^^#100
* Terrisquared-tethrapeton, E100(#^^#^5)^^##100
* Two-ex-terrisquared-tethrapeton, E100((#^^#^5)^^##)^^##100
* Three-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#3
* Four-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#4
* Five-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#5
* Six-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#6
* Seven-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#7
* Eight-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#8
* Nine-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#9
* Ten-ex-terrisquared-tethrapeton, E100(#^^#^5)^^##>#10
* Tethritercrossed-tethrapeton, E100(#^^#^5)^^##>#100
* Dustaculated-terrisquared-tethrapeton, E100(#^^#^5)^^##>(#^^#^5)^^##100
* Terricubed-tethrapeton, E100(#^^#^5)^^###100
* Two-ex-terricubed-tethrapeton, E100((#^^#^5)^^###)^^###100
* Three-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#3
* Four-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#4
* Five-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#5
* Six-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#6
* Seven-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#7
* Eight-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#8
* Nine-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#9
* Ten-ex-terricubed-tethrapeton, E100(#^^#^5)^^###>#10
* Tethritercubed-tethrapeton, E100(#^^#^5)^^###>#100
* Dustaculated-terricubed-tethrapeton, E100(#^^#^5)^^###>(#^^#^5)^^###100
* Territesserated-tethrapeton, E100(#^^#^5)^^####100
* Two-ex-territesserated-tethrapeton, E100((#^^#^5)^^####)^^####100
* Three-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#3
* Four-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#4
* Five-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#5
* Six-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#6
* Seven-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#7
* Eight-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#8
* Nine-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#9
* Ten-ex-territesserated-tethrapeton, E100(#^^#^5)^^####>#10
* Tethritertesserated-tethrapeton, E100(#^^#^5)^^####>#100
* Dustaculated-territesserated-tethrapeton, E100(#^^#^5)^^####>(#^^#^5)^^####100
* Tethradupeton, E100(#^^#^5)^^#^(5)100
* Tethratripeton, E100((#^^#^5)^^#^5)^^#^(5)100
* Tethratetrapeton, E100(((#^^#^5)^^#^5)^^#^5)^^#^(5)100
* Tethrapentapeton, E100#^^(#^5)>#5
* Tethrahexapeton, E100#^^(#^5)>#6
* Tethraheptapeton, E100#^^(#^5)>#7
* Tethra-octapeton, E100#^^(#^5)>#8
* Tethra-ennapeton, E100#^^(#^5)>#9
* Tethradekapeton, E100#^^(#^5)>#10
* Tethra-endekapeton, E100#^^(#^5)>#11
* Tethradodekapeton, E100#^^(#^5)>#12
* Tethra-icosapeton, E100#^^(#^5)>#20
* Tethriterpeton, E100#^^(#^5)>#100
* Godgahlah-turreted-tethrapeton, E100#^^(#^5)>#^#100
* Tethrathoth-turreted-tethrapeton, E100#^^(#^5)>#^^#100
* Monster-Giant-turreted-tethrapeton, E100#^^(#^5)>(#^^#)^(#^^#)^#100
* Territethrathoth-turreted-tethrapeton, E100#^^(#^5)>(#^^#)^^#100
* Behemoth-Giant-turreted-tethrapeton, E100#^^(#^5)>(#^^#>2)^(#^^#>2)^#100
* Territerritethrathoth-turreted-tethrapeton, E100#^^(#^5)>#^^#>#3
* Trihemoth-Giant-turreted-tethrapeton, E100#^^(#^5)>(#^^#>3)^(#^^#>3)^#100
* Tethriterator-turreted-tethrapeton, E100#^^(#^5)>#^^#>#100
* Dustacultethrathoth-turreted-tethrapeton, E100#^^(#^5)>#^^#>#^^#100
* Tethracross-turreted-tethrapeton, E100#^^(#^5)>#^^##100
* Tethracubor-turreted-tethrapeton, E100#^^(#^5)>#^^###100
* Tethrateron-turreted-tethrapeton, E100#^^(#^5)>#^^####100
* Dustaculated-tethrapeton, E100#^^(#^5)>#^^#^(5)100
* Tristaculated-tethrapeton, E100#^^(#^5)>#^^(#^5)>#^^#^(5)100
* Tetrastaculated-tethrapeton, E100#^^(#^5)>#^^(#^5)>#^^(#^5)>#^^#^(5)100
* Pentastaculated-tethrapeton, E100#^^#^(6)5
* Hexastaculated-tethrapeton, E100#^^#^(6)6
* Heptastaculated-tethrapeton, E100#^^#^(6)7
* Octastaculated-tethrapeton, E100#^^#^(6)8
* Ennastaculated-tethrapeton, E100#^^#^(6)9
* Sextiphi, <math>f_{\varphi(6,0)}(10)</math>
* Dekastaculated-tethrapeton, E100#^^#^(6)10
* Icosastaculated-tethrapeton, E100#^^#^(6)20
* Triantastaculated-tethrapeton, E100#^^#^(6)30
* Sarantastaculated-tethrapeton, E100#^^#^(6)40
* Penintastaculated-tethrapeton, E100#^^#^(6)50
* Exintastaculated-tethrapeton, E100#^^#^(6)60
* Ebdomintastaculated-tethrapeton, E100#^^#^(6)70
* Ogdontastaculated-tethrapeton, E100#^^#^(6)80
* Enenintastaculated-tethrapeton, E100#^^#^(6)90
* Tethrinoohexon, {100,100[1\1\1\1\1\1\2]2}
* Tethrahexon / tethrahexeract, E100#^^#^#6

=== Part 6.11: <math>f_{\varpi_{0}}^2(10)</math> ~ <math>f_{\varphi(\omega,0)}^2(10)</math> ===

* Grand tethrahexon, E100#^^#^(6)100#2
* Grangol-carta-tethrahexon, E100#^^#^(6)100#100
* Grand grangol-carta-tethrahexon, E100#^^#^(6)100#100#2
* Godgahlah-carta-tethrahexon, E100#^^#^(6)100#^#100
* Tethrathoth-carta-tethrahexon, E100#^^#^(6)100#^^#100
* Tethracross-carta-tethrahexon, E100#^^#^(6)100#^^##100
* Tethracubor-carta-tethrahexon, E100#^^#^(6)100#^^###100
* Tethrateron-carta-tethrahexon, E100#^^#^(6)100#^^####100
* Tethrapeton-carta-tethrahexon, E100#^^#^(6)100#^^#^(5)100
* Tethrahexon-by-deuteron, E100#^^#^(6)100#^^#^(6)100
* Tethrahexon-by-triton, E100#^^#^(6)100#^^#^(6)100#^^#^(6)100
* Tethrahexon-by-teterton, E100(#^^#^6)*#5
* Tethrahexon-by-pepton, E100(#^^#^6)*#6
* Tethrahexon-by-exton, E100(#^^#^6)*#7
* Tethrahexon-by-epton, E100(#^^#^6)*#8
* Tethrahexon-by-ogdon, E100(#^^#^6)*#9
* Tethrahexon-by-enton, E100(#^^#^6)*#10
* Tethrahexon-by-dekaton, E100(#^^#^6)*#11
* Tethrahexon-by-hyperion, E100(#^^#^6)*#100
* Tethrahexon-by-godgahlah, E100(#^^#^6)*#^#100
* Tethrahexon-by-tethrathoth, E100(#^^#^6)*#^^#100
* Tethrahexon-by-tethracross, E100(#^^#^6)*#^^##100
* Tethrahexon-by-tethracubor, E100(#^^#^6)*#^^###100
* Tethrahexon-by-tethrateron, E100(#^^#^6)*#^^####100
* Tethrahexon-by-tethrapeton, E100(#^^#^6)*(#^^#^5)100
* Deutero-tethrahexon, E100#^^#^(6)*#^^#^(6)100
* Trito-tethrahexon, E100#^^#^(6)*#^^#^(6)*#^^#^(6)100
* Teterto-tethrahexon, E100#^^#^(6)*#^^#^(6)*#^^#^(6)*#^^#^(6)100
* Pepto-tethrahexon, E100(#^^#^6)^#5
* Exto-tethrahexon, E100(#^^#^6)^#6
* Epto-tethrahexon, E100(#^^#^6)^#7
* Ogdo-tethrahexon, E100(#^^#^6)^#8
* Ento-tethrahexon, E100(#^^#^6)^#9
* Dekato-tethrahexon, E100(#^^#^6)^#10
* Tethrahexonifact, E100(#^^#^6)^#100
* Quadratatethrahexon, E100(#^^#^6)^##100
* Kubikutethrahexon, E100(#^^#^6)^###100
* Quarticutethrahexon, E100(#^^#^6)^####100
* Quinticutethrahexon, E100(#^^#^6)^#^#5
* Sexticutethrahexon, E100(#^^#^6)^#^#6
* Septicutethrahexon, E100(#^^#^6)^#^#7
* Octicutethrahexon, E100(#^^#^6)^#^#8
* Nonicutethrahexon, E100(#^^#^6)^#^#9
* Decicutethrahexon, E100(#^^#^6)^#^#10
* Tethrahexon-ipso-godgahlah, E100(#^^#^6)^#^#100
* Tethrahexon-ipso-godgathor, E100(#^^#^6)^#^#^#100
* Tethrahexon-ipso-godtothol, E100(#^^#^6)^#^#^#^#100
* Tethrahexon-ipso-tethrathoth, E100(#^^#^6)^#^^#100
* Tethrahexon-ipso-tethracross, E100(#^^#^6)^#^^##100
* Tethrahexon-ipso-tethracubor, E100(#^^#^6)^#^^###100
* Tethrahexon-ipso-tethrateron, E100(#^^#^6)^#^^####100
* Tethrahexon-ipso-tethrapeton, E100(#^^#^6)^(#^^#^5)100
* Dutetrated-tethrahexon, E100(#^^#^6)^(#^^#^6)100
* Tritetrated-tethrahexon, E100(#^^#^6)^(#^^#^6)^(#^^#^6)100
* Quadratetrated-tethrahexon, E100(#^^#^6)^^#4
* Quinquatetrated-tethrahexon, E100(#^^#^6)^^#5
* Sexatetrated-tethrahexon, E100(#^^#^6)^^#6
* Septatetrated-tethrahexon, E100(#^^#^6)^^#7
* Octatetrated-tethrahexon, E100(#^^#^6)^^#8
* Nonatetrated-tethrahexon, E100(#^^#^6)^^#9
* Decatetrated-tethrahexon, E100(#^^#^6)^^#10
* Terrible tethrahexon, E100(#^^#^6)^^#100
* Terrible terrible tethrahexon, E100((#^^#^6)^^#)^^#100
* Three-ex-terrible tethrahexon, E100(#^^#^6)^^#>#3
* Four-ex-terrible tethrahexon, E100(#^^#^6)^^#>#4
* Territerated tethrahexon, E100(#^^#^6)^^#>#100
* Dustaculated-territethrahexon, E100(#^^#^6)^^#>(#^^#^6)^^#100
* Terrisquared-tethrahexon, E100(#^^#^6)^^##100
* Dustaculated-terrisquared-tethrahexon, E100(#^^#^6)^^##>(#^^#^6)^^##100
* Ennastaculated-terrisquared-tethrahexon, E100(#^^#^6)^^###9
* Ennastaculated-terricubed-tethrahexon, E100(#^^#^6)^^####9
* Ennastaculated-territesserated-tethrahexon, E100((#^^#^6)^^#^5)9
* Dustaculated-tethrahexon / tethrahexon-turreted-tethrahexon, E100#^^(#^6)>#^^(#^6)100
* Septiphi, <math>f_{\varphi(7,0)}(10)</math>
* Dekastaculated-tethrahexon, E100#^^(#^7)10
* Tethrinoohepton, {100,100[1\1\1\1\1\1\1\2]2}
* Tethrahepton, E100#^^#^#7
* Grand tethrahepton, E100#^^#^(7)100#2
* Grangol-carta-tethrahepton, E100#^^#^(7)100#100
* Tethrahepton-by-deuteron, E100#^^#^(7)100#^^#^(7)100
* Tethrahepton-by-hyperion, E100(#^^#^7)*#100
* Deutero-tethrahepton, E100#^^#^(7)*#^^#^(7)100
* Trito-tethrahepton, E100#^^#^(7)*#^^#^(7)*#^^#^(7)100
* Teterto-tethrahepton, E100(#^^#^7)^#4
* Pepto-tethrahepton, E100(#^^#^7)^#5
* Ogdo-tethrahepton, E100(#^^#^7)^#8
* Ento-tethrahepton, E100(#^^#^7)^#9
* Tethraheptonifact, E100(#^^#^7)^#100
* Terrible tethrahepton, E100(#^^#^7)^^#100
* Octiphi, <math>f_{\varphi(8,0)}(10)</math>
* Dekastaculated-tethrahepton, E100#^^(#^8)10
* Tethrinoo-ogdon, {100,100[1\1\1\1\1\1\1\1\2]2}
* Tethra-ogdon, E100#^^#^#8
* Deutero-tethra-ogdon, E100#^^#^(8)*#^^#^(8)100
* Trito-tethra-ogdon, E100#^^#^(8)*#^^#^(8)*#^^#^(8)100
* Teterto-tethra-ogdon, E100#^^#^(8)*#^^#^(8)*#^^#^(8)*#^^#^(8)100
* Ogdo-tethra-ogdon, E100(#^^#^8)^#8
* Noniphi, <math>f_{\varphi(9,0)}(10)</math>
* Tethrinoo-ennon, {100,100[1\1\1\1\1\1\1\1\1\2]2}
* Tethrennon, E100#^^#^#9
* Grand tethrennon, E100#^^#^(9)100#2
* Grangol-carta-tethrennon, E100#^^#^(9)100#100
* Tethrennon-by-deuteron, E100#^^#^(9)100#^^#^(9)100
* Deutero-tethrennon, E100#^^#^(9)*#^^#^(9)100
* Teterto-tethrennon, E100#^^#^(9)*#^^#^(9)*#^^#^(9)*#^^#^(9)100
* Tethrennonifact, E100(#^^#^9)^#100
* Dutetrated-tethrennon, E100(#^^#^9)^(#^^#^9)100
* Terrible tethrennon, E100(#^^#^9)^^#100
* Territerated tethrennon, E100(#^^#^9)^^#>#100
* Dustaculated-territethrennon, E100(#^^#^9)^^#>(#^^#^9)^^#100
* Terrisquared-tethrennon, E100(#^^#^9)^^##100
* Terricubed-tethrennon, E100(#^^#^9)^^###100
* Territesserated-tethrennon, E100(#^^#^9)^^####100
* Terripenterated-tethrennon, E100(#^^#^9)^^#####100
* Terrihexerated-tethrennon, E100(#^^#^9)^^######100
* Terrihepterated-tethrennon, E100(#^^#^9)^^#######100
* Terriocterated-tethrennon, E100(#^^#^9)^^########100
* Two-ex-terriocterated-tethrennon, E100((#^^#^9)^^#^8)^^#^(8)100
* Tethradu-ennon, E100(#^^#^9)^^#^(9)100
* Dekophi / omphi, <math>f_{\varphi(10,0)}(10)=f_{\varphi(\omega,0)}(10)</math>
* Tethrinoodekon, {100,100[1\1\1\1\1\1\1\1\1\1\2]2}
* Tethradekon, E100#^^#^#10
* Grand tethradekon, E100#^^#^(10)100#2
* Deutero-tethradekon, E100#^^#^(10)*#^^#^(10)100
* Teterto-tethradekon, E100#^^#^(10)*#^^#^(10)*#^^#^(10)*#^^#^(10)100
* Tethrinoo-icoson, {100,20[1[2¬2]2]2}
* Tethrinootope, {100,100[1[2¬2]2]2}
* Hektophi, <math>f_{\varphi(100,0)}(10)</math>
* ''Goppatope'', 100^^100<sup>100</sup>&10
* Tethratope / tethrahecton / tethratopos, E100#^^#^#100
* Deutero-tethrahecton, E100#^^#^(100)*#^^#^(100)100
* Humonurgium, <math>f_{\varphi(\omega,0)}(420)</math>
* Kilophi, <math>f_{\varphi(1000,0)}(10)</math>
* Tethrachillion, E100#^^#^#1000
* Tethramyrion, E100#^^#^#10000
* Megophi, <math>f_{\varphi(10^6,0)}(10)</math>
* Gigophi, <math>f_{\varphi(10^9,0)}(10)</math>
* Terophi, <math>f_{\varphi(10^{12},0)}(10)</math>
* Petophi, <math>f_{\varphi(10^{15},0)}(10)</math>
* Exophi, <math>f_{\varphi(10^{18},0)}(10)</math>
* Zettophi, <math>f_{\varphi(10^{21},0)}(10)</math>
* Yottophi, <math>f_{\varphi(10^{24},0)}(10)</math>

=== Part 6.12: <math>f_{\varphi(\omega,0)}^2(10)</math> ~ <math>f_{\Gamma_0}^2(10)</math> ===

* Grand tethratope, E100#^^#^#100#2
* Grangol-carta-tethratope, E100#^^#^#100#100
* Greagol-carta-tethratope, E100#^^#^#100#100#100
* Gugold-carta-tethratope, E100#^^#^#100##100
* Throogol-carta-tethratope, E100#^^#^#100###100
* Tetroogol-carta-tethratope, E100#^^#^#100####100
* Godgahlah-carta-tethratope, E100#^^#^#100#^#100
* Godgathor-carta-tethratope, E100#^^#^#100#^#^#100
* Godtothol-carta-tethratope, E100#^^#^#100#^#^#^#100
* Tethrathoth-carta-tethratope, E100#^^#^#100#^^#100
* Monster-Giant-carta-tethratope, E100#^^#^#100(#^^#)^(#^^#)^#100
* Tethracross-carta-tethratope, E100#^^#^#100#^^##100
* Tethracubor-carta-tethratope, E100#^^#^#100#^^###100
* Tethrateron-carta-tethratope, E100#^^#^#100#^^####100
* Tethratope-by-deuteron / tethratope-carta-tethratope, E100#^^#^#100#^^#^#100
* Tethratope-by-triton, E100#^^#^#100#^^#^#100#^^#^#100
* Tethratope-by-hyperion, E100#^^#^#*#100
* Deutero-tethratope, E100#^^#^#*#^^#^#100
* Hecato-tethratope / tethratopofact, E100(#^^#^#)^#100
* Terrible tethratope, E100(#^^#^#)^^#100
* Territertethratope / tethriterated-tethratope, E100(#^^#^#)^^#>#100
* Dustaculated-territethratope, E100(#^^#^#)^^#>(#^^#^#)^^#100
* Terrisquared tethratope, E100(#^^#^#)^^##100
* Terricubed tethratope, E100(#^^#^#)^^###100
* Territesserated tethratope, E100(#^^#^#)^^####100
* Tethradeutertope, E100(#^^#^#)^^#^#100
* Tethratritotope, E100((#^^#^#)^^#^#)^^#^#100
* Tethritertope, E100#^^(#^#)>#100
* Dustaculated-tethratope, E100#^^(#^#)>#^^(#^#)100
* Tethratopothoth, E100#^^(#^#*#)100
* Dustaculated-tethratopothoth, E100#^^(#^#*#)>#^^(#^#*#)100
* Tethratopocross, E100#^^(#^#*##)100
* Tethratopocubor, E100#^^(#^#*###)100
* Tethratopoteron, E100#^^(#^#*####)100
* Tethratopopeton, E100#^^(#^#*#####)100
* Tethratopodeus, E100#^^(#^#*#^#)100
* Tethratopodeusithoth, E100#^^(#^#*#^#*#)100
* Tethratopodeusicross, E100#^^(#^#*#^#*##)100
* Tethratopotruce, E100#^^(#^#*#^#*#^#)100
* Tethratopoquad, E100#^^(#^#*#^#*#^#*#^#)100
* Tethratopoquid, E100#^^(#^#*#^#*#^#*#^#*#^#)100
* Tethratoposid, E100#^^#^##6
* Tethrinoolattitope, {100,100[1[3¬2]2]2}
* Tethralattitope, E100#^^#^##100
* Even More Godder Tritri, 3 [3 {3 /// 3} 3] 3
* Tethralattitopothoth, E100#^^(#^##*#)100
* Tethralattitopotope, E100#^^(#^##*#^#)100
* Tethralattitopodeus, E100#^^(#^##*#^##)100
* ''Triakulus'', 3^^^3 & 3
* Tethralattitopotruce, E100#^^(#^##*#^##*#^##)100
* Tethralattitopoquad, E100#^^(#^##*#^##*#^##*#^##)100
* Tethracubitope, E100#^^#^###100
* Tethrinooquartitope, {100,100[1[5¬2]2]2}
* Tethraquarticutope, E100#^^#^####100
* Tethraquinticutope, E100#^^#^#####100
* Tethrasexticutope, E100#^^#^######100
* Tethrasepticutope, E100#^^#^#^(7)100
* Tethra-octicutope, E100#^^#^#^(8)100
* Tethrinooquartitope, {100,100[1[5¬2]2]2}
* Tethrinoononitope, {100,100[1[10¬2]2]2}
* Tethranonicutope, E100#^^#^#^(9)100
* Tethradecicutope, E100#^^#^#^(10)100
* Tethradecicutopononicutopo-octicutoposepticutoposexticutopoquinticutopoquarticutopocubitopolattitopotope, E100#^^(#^##########*#^#########*#^########*#^#######*#^######*#^#####*#^####*#^###*#^##*#^#)100
* Juice infused DLMAN, 17[1 {186 (/44) 416} 2]592 = 17[1 {196 `44` 416} 2]592
* Tethrato-godgathor / tethraspatialtope, E100#^^#^#^#100
* Tethrato-gotrigathor / dustaculated-tethraspatialtope, E100#^^(#^#^#)>#^^#^#^#100
* Tethrato-godgoldgathor, E100#^^(#^#^#*#)100
* Tethrato-godthroogathor, E100#^^(#^#^#*##)100
* Tethrato-godgathor-by-godgahlah-propinquus, E100#^^(#^#^#*#^#)100
* Tethrato-godgathor-by-gridgahlah-propinquus, E100#^^(#^#^#*#^##)100
* Tethrato-deutero-godgathor / tethraspatialtopodeus, E100#^^(#^#^#*#^#^#)100
* Tethrato-trito-godgathor / tethraspatialtopotruce, E100#^^(#^#^#*#^#^#*#^#^#)100
* Tethrato-godgathorfact / tethraspatialtopocentice, E100#^^#^(#^#*#)100
* Tethrato-deutero-godgathorfact, E100#^^(#^(#^#*#)*#^(#^#*#))100
* Tethrato-godgridgathor, E100#^^#^(#^#*##)100
* Tethrato-godkubikgathor, E100#^^#^(#^#*###)100
* Tethrato-godquarticgathor, E100#^^#^(#^#*####)100
* Tethrato-godgathordeus, E100#^^#^(#^#*#^#)100
* Tethrato-godgathordeucifact, E100#^^#^(#^#*#^#*#)100
* Tethrato-godgathortruce, E100#^^#^(#^#*#^#*#^#)100
* Tethrato-godgathorquad, E100#^^#^(#^#*#^#*#^#*#^#)100
* Tethrato-gralgathor, E100#^^#^#^##100
* Tethrato-godtothol, E100#^^#^#^#^#100
* Tethrato-godtertol, E100#^^#^^#5
* Tethrato-godtopol, E100#^^#^^#6
* Tethrato-godhathor, E100#^^#^^#7
* Tethrato-godheptol, E100#^^#^^#8
* Binphi, <math>f_{\varphi(\varphi(1,0),0)}(10)</math>
* Tethrinoogarxitri, {100,100[1[1[1\2]2¬2]2]2}
* '''Tethrato-tethrathoth''' / tethrarxitri, E100#^^#^^#100
* Hectastaculated-tethrato-tethrathoth / tethrato-tethrathoth-by-hyperion-propinquus, E100#^^(#^^#*#)100
* Tethrato-tethrathoth-by-godgahlah-propinquus, E100#^^(#^^#*#^#)100
* Tethrato-deutero-tethrathoth, E100#^^(#^^#*#^^#)100
* Tethrato-tethrafact, E100#^^(#^^#)^#100
* Tethrato-tethraduliath, E100#^^(#^^#)^(#^^#)100
* Tethrato-Monster-Giant, E100#^^(#^^#)^(#^^#)^#100
* Tethrato-tethrathoth-trebletetrate, E100#^^(#^^#)^(#^^#)^(#^^#)100
* Tethrato-Super-Monster-Giant, E100#^^(#^^#)^(#^^#)^(#^^#)^#100
* Tethrato-terrible-tethrathoth, E100#^^(#^^#)^^#100
* Tethrato-tethriterator, E100#^^(#^^#>#)100
* Tethrato-dustaculated-tethrathoth, E100#^^(#^^#>#^^#)100
* Tethrato-tethracross, E100#^^#^^##100
* Tethrato-tethracubor, E100#^^#^^###100
* Tethrato-tethratope, E100#^^#^^#^#100
* Brother-Giant / Cintaur, E100#^^#^#^^#^#100
* Tethrato-tethralattitope, E100#^^#^^#^##100
* Tethrato-tethraspatialtope / dutethrato-godgathor, E100#^^#^^#^#^#100
* Dutethrato-godtothol, E100#^^#^^#^#^#^#100
* Trinphi, <math>f_{\varphi(\varphi(\varphi(1,0),0),0)}(10)</math>
* Tethrinoogarxitet, {100,100[1[1[1[1[1\2]2¬2]2]2¬2]2]2}
* Tethrarxitet / tethrato-tethrato-tethrathoth, E100#^^#^^#^^#100
* Tethrato-tethrarxitri-by-gugold-propinquus, E100#^^(#^^#^^#*#)100
* Tethrato-deutero-tethrarxitri, E100#^^(#^^#^^#*#^^#^^#)100
* Tethrato-dustaculated-tethrarxitri, E100#^^(#^^(#^^#)>#^^#^^#)100
* Dutethrato-tethrathoth-by-gugold-propinquus, E100#^^#^^(#^^#*#)100
* Dutethrato-tethriterator, E100#^^#^^#^^#>#100
* Dutethrato-tethracross, E100#^^#^^#^^##100
* Dutethrato-tethratope, E100#^^#^^#^^#^#100
* Quadrinphi, <math>f_{\varphi(\varphi(\varphi(\varphi(1,0),0),0),0)}(10)</math>
* Tethrinoogarxipent, {100,100[1[1[1[1[1[1[1\2]2¬2]2]2¬2]2]2¬2]2]2}
* Tethrarxipent, E100#^^#^^#^^#^^#100
* Quintinphi, <math>f_{\Gamma_0[6]}(10)</math>
* Tethrinoogarxihex, {100,100[1[1[1[1[1[1[1[1[1\2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2}
* Tethrarxihex, E100#^^^#6
* Sextinphi, <math>f_{\Gamma_0[7]}(10)</math>
* Tethrinoogarxihept, {100,100[1[1[1[1[1[1[1[1[1[1[1\2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2}
* Tethrarxihept, E100#^^^#7
* Septinphi, <math>f_{\Gamma_0[8]}(10)</math>
* Tethrinoogarxiogd, {100,100[1[1[1[1[1[1[1[1[1[1[1[1[1\2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2}
* Tethrarxi-ogd, E100#^^^#8
* Octinphi, <math>f_{\Gamma_0[9]}(10)</math>
* Tethrinoogarxienn, {100,100[1[1[1[1[1[1[1[1[1[1[1[1[1[1[1\2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2¬2]2]2}
* Tethrarxi-enn, E100#^^^#9
* Noninphi / Unexommthet, <math>f_{\Gamma_0}(10)</math>
* Pentabackthulhum, {10,10[1[1\2¬2]2]2}
* Tethrinoogarxideck, {100,10[1[1\2¬2]2]2}
* Tethrarxideck, E100#^^^#10
* Dekinphi, <math>f_{\Gamma_0[11]}(10)</math>
* Tethrinoogarxicose, {100,20[1[1\2¬2]2]2}
* Tethrarxicose, E100#^^^#20
* Tethrinoogarxitriane, {100,30[1[1\2¬2]2]2}
* Tethrarxitriane, E100#^^^#30
* Tethrinoogarxisarane, {100,40[1[1\2¬2]2]2}
* Tethrarxisarane, E100#^^^#40
* Tethrinoogarxipenine, {100,50[1[1\2¬2]2]2}
* Tethrarxipenine / tethrarxigole, E100#^^^#50
* Tethrinoogarxiexine, {100,60[1[1\2¬2]2]2}
* Tethrarxi-exine, E100#^^^#60
* Tethrinoogarxiebdomine, {100,70[1[1\2¬2]2]2}
* Tethrarxi-ebdomine, E100#^^^#70
* Tethrinoogarxiogdone, {100,80[1[1\2¬2]2]2}
* Tethrarxi-ogdone, E100#^^^#80
* Tethrinoogarxienenine, {100,90[1[1\2¬2]2]2}
* Tethrarxi-enenine, E100#^^^#90
* Pentacthuloogol / tethrinoogarxihect, {100,100[1[1\2¬2]2]2}
* Pentacthulhum / tethrarxihect, E100#^^^#100
* ''Kungulus'', <math>X \uparrow \uparrow \uparrow 100 \& 10</math>
* ''Second Kungulus'', {100,100,3} & 10
* Onii-chan-Giant, E100#^^#^#^^#^#^^#^ ... #^^#^#100 (100 #^^#'s)
* Hektinphi, <math>f_{\Gamma_0[101]}(10)</math>
* Tethrinoogarxigigas, {100,500[1[1\2¬2]2]2}
* Tethrarxigigas, E100#^^^#500
* Mariupol, <math>f_{\Gamma_0}(576)</math>
* Tethrinoogarxichill, {100,1000[1[1\2¬2]2]2}
* Tethrarxichill, E100#^^^#1,000
* Kilinphi, <math>f_{\Gamma_0[1001]}(10)</math>
* Tethrinoogarximyr, {100,10000[1[1\2¬2]2]2}
* Tethrarximyr, E100#^^^#10,000
* Tethrarxigong, E100#^^^#100,000
* Pentacthulhugong, E100,000#^^^#100,000
* Meginphi, <math>f_{\Gamma_0[10^6+1]}(10)</math>
* Tethrinoogarxi-octad, {100,{10,8}[1[1\2¬2]2]2}
* Tethrarxi-octad, E100#^^^#100,000,000
* Giginphi, <math>f_{\Gamma_0[10^9+1]}(10)</math>
* Great Wall, E100#^^#^^#>#^^#^^#>#^^#^^#>...#^^#^^#>#^^#^^#100 (with 10,000,000,000 #^^#^^#'s)
* Terinphi, <math>f_{\Gamma_0[10^{12}+1]}(10)</math>
* Petinphi, <math>f_{\Gamma_0[10^{15}+1]}(10)</math>
* Tethrinoogarxi-sedeniad], {100,{10,16}[1[1\2¬2]2]2}
* Tethrarxi-sedeniad, E100#^^^#10,000,000,000,000,000
* Exinphi, <math>f_{\Gamma_0[10^{18}+1]}(10)</math>
* Zettinphi, <math>f_{\Gamma_0[10^{21}+1]}(10)</math>
* Yottinphi, <math>f_{\Gamma_0[10^{24}+1]}(10)</math>
* Tethrarxigoogliad, E100#^^^#(10<sup>100</sup>)
* Tethrarxigrangliad, E100#^^^#(E100#100)

== Bachmann's collapsing level ==

=== Part 6.13: <math>f_{\Gamma_0}^2(10)</math> ~ <math>f_{\Gamma_1}^2(10)</math> ===

* Grand pentacthulhum / grand tethrarxihect / tethrarxitethrarxihect, E100#^^^#100#2
* Grand grand pentacthulhum, E100#^^^#100#3
* Triple grand pentacthulhum, E100#^^^#100#4
* Quadruple grand pentacthulhum, E100#^^^#100#5
* Quintuple grand pentacthulhum, E100#^^^#100#6
* Sextuple grand pentacthulhum, E100#^^^#100#7
* Septuple grand pentacthulhum, E100#^^^#100#8
* Octuple grand pentacthulhum, E100#^^^#100#9
* Nonuple grand pentacthulhum, E100#^^^#100#10
* Decuple grand pentacthulhum, E100#^^^#100#11
* Grangol-carta-pentacthulhum, E100#^^^#100#100
* Greagol-carta-pentacthulhum, E100#^^^#100#100#100
* Gigangol-carta-pentacthulhum, E100#^^^#100#100#100#100
* Gugold-carta-pentacthulhum, E100#^^^#100##100
* Gammaxul, <math>200![200(1)2]</math>
* Throogol-carta-pentacthulhum, E100#^^^#100###100
* Tethratope-carta-pentacthulhum, E100#^^^#100#^^#^#100
* Tethrarxitri-carta-pentacthulhum, E100#^^^#100#^^#^^#100
* Pentacthulhutri, E100#^^^#100#^^^#100
* Pentacthulhutet, E100#^^^#100#^^^#100#^^^#100
* Pentacthulhupent, E100#^^^#*#5
* Pentacthulhuhex, E100#^^^#*#6
* Pentacthulhuhept, E100#^^^#*#7
* Gammabixul, <math>200![200,200(1)2]</math>
* Deutero-pentacthulhum, E100#^^^#*#^^^#100
* Trito-pentacthulhum, E100#^^^#*#^^^#*#^^^#100
* Pentacthulhufact, E100(#^^^#)^#100
* Gammatrixul, <math>200![200,200,200(1)2]</math>
* Quarticupentacthulhum, E100(#^^^#)^####100
* Dutetrated-pentacthulhum, E100(#^^^#)^#^^^#100
* Tritetrated-pentacthulhum, E100(#^^^#)^(#^^^#)^(#^^^#)100
* Quadratetrated-pentacthulhum, E100(#^^^#)^^#4
* Quinquatetrated-pentacthulhum, E100(#^^^#)^^#5
* Sexatetrated-pentacthulhum, E100(#^^^#)^^#6
* Septatetrated-pentacthulhum, E100(#^^^#)^^#7
* Octatetrated-pentacthulhum, E100(#^^^#)^^#8
* Terrible pentacthulhum, E100(#^^^#)^^#100
* Dustaculated-terripentacthulhum, E100(#^^^#)^^#>#(#^^^#)^^#100
* Terrisquared pentacthulhum, E100(#^^^#)^^##100
* Terricubed pentacthulhum, E100(#^^^#)^^###100
* Territesserated pentacthulhum, E100(#^^^#)^^####100
* Terripenterated pentacthulhum, E100(#^^^#)^^#####100
* Territoped-pentacthuloogol, {100,100[1[2¬2]2[1\2¬2]2]2}
* Territoped pentacthulhum, E100(#^^^#)^^#^#100
* Dupentated-pentacthuloogol, {100,100[1[1[1[1[2¬2]2]2¬2]2]2¬2]2[1\2¬2]2]2}
* Dupentated-pentacthulhum / pentacthulhutetripso-pentacthulhum, E100(#^^^#)^^(#^^^#)100
* Terrible dupentated-pentacthulhum, E100((#^^^#)^^(#^^^#))^^#100
* Terrisquared dupentated-pentacthulhum, E100((#^^^#)^^(#^^^#))^^##100
* Tripentacthulated-pentacthulhum, E100(((#^^^#)^^(#^^^#))^^(#^^^#))^^(#^^^#)100
* Dustaculated-dupentated-pentacthulhum, E100(#^^^#)^^(#^^^#)>(#^^^#)^^(#^^^#)100
* Pentacthulhu-by-hyperia-tetrated-pentacthulhum, E100(#^^^#)^^(#^^^#*#)100
* Pentacthulhu-by-deutero-hyperia-tetrated-pentacthulhum, E100(#^^^#)^^(#^^^#*##)100
* Pentacthulhu-deutero-pentacthulhutetrate, E100(#^^^#)^^(#^^^#*#^^^#)100
* Pentacthulhu-trito-pentacthulhutetrate, E100(#^^^#)^^(#^^^#*#^^^#*#^^^#)100
* Pentacthulhu-terripentacthulhutetrate, E100(#^^^#)^^(#^^^#)^^#100
* Pentacthulhu-terrisquared-pentacthulhutetrate, E100(#^^^#)^^(#^^^#)^^##100
* Pentacthulhu-terricubed-pentacthulhutetrate, E100(#^^^#)^^(#^^^#)^^###100
* Pentacthulhu-territoped-pentacthulhutetrate, E100(#^^^#)^^(#^^^#)^^#^#100
* Tripentated-pentacthulhum, E100(#^^^#)^^(#^^^#)^^(#^^^#)100
* Quadrapentated-pentacthulhum, E100(#^^^#)^^^#4
* Quinquapentated-pentacthulhum, E100(#^^^#)^^^#5
* Sexapentated-pentacthulhum, E100(#^^^#)^^^#6
* Septapentated-pentacthulhum, E100(#^^^#)^^^#7
* Octapentated-pentacthulhum, E100(#^^^#)^^^#8
* Nonapentated-pentacthulhum, E100(#^^^#)^^^#9
* Decapentated-pentacthulhum, E100(#^^^#)^^^#10
* Pentacthuloodugon, {100,100[1[1\2¬2]3]2}
* Pentacthuldugon / horrible pentacthulhum, E100(#^^^#)^^^#100

=== Part 6.14: <math>f_{\Gamma_1}^2(10)</math> ~ <math>f_{\varphi(2,0,0)}^2(10)</math> ===

* Grand pentacthuldugon, E100(#^^^#)^^^#100#2
* Gamthraxul, <math>200![200(1)3]</math>
* Dutetrated-pentacthuldugon, E100((#^^^#)^^^#)^((#^^^#)^^^#)100
* Terrible pentacthuldugon, E100((#^^^#)^^^#)^^#100
* Terrisquared pentacthuldugon, E100((#^^^#)^^^#)^^##100
* Terrixitried pentacthuldugon / pentacthuldugon-tethrathothitetrate, E100((#^^^#)^^^#)^^#^^#100
* Pentacthuldugon-pentacthulhutetrate, E100((#^^^#)^^^#)^^(#^^^#)100
* Pentacthuldugon-dupentated-pentacthulhutetrate, E100((#^^^#)^^^#)^^(#^^^#)^^(#^^^#)100
* Dupentated-pentacthuldugon, E100((#^^^#)^^^#)^^((#^^^#)^^^#)100
* Pentacthuldugon-by-hyperia-tetrated-pentacthuldugon, E100((#^^^#)^^^#)^^((#^^^#)^^^#*#)100
* Deutero-pentacthuldugon-tetrated-pentacthuldugon, E100((#^^^#)^^^#)^^((#^^^#)^^^#*(#^^^#)^^^#)100
* Terripentacthuldugon-tetrated-pentacthuldugon, E100((#^^^#)^^^#)^^((#^^^#)^^^#)^^#100
* Tripentated-pentacthuldugon, E100((#^^^#)^^^#)^^((#^^^#)^^^#)^^((#^^^#)^^^#)100
* Quadrapentated-pentacthuldugon, E100((#^^^#)^^^#)^^((#^^^#)^^^#)^^((#^^^#)^^^#)^^((#^^^#)^^^#)100
* Pentacthultrigon, E100((#^^^#)^^^#)^^^#100
* Dupentated-pentacthultrigon, E100(((#^^^#)^^^#)^^^#)^^(((#^^^#)^^^#)^^^#)100
* Gappingly / Griddigol, E100((#^^^#)#^^^#)#^^^#)^^((#^^^#^^^#)^^^(#^^^#)100
* Pentacthulootetragon, {100,100[1[1\2¬2]5]2}
* Pentacthultetragon, E100(((#^^^#)^^^#)^^^#)^^^#100
* Pentacthulpentagon, E100((((#^^^#)^^^#)^^^#)^^^#)^^^#100
* Pentacthulhexagon, E100#^^^#>#6
* Pentacthulheptagon, E100#^^^#>#7
* Pentacthuloctagon, E100#^^^#>#8
* Pentacthulennagon, E100#^^^#>#9
* Pentacthuldekagon, E100#^^^#>#10
* Pentacthulooterator, {100,100[1[1\2¬2]1,2]2}
* Pentacthuliterator / pentacthulhum ba'al, E100#^^^#>#100
* Hugexul, 200![200(1)200]
* Kilohugexul, (200![200(1)200])![200(1)200]
* Megahugexul, ((200![200(1)200])![200(1)200])![200(1)200]
* Gigahugexul, (((200![200(1)200])![200(1)200])![200(1)200])![200(1)200]
* Terahugexul, 200(![200(1)200])<sup>5</sup>
* Petahugexul, 200(![200(1)200])<sup>6</sup>
* Exahugexul, 200(![200(1)200])<sup>7</sup>
* Grand Hugexul, 200(![200(1)200])<sup>200![200(1)200]+1</sup>
* Grand Kilohugexul, 200(![200(1)200])<sup>(200![200(1)200])![200(1)200]+1</sup>
* Grand Megahugexul, 200(![200(1)200])<sup>((200![200(1)200])![200(1)200])![200(1)200]+1</sup>
* Grand Gigahugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>4</sup>+1</sup>
* Grand Terahugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>5</sup>+1</sup>
* Grand Petahugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>6</sup>+1</sup>
* Grand Exahugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>7</sup>+1</sup>
* Bigrand Hugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>200![200(1)200]+1</sup>+1</sup>
* Trigrand Hugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>200(![200(1)200])<sup>200![200(1)200]+1</sup>+1</sup>+1</sup>
* Quadgrand Hugexul, 200(![200(1)200])<sup>200(![200(1)200])<sup>200(![200(1)200])<sup>200(![200(1)200])<sup>200![200(1)200]+1</sup>+1</sup>+1</sup>+1</sup>
* Quintgrand Hugexul
* Grand pentacthuliterator / great and horrible pentacthulhum, E100#^^^#>#100#2
* Pentacthuliterfact, E100(#^^^#>#)^#100
* Terrible pentacthuliterator, E100(#^^^#>#)^^#100
* Pentacthuliterator-pentacthulhutetrate / pentacthulhum-tetrated-pentacthuliterator, E100(#^^^#>#)^^(#^^^#)100
* Pentacthuldugon-tetrated-pentacthuliterator, E100(#^^^#>#)^^((#^^^#)^^^#)100
* Dupentated-pentacthuliterator, E100(#^^^#>#)^^(#^^^#>#)100
* Horrible pentacthuliterator, E100(#^^^#>#)^^^#100
* Double-horrible pentacthuliterator, E100((#^^^#>#)^^^#)^^^#100
* Pentacthulditerator, E100#^^^#>(#+#)100
* Pentacthultriterator, E100#^^^#>(#+#+#)100
* Pentacthulooquadiator, {100,100[1[1\2¬2]1,5]2}
* Pentacthulquaditerator, E100#^^^#>(#+#+#+#)100
* Pentacthuloogridiator, {100,100[1[1\2¬2]1,1,2]2}
* Pentacthulgriditerator, E100#^^^#>##100
* Superior Hugexul, 200![200(1)200,200]
* Superior Kilohugexul, (200![200(1)200,200])![200(1)200,200]
* Superior Grand Hugexul, 200(![200(1)200,200])<sup>200![200(1)200,200]+1</sup>
* Superior Bigrand Hugexul, 200(![200(1)200,200])<sup>200(![200(1)200,200])<sup>200![200(1)200,200]+1</sup>+1</sup>
* Horrible pentacthulgriditerator, E100(#^^^#>##)^^^#100
* Pentacthuloocubiator, {100,100[1[1\2¬2]1,1,1,2]2}
* Pentacthulcubiculator, E100#^^^#>###100
* Pentacthulquarticulator, E100#^^^#>####100
* Pentacthulquinticulator, E100#^^^#>#####100
* Pentacthulsexticulator, E100#^^^#>#^#6
* Pentacthulsepticulator, E100#^^^#>#^#7
* Godgahlah-turreted-pentacthulhum / pentacthulspatialator, E100#^^^#>#^#100
* Tethrathoth-turreted-pentacthulhum, E100#^^^#>#^^#100
* Tethriterator-turreted-pentacthulhum, E100#^^^#>#^^#>#100
* Tethrigriditer-turreted-tethrathoth, E100#^^^#>#^^#>##100
* Tethrispatialaturreted-pentacthulhum, E100#^^^#>#^^#>#^#100
* Dustaculated-tethrathothiturreted-pentacthulhum, E100#^^^#>#^^#>#^^#100
* Tethracross-turreted-pentacthulhum, E100#^^^#>#^^##100
* Tethracubor-turreted-pentacthulhum, E100#^^^#>#^^###100
* Tethrateron-turreted-pentacthulhum, E100#^^^#>#^^####100
* Tethrapeton-turreted-pentacthulhum, E100#^^^#>#^^#####100
* Tethratope-turreted-pentacthulhum, E100#^^^#>#^^#^#100
* Tethrarxitri-turreted-pentacthulhum, E100#^^^#>#^^#^^#100
* Tethrarxitet-turreted-pentacthulhum, E100#^^^#>#^^#^^#^^#100
* Uningam, <math>f_{\Gamma_{\Gamma_0}}(10)</math>
* Dustaculated-pentacthulhum, E100#^^^#>#^^^#100
* Horrible dustaculated-pentacthulhum, E100(#^^^#>#^^^#)^^^#100
* Horriterated-dustaculated-pentacthulhum, E100#^^^#>(#^^^#+#)100
* Deuterpentacthulhum-turreted-pentacthulhum, E100#^^^#>(#^^^#*#^^^#)100
* Pentacthulhufact-turreted-pentacthulhum, E100#^^^#>(#^^^#)^#100
* Terripentacthulhuturreted-pentacthulhum, E100#^^^#>(#^^^#)^^#100
* Dupentated-pentacthulhuturreted-pentacthulhum, E100#^^^#>(#^^^#)^^(#^^^#)100
* Pentacthuldugon-turreted-pentacthulhum, E100#^^^#>(#^^^#)^^^#100
* Pentacthuliterator-turreted-pentacthulhum, E100#^^^#>#^^^#>#100
* Pentacthulgriditerator-turreted-pentacthulhum, E100#^^^#>#^^^#>##100
* Pentacthulspatialator-turreted-pentacthulhum, E100#^^^#>#^^^#>#^#100
* Bingam, <math>f_{\Gamma_{\Gamma_{\Gamma_0}}}(10)</math>
* Tristaculated-pentacthulhum, E100#^^^#>#^^^#>#^^^#100
* Tringam, <math>f_{\Gamma_{\Gamma_{\Gamma_{\Gamma_0}}}}(10)</math>
* Tetrastaculated-pentacthulhum, E100#^^^#>#^^^#>#^^^#>#^^^#100
* Quadringam, <math>f_{\varphi(1,1,0)[5]}(10)</math>
* Pentastaculated-pentacthulhum, E100#^^^#>#^^^#>#^^^#>#^^^#>#^^^#100
* Quintingam, <math>f_{\varphi(1,1,0)[6]}(10)</math>
* Sextingam, <math>f_{\varphi(1,1,0)[7]}(10)</math>
* Septingam, <math>f_{\varphi(1,1,0)[8]}(10)</math>
* Octingam, <math>f_{\varphi(1,1,0)[9]}(10)</math>
* Noningam / unaddommthet, <math>f_{\varphi(1,1,0)}(10)</math>
* Dekingam, <math>f_{\varphi(1,1,0)[11]}(10)</math>
* Pentacthuloocross, {100,100[1[1\2¬2]1\2]2}
* Pentacthulcross, E100#^^^##100
* ''Bungulus (RedBandServerYT)'' / bikungulus, {100,100<sup>2</sup>,3} & 10
* Hektingam, <math>f_{\varphi(1,1,0)[101]}(10)</math>
* Bisuperior Hugexul, 200![200(1)200,200,200]
* Bisuperior Kilohugexul, (200![200(1)200,200,200])![200(1)200,200,200
* Bisuperior Grand Hugexul, 200(![200(1)200,200,200])<sup>200![200(1)200,200,200]+1</sup>
* Bisuperior Bigrand Hugexul, 200(![200(1)200,200,200])<sup>200(![200(1)200,200,200])<sup>200![200(1)200,200,200]+1</sup>+1</sup>
* Kilingam, <math>f_{\varphi(1,1,0)[1001]}(10)</math>
* Megingam, <math>f_{\varphi(1,1,0)[10^6+1]}(10)</math>
* Gigingam, <math>f_{\varphi(1,1,0)[10^9+1]}(10)</math>
* Teringam, <math>f_{\varphi(1,1,0)[10^{12}+1]}(10)</math>
* Petingam, <math>f_{\varphi(1,1,0)[10^{15}+1]}(10)</math>
* Exingam, <math>f_{\varphi(1,1,0)[10^{18}+1]}(10)</math>
* Zettingam, <math>f_{\varphi(1,1,0)[10^{21}+1]}(10)</math>
* Yottingam, <math>f_{\varphi(1,1,0)[10^{24}+1]}(10)</math>
* Grand pentacthulcross, E100#^^^##100#2
* Deutero-pentacthulcross, E100#^^^##*#^^^##100
* Dutetrated-pentacthulcross, E100(#^^^##)^(#^^^##)100
* Terrible pentacthulcross, E100(#^^^##)^^#100
* Dupentated-pentacthulcross, E100(#^^^##)^^(#^^^##)100
* Horrible pentacthulcross, E100(#^^^##)^^^#100
* Horriterated pentacthulcross, E100(#^^^##)^^^#>#100
* Dustaculated-horripentacthulcross, E100(#^^^##)^^^#>(#^^^##)^^^#100
* Pentacthulooducross, {100,100[1[1\2¬2]1\3]2}
* Pentacthulducross, E100(#^^^##)^^^##100
* Pentacthultricross, E100((#^^^##)^^^##)^^^##100
* Pentacthulootetracross, {100,100[1[1\2¬2]1\5]2}
* Pentacthultetracross, E100#^^^##>#4
* Pentacthulpentacross, E100#^^^##>#5
* Pentacthulootercross, {100,100[1[1\2¬2]1\1,2]2}
* Pentacthulitercross, E100#^^^##>#100
* Dustaculated-pentacthulcross, E100#^^^##>#^^^##100
* Menger sponge, E[20]3###^^^###3
* Tristaculated-pentacthulcross, E100#^^^##>#^^^##>#^^^##100
* Baddommthet, <math>f_{\varphi(1,2,0)}(10)</math>
* Pentacthuloocubor, {100,100[1[1\2¬2]1\1\2]2}
* Pentacthulcubor, E100#^^^###100
* Pentacthulitercubor, E100#^^^###>#100
* Dustaculated-pentacthulcubor, E100#^^^###>#^^^###100
* Traddommthet, <math>f_{\varphi(1,3,0)}(10)</math>
* Pentacthulteron, E100#^^^####100
* Quadraddommthet, <math>f_{\varphi(1,4,0)}(10)</math>
* Pentacthulpeton, E100#^^^#^#5
* Quintaddommthet, <math>f_{\varphi(1,5,0)}(10)</math>
* Pentacthulhexon, E100#^^^#^#6
* Sextaddommthet, <math>f_{\varphi(1,6,0)}(10)</math>
* Pentacthulhepton, E100#^^^#^#7
* Septaddommthet, <math>f_{\varphi(1,7,0)}(10)</math>
* Pentacthul-ogdon, E100#^^^#^#8
* Octaddommthet, <math>f_{\varphi(1,8,0)}(10)</math>
* Pentacthulennon, E100#^^^#^#9
* Nonaddommthet, <math>f_{\varphi(1,9,0)}(10)</math>
* Pentacthuloodekon, {100,100[1[1\2¬2]1\1\1\1\1\1\1\1\1\2]2}
* Pentacthuldekon, E100#^^^#^#10
* Dekaddommthet, <math>f_{\varphi(1,\omega,0)}(10)</math>
* Pentacthulootope, {100,100[1[1\2¬2]1[2¬2]2]2}
* Pentacthultope / pentacthulhecton, E100#^^^#^#100
* Hektaddommthet, <math>f_{\varphi(1,100,0)}(10)</math>
* Kiladdommthet, <math>f_{\varphi(1,1000,0)}(10)</math>
* Megaddommthet, <math>f_{\varphi(1,10^6,0)}(10)</math>
* Gigaddommthet, <math>f_{\varphi(1,10^9,0)}(10)</math>
* Teraddommthet, <math>f_{\varphi(1,10^{12},0)}(10)</math>
* Petaddommthet, <math>f_{\varphi(1,10^{15},0)}(10)</math>
* Exaddommthet, <math>f_{\varphi(1,10^{18},0)}(10)</math>
* Zettaddommthet, <math>f_{\varphi(1,10^{21},0)}(10)</math>
* Yottaddommthet, <math>f_{\varphi(1,10^{24},0)}(10)</math>
* Pentacthultopothoth, E100#^^^(#^#*#)100
* Pentacthultopocross, E100#^^^(#^#*##)100
* Pentacthultopodeus, E100#^^^(#^#*#^#)100
* Pentacthultopotruce, E100#^^^(#^#*#^#*#^#)100
* Pentacthuloolattitope, {100,100[1[1\2¬2]1[3¬2]2]2}
* Pentacthulattitope, E100#^^^#^##100
* Pentacthuloocubitope, {100,100[1[1\2¬2]1[4¬2]2]2}
* Pentacthulcubitope, E100#^^^#^###100
* Pentacthuloogodgathor, {100,100[1[1\2¬2]1[1,2¬2]2]2}
* Pentacthulto-godgathor, E100#^^^#^#^#100
* Pentacthulto-tethrathoth, E100#^^^#^^#100
* Pentacthulootethrinoogol, {100,100[1[1\2¬2]1[1[1\2]2¬2]2]2}
* Pentacthularxitri / pentacthulto-pentacthulhum, E100#^^^#^^^#100
* Pentacthuloogarxitri, {100,100[1[1\2¬2]1[1[1[1\2¬2]2]2¬2]2]2}
* Pentacthularxitet, E100#^^^#^^^#^^^#100
* Pentacthuloogarxipent, {100,5[1[1\2¬2]1[1\2¬2]2]2}
* Pentacthuloogarxideck, {100,10[1[1\2¬2]1[1\2¬2]2]2}
* Pentacthuloogarxicose, {100,20[1[1\2¬2]1[1\2¬2]2]2}
* Pentacthuloogarxipenine, {100,50[1[1\2¬2]1[1\2¬2]2]2}
* Hexacthulhum / pentacthularxihect, E100#^^^^#100
* ''Quadrunculus'', <math>X \uparrow \uparrow \uparrow \uparrow 100 \& 10 </math>

=== Part 6.15: <math>f_{\varphi(2,0,0)}^2(10)</math> ~ <math>f_{\varphi(\omega,0,0)}^2(10)</math> ===

* Grand hexacthulhum, E100#^^^^#100#2
* Grangol-carta-hexacthulhum, E100#^^^^#100#100
* Hexacthulhum-by-deuteron, E100#^^^^#100#^^^^#100
* Hexacthulhufact, E100(#^^^^#)^#100
* Terrible hexacthulhum, E100(#^^^^#)^^#100
* Horrible hexacthulhum, E100(#^^^^#)^^^#100
* Duhexated-hexacthulhum, E100(#^^^^#)^^^(#^^^^#)100
* Hexadeucthulhum / horrendous hexacthulhum, E100(#^^^^#)^^^^#100
* Hexacthuliterator, E100#^^^^#>#100
* Hugebixul, 200![200(1)200(1)200]
* Kilohugebixul, (200![200(1)200(1)200])![200(1)200(1)200]
* Megahugebixul, ((200![200(1)200(1)200])![200(1)200(1)200])![200(1)200(1)200]
* Gigahugebixul, (((200![200(1)200(1)200])![200(1)200(1)200])![200(1)200(1)200])![200(1)200(1)200]
* Grand Hugebixul, 200(![200(1)200(1)200])<sup>200![200(1)200(1)200]+1</sup>
* Grand Kilohugebixul, 200(![200(1)200(1)200])<sup>(200![200(1)200(1)200])![200(1)200(1)200]+1</sup>
* Grand Megahugebixul, 200(![200(1)200(1)200])<sup>((200![200(1)200(1)200])![200(1)200(1)200])![200(1)200(1)200]+1</sup>
* Grand Gigahugebixul, 200(![200(1)200(1)200])<sup>200(![200(1)200(1)200])<sup>4</sup>+1</sup>
* Bigrand Hugebixul, 200(![200(1)200(1)200])<sup>200(![200(1)200(1)200])<sup>200![200(1)200(1)200]+1</sup>+1</sup>
* Trigrand Hugebixul
* Superior Hugebixul, 200![200(1)200(1)200,200]
* Superior Kilohugebixul, (200![200(1)200(1)200,200])![200(1)200(1)200,200]
* Superior Megahugebixul, ((200![200(1)200(1)200,200])![200(1)200(1)200,200])![200(1)200(1)200,200]
* Superior Grand Hugebixul, 200(![200(1)200(1)200,200])<sup>200![200(1)200(1)200,200]+1</sup>
* Superior Grand Kilohugebixul, 200(![200(1)200(1)200,200])<sup>(200![200(1)200(1)200,200])![200(1)200(1)200,200]+1</sup>
* Superior Grand Megahugebixul, 200(![200(1)200(1)200,200])<sup>200(![200(1)200(1)200,200])<sup>3</sup>+1</sup>
* Superior Bigrand Hugebixul, 200(![200(1)200(1)200,200])<sup>200(![200(1)200(1)200,200])<sup>200![200(1)200(1)200,200]+1</sup>+1</sup>
* Dustaculated hexacthulhum, E100#^^^^#>#^^^^#100
* Hexacthulcross, E100#^^^^##100
* Bisuperior Hugebixul, 200![200(1)200(1)200,200,200]
* Bisuperior Kilohugebixul, (200![200(1)200(1)200,200,200])![200(1)200(1)200,200,200]
* Bisuperior Megahugebixul, ((200![200(1)200(1)200,200,200])![200(1)200(1)200,200,200])![200(1)200(1)200,200,200]
* Bisuperior Grand Hugebixul, 200(![200(1)200(1)200,200,200])<sup>200![200(1)200(1)200,200,200]+1</sup>
* Bisuperior Grand Kilohugebixul, 200(![200(1)200(1)200,200,200])<sup>(200![200(1)200(1)200,200,200])![200(1)200(1)200,200,200]+1</sup>
* Bisuperior Grand Megahugebixul, 200(![200(1)200(1)200,200,200])<sup>200(![200(1)200(1)200,200,200])<sup>3</sup>+1</sup>
* Bisuperior Bigrand Hugebixul
* Hexacthulcubor, E100#^^^^###100
* Hexacthulhexon, E100(#^^^^#^6)100
* Hexacthuliterhexon, E100#^^^^(#^6)>#100
* Hexacthultope / hexacthulhecton, E100#^^^^#^#100
* Hexacthularxitri, E100#^^^^#^^^^#100
* Joe pellinger, 203^431,112,937#^^^^########^^^^######>#^#203,431,112,937
* Grand joe pellinger, 203^431,112,937#^^^^########^^^^######>#^#203,431,112,937#2
* Heptacthulhum / hexacthularxihect, E100#{5}#100
* Hepacthuloogol, {100,100[1[1\2¬2]1[1\2¬2]1[1\2¬2]2]2}
* ''Quintunculus'', <math>\{X,100,5\}\ \&\ 10</math>
* Heptacthuliterator / heptacthulhum ba'al, E100#{5}#>#100
* Hugetrixul, 200![200(1)200(1)200(1)200]
* Kilohugetrixul, (200![200(1)200(1)200(1)200])![200(1)200(1)200(1)200]
* Megahugetrixul, ((200![200(1)200(1)200(1)200])![200(1)200(1)200(1)200])![200(1)200(1)200(1)200]
* Gigahugetrixul, 200(![200(1)200(1)200(1)200])<sup>4</sup>
* Grand Hugetrixul, 200(![200(1)200(1)200(1)200])<sup>200![200(1)200(1)200(1)200]+1</sup>
* Grand Kilohugetrixul, 200(![200(1)200(1)200(1)200])<sup>(200![200(1)200(1)200(1)200])![200(1)200(1)200(1)200]+1</sup>
* Grand Megahugetrixul, 200(![200(1)200(1)200(1)200])<sup>200(![200(1)200(1)200(1)200])<sup>3</sup>+1</sup>
* Grand Gigahugetrixul, 200(![200(1)200(1)200(1)200])<sup>200(![200(1)200(1)200(1)200])<sup>4</sup>+1</sup>
* Bigrand Hugetrixul, 200(![200(1)200(1)200(1)200])<sup>200(![200(1)200(1)200(1)200])<sup>200![200(1)200(1)200(1)200]+1</sup>+1</sup>
* Trigrand Hugetrixul
* Superior Hugetrixul, 200![200(1)200(1)200(1)200,200]
* Superior Kilohugetrixul, (200![200(1)200(1)200(1)200,200])![200(1)200(1)200(1)200,200]
* Superior Megahugetrixul, ((200![200(1)200(1)200(1)200,200])![200(1)200(1)200(1)200,200])![200(1)200(1)200(1)200,200]
* Superior Grand Hugetrixul, 200(![200(1)200(1)200(1)200,200])<sup>200![200(1)200(1)200(1)200,200]+1</sup>
* Superior Grand Kilohugetrixul, 200(![200(1)200(1)200(1)200,200])<sup>200(![200(1)200(1)200(1)200,200])<sup>2</sup>+1</sup>
* Superior Grand Megahugetrixul, 200(![200(1)200(1)200(1)200,200])<sup>200(![200(1)200(1)200(1)200,200])<sup>3</sup>+1</sup>
* Superior Bigrand Hugetrixul
* Bisuperior Hugetrixul, 200![200(1)200(1)200(1)200,200,200]
* Bisuperior Kilohugetrixul, (200![200(1)200(1)200(1)200,200,200])![200(1)200(1)200(1)200,200,200]
* Bisuperior Megahugetrixul, ((200![200(1)200(1)200(1)200,200,200])![200(1)200(1)200(1)200,200,200])![200(1)200(1)200(1)200,200,200]
* Bisuperior Grand Hugetrixul, 200(![200(1)200(1)200(1)200,200,200])<sup>200![200(1)200(1)200(1)200,200,200]+1</sup>
* Bisuperior Grand Kilohugetrixul, 200(![200(1)200(1)200(1)200,200,200])<sup>200(![200(1)200(1)200(1)200,200,200])<sup>2</sup>+1</sup>
* Bisuperior Grand Megahugetrixul, 200(![200(1)200(1)200(1)200,200,200])<sup>200(![200(1)200(1)200(1)200,200,200])<sup>3</sup>+1</sup>
* Bisuperior Bigrand Hugetrixul
* Honiara, E[13]Mentalize#{5}###^^#>#^#^^#>(#^^^^#)^^^(#^^^^#)>(#^#*#+#) (Hyper pectrol number)
* Ogdacthulhum / heptacthularxihect, E100#{6}#100
* Ogdacthuloogol, {100,100[1[1\2¬2]1[1\2¬2]1[1\2¬2]1[1\2¬2]2]2}
* Ogdacthulhufact, E100(#{6}#)^#100
* Ogdacthulhum-ipso-godgahlah, E100(#{6}#)^#^#100
* Dutetrated ogdacthulhum, E100(#{6}#)^(#{6}#)100
* Ogdacthuliterator, E100#{6}#>#100
* Hugequaxul, 200![200(1)200(1)200(1)200(1)200]
* Kilohugequaxul, (200![200(1)200(1)200(1)200(1)200])![200(1)200(1)200(1)200(1)200]
* Megahugequaxul, ((200![200(1)200(1)200(1)200(1)200])![200(1)200(1)200(1)200(1)200])![200(1)200(1)200(1)200(1)200]
* Gigahugequaxul, 200(![200(1)200(1)200(1)200(1)200])<sup>4</sup>
* Grand Hugequaxul, 200(![200(1)200(1)200(1)200(1)200])<sup>200![200(1)200(1)200(1)200(1)200]+1</sup>
* Grand Kilohugequaxul, 200(![200(1)200(1)200(1)200(1)200])<sup>(200![200(1)200(1)200(1)200(1)200])![200(1)200(1)200(1)200(1)200]+1</sup>
* Grand Megahugequaxul, 200(![200(1)200(1)200(1)200(1)200])<sup>200(![200(1)200(1)200(1)200(1)200])<sup>3</sup>+1</sup>
* Grand Gigahugequaxul, 200(![200(1)200(1)200(1)200(1)200])<sup>200(![200(1)200(1)200(1)200(1)200])<sup>4</sup>+1</sup>
* Bigrand Hugequaxul
* Trigrand Hugequaxul
* Superior Hugequaxul, 200![200(1)200(1)200(1)200(1)200,200]
* Superior Kilohugequaxul, (200![200(1)200(1)200(1)200(1)200,200])![200(1)200(1)200(1)200(1)200,200]
* Superior Megahugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])<sup>3</sup>
* Superior Grand Hugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])<sup>200![200(1)200(1)200(1)200(1)200,200]+1</sup>
* Superior Grand Kilohugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])<sup>200(![200(1)200(1)200(1)200(1)200,200])<sup>2</sup>+1</sup>
* Superior Grand Megahugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])<sup>200(![200(1)200(1)200(1)200(1)200,200])<sup>3</sup>+1</sup>
* Superior Bigrand Hugequaxul
* Bisuperior Hugequaxul, 200![200(1)200(1)200(1)200(1)200,200,200]
* Bisuperior Kilohugequaxul, (200![200(1)200(1)200(1)200(1)200,200,200])![200(1)200(1)200(1)200(1)200,200,200]
* Bisuperior Megahugequaxul, 200(![200(1)200(1)200(1)200(1)200,200,200])<sup>3</sup>
* Bisuperior Grand Hugequaxul, 200(![200(1)200(1)200(1)200(1)200,200,200])<sup>200![200(1)200(1)200(1)200(1)200,200,200]+1</sup>
* Bisuperior Grand Kilohugequaxul
* Bisuperior Grand Megahugequaxul
* Bisuperior Bigrand Hugequaxul
* Ennacthulhum / ogdacthularxihect, E100#{7}#100
* Ennacthuloogol, {100,100[1[1\2¬2]1[1\2¬2]1[1\2¬2]1[1\2¬2]1[1\2¬2]2]2}
* Grand ennacthulhum, E100#{7}#100#2
* Grangol-carta-ennacthulhum, E100#{7}#100#100
* Godgahlah-carta-ennacthulhum, E100#{7}#100#^#100
* Tethrathoth-carta-ennactulhum, E100#{7}#100#^^#100
* Pentacthulhum-carta-ennacthulhum, E100#{7}#100#^^^#100
* hexacthulhum-carta-ennacthulhum, E100#{7}#100#^^^^#100
* Heptacthulhum-carta-ennacthulhum, E100#{7}#100#{5}#100
* Ogdacthulhum-carta-ennacthulhum, E100#{7}#100#{6}#100
* Ennacthulhum-carta-ennacthulhum / Ennacthulhum-by-deuteron, E100#{7}#100#{7}#100
* Deutero-ennacthulhum, E100#{7}#*#{7}#100
* Ennacthulhufact, E100(#{7}#)^#100
* Terrible ennacthulhum, E100(#{7}#)^^#100
* Horrible ennacthulhum, E100(#{7}#)^^^#100
* Horrendous ennacthulhum, E100(#{7}#)^^^^#100
* Ennacthuliterator / ennacthulhum ba'al, E100#{7}#>#100
* Grand ennacthuliterator / great and ennorredous ennacthulhum, E100#{7}#>#100#2
* Dustaculated ennacthulhum, E100#{7}#>#{7}#100
* Ennacthulcross, E100#{7}##100
* Ennacthulcubor, E100#{7}###100
* Ennacthultope, E100#{7}#^#100
* Ennacthularxitri, E100#{7}#{7}#100
* Dekacthulhum / ennacthularxihect, E100#{8}#100
* Dekacthuloogol, {100,100[1[1\2¬2]1[1\2¬2]1[1\2¬2]1[1\2¬2]1[1\2¬2]1[1\2¬2]2]2}
* Ennacthularxigigas, E100#{8}#500
* Ennacthularxichill, E100#{8}#1000
* Grand dekacthulhum, E100#{8}#100#2 = E100#{8}#dekacthulhum
* Deutero-dekacthulhum, E100#{8}#*#{8}#100
* Dekacthulcross, E100#{8}##100
* Dekacthularxitri / dekacthulto-dekacthulhum, E100#{8}#{8}#100
* Dekacthularxitet, E100#{8}#{8}#{8}#100 = E100#{9}#4
* Dekacthularxihect, E100#{9}#100
* ''Tridecatrix'', {10,10,10} & 10
* Goliath, E100#{10}#100 = E100#{#}#10
* Backongulus, {10,10[1[2\2¬2]2]2}
* Triadekacthuloogol, {100,10[1[2\2¬2]2]2}
* Icosacthuloogol, {100,17[1[2\2¬2]2]2}
* Golligog, E100#{50}#100 = E100#{#}#50
* Gollinoogol, {100,49[1[2\2¬2]2]2}
* Godsgodgulus, E100#{#}#100 = E100#{100}#100
* Godsgodgoogol, {100,99[1[2\2¬2]2]2}
* Godsgoduloogol, {100,100[1[2\2¬2]2]2}
* Joeligog, E100#{#}#203 = E100#{203}#100
* Gigantorgog, E100#{#}#500 = E100#{500}#100
* Godsgodgoogolchime, {100,999[1[2\2¬2]2]2}
* Godsgodgoogoltoll, {100,9999[1[2\2¬2]2]2}
* Godsgodgulusgong, E100,000#{#}#100,000
* Godsgodgoogolgong, {100,99999[1[2\2¬2]2]2}
* Pseuligog, E100#{#}#44435622 = E100#{44435622}#100
* Popacthulhum, E100#{#}#P = E100#{P}#100 where P is the world population right now (increases throughout time)
* Colossigog, E100#{#}#50,000,000,000,000,000 = E100#{50,000,000,000,000,000}#100
* Colossoogol, {100,5*10^16[1[2\2¬2]2]2}

=== Part 6.16: <math>f_{\varphi(\omega,0,0)}^2(10)</math> ~ <math>f_{\varphi(1,0,0,0)}^2(10)</math> ===

* Grand godsgodgulus, E100#{#}#100#2
* Grand grand godsgodgulus, E100#{#}#100#3
* Triple grand godsgodgulus, E100#{#}#100#4
* Quadruple grand godsgodgulus, E100#{#}#100#5
* Grangol-carta-godsgodgulus, E100#{#}#100#100
* Greagol-carta-godsgodgulus, E100#{#}#100#100#100
* Gigangol-carta-godsgodgulus, E100#{#}#100#100#100#100
* Godsgodgulus-by-deuteron, E100#{#}#100#{#}#100
* Godsgodgulus-by-triton, E100#{#}#100#{#}#100#{#}#100
* Godsgodgulus-by-teterton, E100#{#}#100#{#}#100#{#}#100#{#}#100
* Godsgodgulus-by-hyperion, E100#{#}#*#100
* Godsgodgulus-by-pentacthulhum, E100#{#}#*#^^^#100
* Deutero-godsgodgulus, E100#{#}#*#{#}#100
* Godsgodgulfact, E100(#{#}#)^#100
* Grideutergodsgodgulus / quadrata-godsgodgulus, E100(#{#}#)^##100
* Kubicugodsgodgulus / kubiku-godsgodgulus, E100(#{#}#)^###100
* Quarticugodsgodgulus / quarticu-godsgodgulus, E100(#{#}#)^####100
* Quinticu-godsgodgulus, E100(#{#}#)^#^#5
* Sexticu-godsgodgulus, E100(#{#}#)^#^#6
* Septicu-godsgodgulus, E100(#{#}#)^#^#7
* Octicu-godsgodgulus, E100(#{#}#)^#^#8
* Nonicu-godsgodgulus, E100(#{#}#)^#^#9
* Decicu-godsgodgulus, E100(#{#}#)^#^#10
* Godsgodgulipso-godgahlah, E100(#{#}#)^#^#100
* Godsgodgulipso-tethrathoth, E100(#{#}#)^#^^#100
* Godsgodgulipso-pentacthulhum, E100(#{#}#)^#^^^#100
* Godsgodgulipso-hexacthulhum, E100(#{#}#)^#^^^^#100
* Godsgodgulipso-heptacthulhum, E100(#{#}#)^#{5}#100
* Godsgodgulipso-odgacthulhum, E100(#{#}#)^#{6}#100
* Godsgodgulipso-ennacthulhum, E100(#{#}#)^#{7}#100
* Godsgodgulipso-deckacthulhum, E100(#{#}#)^#{8}#100
* Dutetrated-godsgodgulus, E100(#{#}#)^(#{#}#)100
* Tritetrated-godsgodgulus, E100(#{#}#)^(#{#}#)^(#{#}#)100
* Quadratetrated-godsgodgulus, E100(#{#}#)^(#{#}#)^(#{#}#)^(#{#}#)100
* Quinquatetrated-godsgodgulus, E100(#{#}#)^^#5
* Sexatetrated-godsgodgulus, E100(#{#}#)^^#6
* Septaquatetrated-godsgodgulus, E100(#{#}#)^^#7
* Octatetrated-godsgodgulus, E100(#{#}#)^^#8
* Nonatetrated-godsgodgulus, E100(#{#}#)^^#9
* Decatetrated-godsgodgulus, E100(#{#}#)^^#10
* Terrible godsgodgulus, E100(#{#}#)^^#100
* Terrisquared godsgodgulus, E100(#{#}#)^^##100
* Terricubed godsgodgulus, E100(#{#}#)^^###100
* Territesserated godsgodgulus, E100(#{#}#)^^####100
* Territoped godsgodgulus, E100(#{#}#)^^#^#100
* Tethrathoth-tetrated godsgodgulus, E100(#{#}#)^^#^^#100
* Pentacthulhum-tetrated godsgodgulus, E100(#{#}#)^^#^^^#100
* Hexacthulhum-tetrated godsgodgulus, E100(#{#}#)^^#^^^^#100
* Heptacthulhum-tetrated godsgodgulus, E100(#{#}#)^^#{5}#100
* Dupentated godsgodgulus, E100(#{#}#)^^(#{#}#)100
* Tripentated godsgodgulus, E100(#{#}#)^^(#{#}#)^^(#{#}#)100
* Quadrapentated godsgodgulus, E100(#{#}#)^^^#4
* Horrible godsgodgulus, E100(#{#}#)^^^#100
* Horrendous godsgodgulus, E100(#{#}#)^^^^#100
* Heptorrendous godsgodgulus, E100(#{#}#){5}#100
* Ogdorrendous godsgodgulus, E100(#{#}#){6}#100
* Ennorrendous godsgodgulus, E100(#{#}#){7}#100
* Dekorrendous godsgodgulus, E100(#{#}#){8}#100
* Godsgodeugulus, E100(#{#}#){#}#100
* Godsgodeugulusfact, E100((#{#}#){#}#)^#100
* Terrible godsgodeugulus, E100((#{#}#){#}#)^^#100
* Horrible godsgodeugulus, E100((#{#}#){#}#)^^^#100
* Horrendous godsgodeugulus, E100((#{#}#){#}#)^^^^#100
* Godsgotrigulus, E100((#{#}#){#}#){#}#100
* Godsgodguliterator / godsgodgulus ba'al, E100#{#}#>#100
* Grand godsgodguliterator / great and blasphemous godsgodgulus, E100#{#}#>#100#2
* Godsgodgulitertri, E100#{#}#>#100#{#}#>#100
* Godsgodgulitera-by-hyperion, E100#{#}#>#*#100
* Deutero-godsgodguliterator, E100#{#}#>#*#{#}#>#100
* Godsgodguliterfact, E100(#{#}#>#)^#100
* Terrible godsgodguliterator, E100(#{#}#>#)^^#100
* Horrible godsgodguliterator, E100(#{#}#>#)^^^#100
* Horrendous godsgodguliterator, E100(#{#}#>#)^^^^#100
* Godsgodgudous godsgodguliterator, E100(#{#}#>#){#}#100
* Godsgodgucubiterator, E100#{#}#>###100
* Tethrathoth-tetrated godsgodgulus, E100#{#}#>#^^#100
* Pentacthulhum-tetrated godsgodgulus, E100#{#}#>#^^^#100
* Hexacthulhum-tetrated godsgodgulus, E100#{#}#>#^^^^#100
* Dustaculated godsgodgulus, E100#{#}#>#{#}#100
* Tristaculated godsgodgulus, E100#{#}#>#{#}#>#{#}#100
* Tetrastaculated godsgodgulus, E100#{#}#>#{#}#>#{#}#>#{#}#100
* Pentastaculated godsgodgulus, E100#{#}##5
* Hexastaculated godsgodgulus, E100#{#}##6
* Heptastaculated godsgodgulus, E100#{#}##7
* Ogdastaculated godsgodgulus, E100#{#}##8
* Ennastaculated godsgodgulus, E100#{#}##9
* Dekastaculated godsgodgulus, E100#{#}##10
* Godsgodgulcross, E100#{#}##100
* Grand godsgodgulcross, E100#{#}##100#2
* Godsgodgulcross-by-deuteron, E100#{#}##100#{#}##100
* Godsgodgulcross-by-hyperion, E100#{#}##*#100
* Godsgodgulcrossafact, E100(#{#}##)^#100
* Terrible godsgodgulcross, E100(#{#}##)^^#100
* Horrible godsgodgulcross, E100(#{#}##)^^^#100
* Horrendous godsgodgulcross, E100(#{#}##)^^^^#100
* Godsgodgulcro-godsgodgulus, E100(#{#}##){#}#100
* Godsgodguldeucross, E100(#{#}##){#}##100
* Godsgodgultricross, E100#{#}##>#3
* Godsgodgultercross, E100#{#}##>#100
* Godsgodgugridtercross, E100#{#}##>##100
* Dustaculated godsgodgulcross, E100#{#}##>#{#}##100
* Tristaculated godsgodgulcross, E100#{#}###3
* Tetrastaculated godsgodgulcross, E100#{#}###4
* Godsgodgulcubor, E100#{#}###100
* Godsgodgulteron, E100#{#}####100
* Godsgodgultope, E100#{#}#^#100
* Godsgodarxitri, E100#{#}#{#}#100
* Godsgodarxitet, E100#{#}#{#}#{#}#100
* Godsgodgulhenus, E100#{#+1}#100
* Godsgodguliterhenus, E100#{#+1}#>#100
* Godsgodgulhencross, E100#{#+1}##100
* Godsgodgulhencubor, E100#{#+1}###100
* Godsgodgulhentope, E100#{#+1}#^#100
* Godsgodeus, E100#{#+#}#100
* Godsgotreus, E100#{#+#+#}#100
* Godsgoquadeus, E100#{#+#+#+#}#100
* Godsgridoogol, {100,100[1[3\2¬2]2]2}
* Godskubioogol, {100,100[1[4\2¬2]2]2}
* Godsquartioogol, {100,100[1[5\2¬2]2]2}
* Centuroogol, {100,100[1[1,2\2¬2]2]2}
* The centurion, E100#{#^#}#100
* Super centurion, E100#{#^^#}#100
* Pentacthulhu-centurion, E100#{#^^^#}#100
* Hexacthulhu-centurion, E100#{#^^^^#}#100
* Ohmygosh-ohmygosh-ohmygooosh / godsgodgul-centurion, E100#{#{#}#}#100
* Bexommthet, <math>f_{\theta(\Omega^2,0)}(10)</math>
* Blasphemorbackulus, {10,10[1[1\3¬2]2]2}
* Blasphemorgulus, E100{#,#,1,2}100
* ''Gonguldeus'', {10,100,1,2} & 10
* Blasphemorgoogol, {100,100[1[1\3¬2]2]2}

=== Part 6.17: <math>f_{\varphi(1,0,0,0)}^2(10)</math> ~ <math>f_{\varphi(1,0,0,0,0)}^2(10)</math> ===

* Grand blasphemorgulus, E100{#,#,1,2}100#2
* Grand grand blasphemorgulus, E100{#,#,1,2}100#3
* Grangol-carta-blasphemorgulus, E100{#,#,1,2}100#100
* Greagol-carta-blasphemorgulus, E100{#,#,1,2}100#100#100
* Blasphemorgulus-by-deuteron, E100{#,#,1,2}100{#,#,1,2}100
* Blasphemorgulus-by-hyperion, E100{#,#,1,2}*#100
* Deutero-blasphemorgulus, E100{#,#,1,2}*{#,#,1,2}100
* Blasphemorgulfact, E100({#,#,1,2})^#100
* Terrible blasphemorgulus, E100({#,#,1,2})^^#100
* Horrible blasphemorgulus, E100({#,#,1,2})^^^#100
* Horrendous blasphemorgulus, E100({#,#,1,2})^^^^#100
* Blasphemormygosh-blasphemormygosh, E100({#,#,1,2}){{#,#,1,2}}({#,#,1,2})100
* <nowiki>Tweilasphemorgue, E100{{#,#,1,2},100,1,2}100</nowiki>
* Frielasphemorgue, E100{#,#+1,1,2}3
* Fiorilasphemorgue, E100{#,#+1,1,2}4
* Finnasphemorgue, E100{#,#+1,1,2}5
* Sexasphemorgue, E100{#,#+1,1,2}6
* Sjournalasphemorgue, E100{#,#+1,1,2}7
* Attalasphemorgue, E100{#,#+1,1,2}8
* Neiulasphemorgue, E100{#,#+1,1,2}9
* Tenasphemorgue, E100{#,#+1,1,2}10
* <nowiki>Blasphemorguliterator, E100#{{1}}#>#100</nowiki>
* Hundrelasphemorgue, E100{#,#+1,1,2}100
* Enormaxul, 200![200(2)200]
* Thouselasphemorgue, E100{#,#+1,1,2}1,000
* Milliasphemorgue, E100{#,#+1,1,2}1,000,000
* Kiloenormaxul, (200![200(2)200])![200(2)200]
* Megaenormaxul, ((200![200(2)200])![200(2)200])![200(2)200]
* Gigaenormaxul, (((200![200(2)200])![200(2)200])![200(2)200])![200(2)200]
* Teraenormaxul, 200(![200(2)200])<sup>5</sup>
* Petaenormaxul, 200(![200(2)200])<sup>6</sup>
* Exaenormaxul, 200(![200(2)200])<sup>7</sup>
* Grand Enormaxul, 200(![200(2)200])<sup>200![200(2)200]+1</sup>
* Grand Kiloenormaxul, 200(![200(2)200])<sup>(200![200(2)200])![200(2)200]+1</sup>
* Grand Megaenormaxul, 200(![200(2)200])<sup>((200![200(2)200])![200(2)200])![200(2)200]+1</sup>
* Grand Gigaenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>4</sup>+1</sup>
* Grand Teraenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>5</sup>+1</sup>
* Grand Petaenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>6</sup>+1</sup>
* Grand Exaenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>7</sup>+1</sup>
* Bigrand Enormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>200![200(2)200]+1</sup>+1</sup>
* Bigrand Kiloenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>(200![200(2)200])![200(2)200]+1</sup>+1</sup>
* Bigrand Megaenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>((200![200(2)200])![200(2)200])![200(2)200]+1</sup>+1</sup>
* Trigrand Enormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>200![200(2)200]+1</sup>+1</sup>+1</sup>
* Trigrand Kiloenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>2</sup>+1</sup>+1</sup>+1</sup>
* Trigrand Megaenormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>3</sup>+1</sup>+1</sup>+1</sup>
* Quadgrand Enormaxul, 200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>200(![200(2)200])<sup>200![200(2)200]+1</sup>+1</sup>+1</sup>+1</sup>
* Quintgrand Enormaxul
* Superior Enormaxul, 200![200(2)200,200]
* Superior Kiloenormaxul, (200![200(2)200,200])![200(2)200,200]
* Superior Megaenormaxul, ((200![200(2)200,200])![200(2)200,200])![200(2)200,200]
* Superior Gigaenormaxul, (((200![200(2)200,200])![200(2)200,200])![200(2)200,200])![200(2)200,200]
* Superior Grand Enormaxul, 200(![200(2)200,200])<sup>200![200(2)200,200]+1</sup>
* Superior Grand Kiloenormaxul, 200(![200(2)200,200])<sup>(200![200(2)200,200])![200(2)200,200]+1</sup>
* Superior Grand Megaenormaxul, 200(![200(2)200,200])<sup>((200![200(2)200,200])![200(2)200,200])![200(2)200,200]+1</sup>
* Superior Grand Gigaenormaxul, 200(![200(2)200,200])<sup>(((200![200(2)200,200])![200(2)200,200])![200(2)200,200])![200(2)200,200]+1</sup>
* Superior Bigrand Enormaxul, 200(![200(2)200,200])<sup>200(![200(2)200,200])<sup>200![200(2)200,200]+1</sup>+1</sup>
* Superior Trigrand Enormaxul, 200(![200(2)200,200])<sup>200(![200(2)200,200])<sup>200(![200(2)200,200])<sup>200![200(2)200,200]+1</sup>+1</sup>+1</sup>
* Bisuperior Enormaxul, 200![200(2)200,200,200]
* Bisuperior Kiloenormaxul, (200![200(2)200,200,200])![200(2)200,200,200]
* Bisuperior Megaenormaxul, ((200![200(2)200,200,200])![200(2)200,200,200])![200(2)200,200,200]
* Bisuperior Gigaenormaxul, (((200![200(2)200,200,200])![200(2)200,200,200])![200(2)200,200,200])![200(2)200,200,200]
* Bisuperior Grand Enormaxul, 200(![200(2)200,200,200])<sup>200![200(2)200,200,200]+1</sup>
* Bisuperior Grand Kiloenormaxul, 200(![200(2)200,200,200])<sup>(200![200(2)200,200,200])![200(2)200,200,200]+1</sup>
* Bisuperior Grand Megaenormaxul, 200(![200(2)200,200,200])<sup>200(![200(2)200,200,200])<sup>3</sup>+1</sup>
* Bisuperior Grand Gigaenormaxul, 200(![200(2)200,200,200])<sup>200(![200(2)200,200,200])<sup>4</sup>+1</sup>
* Bisuperior Bigrand Enormaxul, 200(![200(2)200,200,200])<sup>200(![200(2)200,200,200])<sup>200![200(2)200,200,200]+1</sup>+1</sup>
* Bisuperior Trigrand Enormaxul
* ''Ludicriss'', E100&(1)100
* ''Grand ludicriss'', E100&(1)100#2
* ''Blasphemorgulcross'', <nowiki>E100#{{1}}##100</nowiki>
* ''Agoraphobia'', E100&(&(&(...(&(&({#,#,1,2})))...))) with 100 &'s ~ E100#*^#100
* ''Gongultreus'', {10,100,1,3} & 10
* ''Grand agoraphobia'', E100&(&(...&({#,#,1,2})... ))100 w/agoraphobia &'s
* ''Blasphemorgulcubor'', <nowiki>E100#{{1}}###100</nowiki>
* ''Astralthrathoth'', E100#*^^#100
* ''Blasphemorgultope'', <nowiki>E100#{{1}}#^#100</nowiki>
* ''Blasphemorgularxitri'', <nowiki>E100#{{1}}#{{1}}#100</nowiki>
* ''Blasphemordeugulus'', <nowiki>E100#{{2}}#100</nowiki>
* ''Mulporatrix'', {10,100,2,2} & 10
* ''Tethrathoth-carta-blasphemordeugulus, <nowiki>E100#{{2}}#100#^^#100</nowiki>''
* ''Pentacthulhum-carta-blasphemordeugulus, <nowiki>E100#{{2}}#100#^^^#100</nowiki>''
* ''Hexacthulhum-carta-blasphemordeugulus, <nowiki>E100#{{2}}#100#^^^^#100</nowiki>''
* ''Godsgodgulus-carta-blasphemordeugulus, <nowiki>E100#{{2}}#100#{#}#100</nowiki>''
* ''Blasphemorgulus-carta-blasphemordeugulus, <nowiki>E100#{{2}}#100#{{1}}#100</nowiki>''
* ''Blasphemordeugulus-by-deuteron, <nowiki>E100#{{2}}#100#{{2}}#100</nowiki>''
* ''Blasphemordeugulus-by-triton, <nowiki>E100#{{2}}#100#{{2}}#100#{{2}}#100</nowiki>''
* ''Blasphemordeugulus-by-teterton, <nowiki>E100#{{2}}#100#{{2}}#100#{{2}}#100#{{2}}#100</nowiki>''
* ''Blasphemordeugulus-by-hyperion, <nowiki>E100#{{2}}#*#100</nowiki>''
* ''Blasphemortrigulus'', <nowiki>E100#{{3}}#100</nowiki>
* ''Humingulus'', {10,10,100,2} & 10
* ''Deusus-godsgodgogle'', <nowiki>E100#{{#}}#100</nowiki>
* ''Gongultreus'', {10,100,1,3} & 10
* ''Trilasphemorgulus'' / Blasphemorguldeus, <nowiki>E100#{{{1}}}#100</nowiki>
* Enormabixul, 200![200(2)200(2)200]
* Kiloenormabixul, (200![200(2)200(2)200])![200(2)200(2)200]
* Megaenormabixul, ((200![200(2)200(2)200])![200(2)200(2)200])![200(2)200(2)200]
* Gigaenormabixul, (((200![200(2)200(2)200])![200(2)200(2)200])![200(2)200(2)200])![200(2)200(2)200]
* Grand Enormabixul, 200(![200(2)200(2)200])<sup>200![200(2)200(2)200]+1</sup>
* Grand Kiloenormabixul, 200(![200(2)200(2)200])<sup>(200![200(2)200(2)200])![200(2)200(2)200]+1</sup>
* Grand Megaenormabixul, 200(![200(2)200(2)200])<sup>((200![200(2)200(2)200])![200(2)200(2)200])![200(2)200(2)200]+1</sup>
* Grand Gigaenormabixul, 200(![200(2)200(2)200])<sup>200(![200(2)200(2)200])<sup>4</sup>+1</sup>
* Bigrand Enormabixul, 200(![200(2)200(2)200])<sup>200(![200(2)200(2)200])<sup>200![200(2)200(2)200]+1</sup>+1</sup>
* Trigrand Enormabixul
* Superior Enormabixul, 200![200(2)200(2)200,200]
* Superior Kiloenormabixul, (200![200(2)200(2)200,200])![200(2)200(2)200,200]
* Superior Megaenormabixul, ((200![200(2)200(2)200,200])![200(2)200(2)200,200])![200(2)200(2)200,200]
* Superior Grand Enormabixul, 200(![200(2)200(2)200,200])<sup>200![200(2)200(2)200,200]+1</sup>
* Superior Grand Kiloenormabixul, 200(![200(2)200(2)200,200])<sup>(200![200(2)200(2)200,200])![200(2)200(2)200,200]+1</sup>
* Superior Grand Megaenormabixul, 200(![200(2)200(2)200,200])<sup>200(![200(2)200(2)200,200])<sup>3</sup>+1</sup>
* Superior Bigrand Enormabixul, 200(![200(2)200(2)200,200])<sup>200(![200(2)200(2)200,200])<sup>200![200(2)200(2)200,200]+1</sup>+1</sup>
* Bisuperior Enormabixul, 200![200(2)200(2)200,200,200]
* Bisuperior Kiloenormabixul, (200![200(2)200(2)200,200,200])![200(2)200(2)200,200,200]
* Bisuperior Megaenormabixul, ((200![200(2)200(2)200,200,200])![200(2)200(2)200,200,200])![200(2)200(2)200,200,200]
* Bisuperior Grand Enormabixul, 200(![200(2)200(2)200,200,200])<sup>200![200(2)200(2)200,200,200]+1</sup>
* Bisuperior Grand Kiloenormabixul, 200(![200(2)200(2)200,200,200])<sup>(200![200(2)200(2)200,200,200])![200(2)200(2)200,200,200]+1</sup>
* Bisuperior Grand Megaenormabixul, 200(![200(2)200(2)200,200,200])<sup>200(![200(2)200(2)200,200,200])<sup>3</sup>+1</sup>
* Bisuperior Bigrand Enormabixul
* ''Blasphemordeuguldeus'', <nowiki>E100#{{{2}}}#100</nowiki>
* ''Treusus-godsgodgogle'', <nowiki>E100#{{{#}}}#100</nowiki>
* ''Humangulus'', {10,10,100,3} & 10
* ''Blasphemorgultruce'', <nowiki>E100#{{{{1}}}}#100</nowiki>
* ''Gongulquadeus'', {10,100,1,4} & 10
* Enormatrixul, 200![200(2)200(2)200(2)200]
* Kiloenormatrixul, (200![200(2)200(2)200(2)200])![200(2)200(2)200(2)200]
* Megaenormatrixul, ((200![200(2)200(2)200(2)200])![200(2)200(2)200(2)200])![200(2)200(2)200(2)200]
* Gigaenormatrixul, 200(![200(2)200(2)200(2)200])<sup>4</sup>
* Grand Enormatrixul, 200(![200(2)200(2)200(2)200])<sup>200![200(2)200(2)200(2)200]+1</sup>
* Grand Kiloenormatrixul, 200(![200(2)200(2)200(2)200])<sup>(200![200(2)200(2)200(2)200])![200(2)200(2)200(2)200]+1</sup>
* Grand Megaenormatrixul, 200(![200(2)200(2)200(2)200])<sup>200(![200(2)200(2)200(2)200])<sup>3</sup>+1</sup>
* Grand Gigaenormatrixul, 200(![200(2)200(2)200(2)200])<sup>200(![200(2)200(2)200(2)200])<sup>4</sup>+1</sup>
* Bigrand Enormatrixul, 200(![200(2)200(2)200(2)200])<sup>200(![200(2)200(2)200(2)200])<sup>200![200(2)200(2)200(2)200]+1</sup>+1</sup>
* Trigrand Enormatrixul
* Superior Enormatrixul, 200![200(2)200(2)200(2)200,200]
* Superior Kiloenormatrixul, (200![200(2)200(2)200(2)200,200])![200(2)200(2)200(2)200,200]
* Superior Megaenormatrixul, ((200![200(2)200(2)200(2)200,200])![200(2)200(2)200(2)200,200])![200(2)200(2)200(2)200,200]
* Superior Grand Enormatrixul, 200(![200(2)200(2)200(2)200,200])<sup>200![200(2)200(2)200(2)200,200]+1</sup>
* Superior Grand Kiloenormatrixul, 200(![200(2)200(2)200(2)200,200])<sup>200(![200(2)200(2)200(2)200,200])<sup>2</sup>+1</sup>
* Superior Grand Megaenormatrixul, 200(![200(2)200(2)200(2)200,200])<sup>200(![200(2)200(2)200(2)200,200])<sup>3</sup>+1</sup>
* Superior Bigrand Enormatrixul
* Bisuperior Enormatrixul, 200![200(2)200(2)200(2)200,200,200]
* Bisuperior Kiloenormatrixul, (200![200(2)200(2)200(2)200,200,200])![200(2)200(2)200(2)200,200,200]
* Bisuperior Megaenormatrixul, ((200![200(2)200(2)200(2)200,200,200])![200(2)200(2)200(2)200,200,200])![200(2)200(2)200(2)200,200,200]
* Bisuperior Grand Enormatrixul, 200(![200(2)200(2)200(2)200,200,200])<sup>200![200(2)200(2)200(2)200,200,200]+1</sup>
* Bisuperior Grand Kiloenormatrixul, 200(![200(2)200(2)200(2)200,200,200])<sup>200(![200(2)200(2)200(2)200,200,200])<sup>2</sup>+1</sup>
* Bisuperior Grand Megaenormatrixul, 200(![200(2)200(2)200(2)200,200,200])<sup>200(![200(2)200(2)200(2)200,200,200])<sup>3</sup>+1</sup>
* Bisuperior Bigrand Enormatrixul
* ''Quadeusus-godsgodgogle'', <nowiki>E100#{{{{#}}}}#100</nowiki>
* ''Humeengulus'', {10,10,100,4} & 10
* ''Blasphemorgulquad'', <nowiki>E100#{{{{{1}}}}}#100</nowiki>
* ''Gongulquideus'', {10,100,1,5} & 10
* Enormaquaxul, 200![200(2)200(2)200(2)200(2)200]
* Kiloenormaquaxul, (200![200(2)200(2)200(2)200(2)200])![200(2)200(2)200(2)200(2)200]
* Megaenormaquaxul, ((200![200(2)200(2)200(2)200(2)200])![200(2)200(2)200(2)200(2)200])![200(2)200(2)200(2)200(2)200]
* Gigaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])<sup>4</sup>
* Grand Enormaquaxul, 200(![200(2)200(2)200(2)200(2)200])<sup>200![200(2)200(2)200(2)200(2)200]+1</sup>
* Grand Kiloenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])<sup>200(![200(2)200(2)200(2)200(2)200])<sup>2</sup>+1</sup>
* Grand Megaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])<sup>200(![200(2)200(2)200(2)200(2)200])<sup>3</sup>+1</sup>
* Grand Gigaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])<sup>200(![200(2)200(2)200(2)200(2)200])<sup>4</sup>+1</sup>
* Bigrand Enormaquaxul
* Trigrand Enormaquaxul
* Superior Enormaquaxul, 200![200(2)200(2)200(2)200(2)200,200]
* Superior Kiloenormaquaxul, (200![200(2)200(2)200(2)200(2)200,200])![200(2)200(2)200(2)200(2)200,200]
* Superior Megaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])<sup>3</sup>
* Superior Grand Enormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])<sup>200![200(2)200(2)200(2)200(2)200,200]+1</sup>
* Superior Grand Kiloenormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])<sup>200(![200(2)200(2)200(2)200(2)200,200])<sup>2</sup>+1</sup>
* Superior Grand Megaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])<sup>200(![200(2)200(2)200(2)200(2)200,200])<sup>3</sup>+1</sup>
* Superior Bigrand Enormaquaxul
* Bisuperior Enormaquaxul, 200![200(2)200(2)200(2)200(2)200,200,200]
* Bisuperior Kiloenormaquaxul, (200![200(2)200(2)200(2)200(2)200,200,200])![200(2)200(2)200(2)200(2)200,200,200]
* Bisuperior Megaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200,200])<sup>3</sup>
* Bisuperior Grand Enormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200,200])<sup>200![200(2)200(2)200(2)200(2)200,200,200]+1</sup>
* Bisuperior Grand Kiloenormaquaxul
* Bisuperior Grand Megaenormaquaxul
* Bisuperior Bigrand Enormaquaxul
* ''Humowngulus'', {10,10,100,5} & 10
* ''Gongulsideus'', {10,100,1,6} & 10
* ''Humungulus'', {10,10,100,6} & 10
* Super Even More Godder Tritri, 3 [3 {3 <3 / 3> 3} 3] 3
* ''Generatrix'', {10,10,10,10} & 10
* ''Gorgonghoulgog'', E100*(#)100
* ''General gogulus'', E100{#,#,#,#}100
* ''Grand gorgonghoulgog'', E100*(#)100#2
* ''The gathering''
* ''Blasphemorgulus regiment|Howling gorgonghoulgog'', E100*(*(#))100
* ''Blasphemorgulus regiment|Howling howling gorgonghoulgog'', E100*(*(*(#)))100
* Trexommthet, <math>f_{\theta(\Omega^3,0)}(10)</math>
* Blasphemormegabackulus / mega blasphemorbackulus, {10,10[1[1\4¬2]2]2}
* ''Transmorgrifihgh'', E100*(*(...*(*(#))...))100 w/100 *'s ~ E100#/^#100
* Mega blasphemorgoogol, {100,100[1[1\4¬2]2]2}

=== Part 6.18: <math>f_{\varphi(1,0,0,0,0)}^2(10)</math> ~ <math>f_{\psi_0(\Omega^{\Omega^\omega})}^2(10)</math> ===
* ''Incridulus'', {10,10,10,100,2} & 10
* ''Incradulus'', {10,10,10,100,3} & 10
* ''Increedulus'', {10,10,10,100,4} & 10
* ''Incrowdulus'', {10,10,10,100,5} & 10
* ''Incrundulus'', {10,10,10,100,6} & 10
* ''Pendecatrix'', {10,10,10,10,10} & 10 = 5 & 10 & 10
* ''Tercredulus'', {10,10,10,10,100} & 10
* Quadrexommthet, <math>f_{\theta(\Omega^4,0)}(10)</math>
* ''Tercridulus'', {10,10,10,10,100,2} & 10
* ''Tercradulus'', {10,10,10,10,100,3} & 10
* ''Tercreedulus'', {10,10,10,10,100,4} & 10
* ''Tercrowdulus'', {10,10,10,10,100,5} & 10
* ''Hexdecatrix'', {10,10,10,10,10,10} & 10 = 6 & 10 & 10
* ''Pencredulus'', {10,10,10,10,10,100} & 10
* Quintexommthet, <math>f_{\theta(\Omega^5,0)}(10)</math>
* ''Pencridulus'', {10,10,10,10,10,100,2} & 10
* ''Pencradulus'', {10,10,10,10,10,100,3} & 10
* ''Pencreedulus'', {10,10,10,10,10,100,4} & 10
* ''Excredulus'', {10,10,10,10,10,10,100} & 10
* Sextexommthet, <math>f_{\theta(\Omega^6,0)}(10)</math>
* ''Excridulus'', {10,10,10,10,10,10,100,2} & 10
* ''Excradulus'', {10,10,10,10,10,10,100,3} & 10
* ''Excreedulus'', {10,10,10,10,10,10,100,4} & 10
* ''Epcredulus'', {10,10,10,10,10,10,10,100} & 10
* Septexommthet, <math>f_{\theta(\Omega^7,0)}(10)</math>
* ''Ogcredulus'', {10,10,10,10,10,10,10,10,100} & 10
* ''Lineatrix'', 10 & 10 & 10
* Octexommthet, <math>f_{\theta(\Omega^8,0)}(10)</math>
* ''Encredulus'', {10,10,10,10,10,10,10,10,10,100} & 10
* Demagoogol, {100,100[1[1\9¬2]2]2}
* ''Demagogue'', E100{#,10(1)2}100
* Nonexommthet, <math>f_{\theta(\Omega^9,0)}(10)</math>
* ''Decredulus'', {10,10,10,10,10,10,10,10,10,10,100} & 10
* Dekexommthet, <math>f_{\theta(\Omega^{10},0)}(10)</math>
* Small veblasphemorbackulus, {10,10[1[1\1,2¬2]2]2}
* Ominongoogol, {100,100[1[1\1,2¬2]2]2}
* ''Goobawamba'', <math>\{10,100 (1) 2\}\ \&\ 10</math>
* Small veblasphemorgoogol, {100,100[1[1\1,2¬2]2]2}
* Hektexommthet, <math>f_{\theta(\Omega^{100},0)}(10)</math>
* ''Ominongulus'', E100{#,100(1)2}100
* Destruxul, 200![200(200)200]
* Kilodestruxul, (200![200(200)200])![200(200)200]
* Megadestruxul, ((200![200(200)200])![200(200)200])![200(200)200]
* Gigadestruxul, (((200![200(200)200])![200(200)200])![200(200)200])![200(200)200]
* Teradestruxul, 200(![200(200)200])<sup>5</sup>
* Petadestruxul, 200(![200(200)200])<sup>6</sup>
* Exadestruxul, 200(![200(200)200])<sup>7</sup>
* Grand Destruxul, 200(![200(200)200])<sup>200![200(200)200]+1</sup>
* Grand Kilodestruxul, 200(![200(200)200])<sup>(200![200(200)200])![200(200)200]+1</sup>
* Grand Megadestruxul, 200(![200(200)200])<sup>((200![200(200)200])![200(200)200])![200(200)200]+1</sup>
* Grand Gigadestruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>4</sup>+1</sup>
* Grand Teradestruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>5</sup>+1</sup>
* Grand Petadestruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>6</sup>+1</sup>
* Grand Exadestruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>7</sup>+1</sup>
* Bigrand Destruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>200![200(200)200]+1</sup>+1</sup>
* Bigrand Kilodestruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>(200![200(200)200])![200(200)200]+1</sup>+1</sup>
* Bigrand Megadestruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>((200![200(200)200])![200(200)200])![200(200)200]+1</sup>+1</sup>
* Trigrand Destruxul, 200(![200(200)200])<sup>200(![200(200)200])<sup>200(![200(200)200])<sup>200![200(200)200]+1</sup>+1</sup>+1</sup>
* Trigrand Kilodestruxul
* Quadgrand Destruxul
* Quintgrand Destruxul
* Great Destruxul, 200![200(200)200(200)200]
* Great Kilodestruxul, (200![200(200)200(200)200])![200(200)200(200)200]
* Great Megadestruxul, ((200![200(200)200(200)200])![200(200)200(200)200])![200(200)200(200)200]
* Great Gigadestruxul, (((200![200(200)200(200)200])![200(200)200(200)200])![200(200)200(200)200])![200(200)200(200)200]
* Great Grand Destruxul, 200(![200(200)200(200)200])<sup>200![200(200)200(200)200]+1</sup>
* Great Grand Kilodestruxul, 200(![200(200)200(200)200])<sup>(200![200(200)200(200)200])![200(200)200(200)200]+1</sup>
* Great Grand Megadestruxul, 200(![200(200)200(200)200])<sup>200(![200(200)200(200)200])<sup>3</sup>+1</sup>
* Great Grand Gigadestruxul, 200(![200(200)200(200)200])<sup>200(![200(200)200(200)200])<sup>4</sup>+1</sup>
* Great Bigrand Destruxul, 200(![200(200)200(200)200])<sup>200(![200(200)200(200)200])<sup>200![200(200)200(200)200]+1</sup>+1</sup>
* Great Trigrand Destruxul
* Bigreat Destruxul, 200![200(200)200(200)200(200)200]
* Bigreat Kilodestruxul, (200![200(200)200(200)200(200)200])![200(200)200(200)200(200)200]
* Bigreat Megadestruxul, ((200![200(200)200(200)200(200)200])![200(200)200(200)200(200)200])![200(200)200(200)200(200)200]
* Bigreat Gigadestruxul, (((200![200(200)200(200)200(200)200])![200(200)200(200)200(200)200])![200(200)200(200)200(200)200])![200(200)200(200)200(200)200]
* Bigreat Grand Destruxul, 200(![200(200)200(200)200(200)200])<sup>200![200(200)200(200)200(200)200]+1</sup>
* Bigreat Grand Kilodestruxul, 200(![200(200)200(200)200(200)200])<sup>200(![200(200)200(200)200(200)200])<sup>2</sup>+1</sup>
* Bigreat Grand Megadestruxul, 200(![200(200)200(200)200(200)200])<sup>200(![200(200)200(200)200(200)200])<sup>3</sup>+1</sup>
* Bigreat Grand Gigadestruxul, 200(![200(200)200(200)200(200)200])<sup>200(![200(200)200(200)200(200)200])<sup>4</sup>+1</sup>
* Bigreat Bigrand Destruxul
* Bigreat Trigrand Destruxul
* Võro, <math>f_{\psi_0(\Omega^{\Omega^\omega})}(420)</math> in the fast-growing hierarchy (using the extended Buchholz's function, ψ0(Ω^Ω^ω) denotes the small Veblen ordinal)
* Kilexommthet, <math>f_{\theta(\Omega^{1000},0)}(10)</math>
* Megexommthet, <math>f_{\theta(\Omega^{10^6},0)}(10)</math>
* ''Pseudomonarchia daemonum'', E100#{#,#(1)2}44,435,622
* Gigexommthet, <math>f_{\theta(\Omega^{10^9},0)}(10)</math>
* Terexommthet, <math>f_{\theta(\Omega^{10^{12}},0)}(10)</math>
* Petexommthet, <math>f_{\theta(\Omega^{10^{15}},0)}(10)</math>
* Exexommthet, <math>f_{\theta(\Omega^{10^{18}},0)}(10)</math>
* Zettexommthet, <math>f_{\theta(\Omega^{10^{21}},0)}(10)</math>
* Yottexommthet, <math>f_{\theta(\Omega^{10^{24}},0)}(10)</math>
* ''Dorsatrix'', <math>\{10,(10^{100}) (1) 2\}\ \&\ 10</math>
* ''Lineatrixplex'', {10,lineatrix(1)2} & 10

=== Part 6.19: <math>f_{\psi_0(\Omega^{\Omega^\omega})}^2(10)</math> ~ <math>f_{\psi_0(\Omega^{\Omega^\Omega})}^2(10)</math> ===
* ''Grand ominongulus'', E100{#,#(1)2}100#2
* ''Grangol-carta-ominongulus'', E100{#,#(1)2}100#100
* Bird's number, <math>\approx f_{\vartheta(\Omega^{\omega})+2}(f_{\vartheta(\Omega^{\omega})+1}(f_{\vartheta(\Omega^{\omega})}(f_{\vartheta(\Omega^{\omega})}(7))))</math>
* ''Godgahlah-carta-ominongulus'', E100{#,#(1)2}100#^#100
* ''Godsgodgulus-carta-ominongulus'', E100{#,#(1)2}100#{#}#100
* ''Ominongulus-by-deuteron'', E100{#,#(1)2}100{#,#(1)2}100
* ''Ominongulus-by-triton'', E100{#,#(1)2}100{#,#(1)2}100{#,#(1)2}100
* '''TREE sequence|TREE[3]''' (lower bound)
* Treegol (BlankEntity) (TREE[10<sup>100</sup>])
* Factoree, (TREE[200!] =  TREE(7.88657867365 × 10<sup>374</sup>])
* Apple Tree (TREE[Apple])
* Fresh Xeno-Nobel-Multidimensional Stardust Onion from the future (TREE[g<sub>onion</sub>])
* Egg Salad (TREE[g<sub>{Egg,Egg(Egg,Egg)Egg,Egg}!<sup>10<sup>10<sup>100</sup></sup></sup></sub>])
* Multiversoogol, {100,100[1[2\1,2¬2]2]2}
* Metaversoogol, {100,100[1[1\1,1,2¬2]1[1[3\2¬2]1[3\2¬2]1[3\2¬2]1[3\2¬2]2]2]2}
* ''Bixtendol'', s(3,3{1``2}2)
* Destrubixul, 200![200([200(200)200])200]
* Kilodestrubixul, (200![200([200(200)200])200])![200([200(200)200])200]
* Megadestrubixul, 200(![200([200(200)200])200])<sup>3</sup>
* Gigadestrubixul, 200(![200([200(200)200])200])<sup>4</sup>
* Grand Destrubixul, 200(![200([200(200)200])200])<sup>200![200([200(200)200])200]+1</sup>
* Grand Kilodestrubixul, 200(![200([200(200)200])200])<sup>(200![200([200(200)200])200])![200([200(200)200])200]+1</sup>
* Grand Megadestrubixul, 200(![200([200(200)200])200])<sup>200(![200([200(200)200])200])<sup>3</sup>+1</sup>
* Grand Gigadestrubixul, 200(![200([200(200)200])200])<sup>200(![200([200(200)200])200])<sup>4</sup>+1</sup>
* Bigrand Destrubixul, 200(![200([200(200)200])200])<sup>200(![200([200(200)200])200])<sup>200![200([200(200)200])200]+1</sup>+1</sup>
* Trigrand Destrubixul
* Great Destrubixul, 200![200([200(200)200(200)200])200(200)200]
* Great Kilodestrubixul, 200(![200([200(200)200(200)200])200(200)200])<sup>2</sup>
* Great Megadestrubixul, 200(![200([200(200)200(200)200])200(200)200])<sup>3</sup>
* Great Grand Destrubixul
* Great Grand Kilodestrubixul
* Great Grand Megadestrubixul
* Great Bigrand Destrubixul
* Bigreat Destrubixul, 200![200([200(200)200(200)200(200)200])200(200)200(200)200]
* Bigreat Kilodestrubixul, 200(![200([200(200)200(200)200(200)200])200(200)200(200)200])<sup>2</sup>
* Bigreat Megadestrubixul, 200(![200([200(200)200(200)200(200)200])200(200)200(200)200])<sup>3</sup>
* Bigreat Grand Destrubixul
* Bigreat Grand Kilodestrubixul
* Bigreat Grand Megadestrubixul
* Bigreat Bigrand Destrubixul
* Destrutrixul, 200![200([200([200(200)200])200])200]
* Kilodestrutrixul, 200(![200([200([200(200)200])200])200])<sup>2</sup>
* Megadestrutrixul, 200(![200([200([200(200)200])200])200])<sup>3</sup>
* Gigadestrutrixul, 200(![200([200([200(200)200])200])200])<sup>4</sup>
* Grand Destrutrixul, 200(![200([200([200(200)200])200])200])<sup>200![200([200([200(200)200])200])200]+1</sup>
* Grand Kilodestrutrixul, 200(![200([200([200(200)200])200])200])<sup>200(![200([200([200(200)200])200])200])<sup>2</sup>+1</sup>
* Grand Megadestrutrixul, 200(![200([200([200(200)200])200])200])<sup>200(![200([200([200(200)200])200])200])<sup>3</sup>+1</sup>
* Grand Gigadestrutrixul, 200(![200([200([200(200)200])200])200])<sup>200(![200([200([200(200)200])200])200])<sup>4</sup>+1</sup>
* Bigrand Destrutrixul
* Trigrand Destrutrixul
* Great Destrutrixul, 200![200([200([200(200)200(200)200])200(200)200])200(200)200]
* Great Kilodestrutrixul, 200(![200([200([200(200)200(200)200])200(200)200])200(200)200])<sup>2</sup>
* Great Megadestrutrixul, 200(![200([200([200(200)200(200)200])200(200)200])200(200)200])<sup>3</sup>
* Great Grand Destrutrixul
* Great Grand Kilodestrutrixul
* Great Grand Megadestrutrixul
* Great Bigrand Destrutrixul
* Bigreat Destrutrixul, 200![200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200]
* Bigreat Kilodestrutrixul, 200(![200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])<sup>2</sup>
* Bigreat Megadestrutrixul, 200(![200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])<sup>3</sup>
* Bigreat Grand Destrutrixul
* Bigreat Grand Kilodestrutrixul
* Bigreat Grand Megadestrutrixul
* Bigreat Bigrand Destrutrixul
* Destruquaxul, 200![200([200([200([200(200)200])200])200])200]
* Kilodestruquaxul, 200(![200([200([200([200(200)200])200])200])200])<sup>2</sup>
* Megadestruquaxul, 200(![200([200([200([200(200)200])200])200])200])<sup>3</sup>
* Gigadestruquaxul, 200(![200([200([200([200(200)200])200])200])200])<sup>4</sup>
* Grand Destruquaxul, 200(![200([200([200([200(200)200])200])200])200])<sup>200![200([200([200([200(200)200])200])200])200]+1</sup>
* Grand Kilodestruquaxul
* Grand Megadestruquaxul
* Grand Gigadestruquaxul
* Bigrand Destruquaxul
* Trigrand Destruquaxul
* Great Destruquaxul, 200![200([200([200([200(200)200(200)200])200(200)200])200(200)200])200(200)200]
* Great Kilodestruquaxul, 200(![200([200([200([200(200)200(200)200])200(200)200])200(200)200])200(200)200])<sup>2</sup>
* Great Megadestruquaxul, 200(![200([200([200([200(200)200(200)200])200(200)200])200(200)200])200(200)200])<sup>3</sup>
* Great Grand Destruquaxul
* Great Grand Kilodestruquaxul
* Great Grand Megadestruquaxul
* Great Bigrand Destruquaxul
* Bigreat Destruquaxul, 200![200([200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])200(200)200(200)200]
* Bigreat Kilodestruquaxul, 200(![200([200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])<sup>2</sup>
* Bigreat Megadestruquaxul, 200(![200([200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])<sup>3</sup>
* Bigreat Grand Destruquaxul
* Bigreat Grand Kilodestruquaxul
* Bigreat Grand Megadestruquaxul
* Bigreat Bigrand Destruquaxul
* Bitetrommthet, <math>f_{\theta(\Omega^\Omega,0)}(10)</math>
* ''Gibbawamba'', <math>\{10,100,2 (1) 2\}\ \&\ 10</math>
* Little birdie, {100,100[1[1\1\2¬2]2]2}
* Białystok, <math>f_{\psi_0(\Omega^{\Omega^{\Omega}})}(576)</math>

=== Part 6.20: <math>f_{\psi_0(\Omega^{\Omega^\Omega})}^2(10)</math> ~ <math>f_{\psi_0(\varepsilon_{\Omega+1})}^2(10)</math> ===
* ''Gabbawamba'', <math>\{10,100,3 (1) 2\}\ \&\ 10</math>
* ''Geebawamba'', <math>\{10,100,4 (1) 2\}\ \&\ 10</math>
* ''Gibawamba'', <math>\{10,100,5 (1) 2\}\ \&\ 10</math>
* ''Gobbawamba'', <math>\{10,100,6 (1) 2\}\ \&\ 10</math>
* ''Gabawamba'', <math>\{10,100,7 (1) 2\}\ \&\ 10</math>
* ''Boobawamba'', <math>\{10,10,100 (1) 2\}\ \&\ 10</math>
* ''Corporawamba'', <math>\{10,100,1,2 (1) 2\}\ \&\ 10</math>
* ''Mulporawamba'', <math>\{10,100,2,2 (1) 2\}\ \&\ 10</math>
* ''Powporawamba'', <math>\{10,100,3,2 (1) 2\}\ \&\ 10</math>
* ''Terporawamba'', <math>\{10,100,4,2 (1) 2\}\ \&\ 10</math>
* ''Pepporawamba'', <math>\{10,100,5,2 (1) 2\}\ \&\ 10</math>
* ''Hexporawamba'', <math>\{10,100,6,2 (1) 2\}\ \&\ 10</math>
* ''Bibbawamba'', <math>\{10,10,100,2 (1) 2\}\ \&\ 10</math>
* ''Corplodawamba'', <math>\{10,100,1,3 (1) 2\}\ \&\ 10</math>
* ''Babbawamba'', <math>\{10,10,100,3 (1) 2\}\ \&\ 10</math>
* ''Cordetawamba'', <math>\{10,100,1,4 (1) 2\}\ \&\ 10</math>
* ''Beebawamba'', <math>\{10,10,100,4 (1) 2\}\ \&\ 10</math>
* ''Bibawamba'', <math>\{10,10,100,5 (1) 2\}\ \&\ 10</math>
* ''Bobbawamba'', <math>\{10,10,100,6 (1) 2\}\ \&\ 10</math>
* ''Babawamba'', <math>\{10,10,100,7 (1) 2\}\ \&\ 10</math>
* ''Troobawamba'', <math>\{10,10,10,100 (1) 2\}\ \&\ 10</math>
* ''Tribbawamba'', <math>\{10,10,10,100,2 (1) 2\}\ \&\ 10</math>
* ''Trabbawamba'', <math>\{10,10,10,100,3 (1) 2\}\ \&\ 10</math>
* ''Treebawamba'', <math>\{10,10,10,100,4 (1) 2\}\ \&\ 10</math>
* ''Quadroobawamba'', <math>\{10,10,10,10,100 (1) 2\}\ \&\ 10</math>
* ''Quintoobawamba'', <math>\{10,10,10,10,10,100 (1) 2\}\ \&\ 10</math>
* ''Sextoobawamba'', <math>\{10,10,10,10,10,10,100 (1) 2\}\ \&\ 10</math>
* ''Goobawantra'', <math>\{10,100 (1) 3\}\ \&\ 10</math>
* ''Gibbawantra'', <math>\{10,100,2 (1) 3\}\ \&\ 10</math>
* ''Gabbawantra'', <math>\{10,100,3 (1) 3\}\ \&\ 10</math>
* ''Geebawantra'', <math>\{10,100,4 (1) 3\}\ \&\ 10</math>
* ''Gibawantra'', <math>\{10,100,5 (1) 3\}\ \&\ 10</math>
* ''Gobbawantra'', <math>\{10,100,6 (1) 3\}\ \&\ 10</math>
* ''Gabawantra'', <math>\{10,100,7 (1) 3\}\ \&\ 10</math>
* ''Boobawantra'', <math>\{10,10,100 (1) 3\}\ \&\ 10</math>
* ''Troobawantra'', <math>\{10,10,10,100 (1) 3\}\ \&\ 10</math>
* ''Quadroobawantra'', <math>\{10,10,10,10,100 (1) 3\}\ \&\ 10</math>
* ''Goobawanquadra'', <math>\{10,100 (1) 4\}\ \&\ 10</math>
* ''Boobawanquadra'', <math>\{10,10,100 (1) 4\}\ \&\ 10</math>
* ''Troobawanquadra'', <math>\{10,10,10,100 (1) 4\}\ \&\ 10</math>
* ''Goobawanquinta'', <math>\{10,100 (1) 5\}\ \&\ 10</math>
* ''Emperatrix'', <math>\{10,10 (1) 10\}\ \&\ 10</math>
* ''Gossablossla'', <math>\{10,10 (1) 100\}\ \&\ 10</math>
* ''Hecatonchirechelon'', E100{#,#(1)#}100
* ''Gissablossla'', <math>\{10,10 (1) 100,2\}\ \&\ 10</math>
* ''Gassablossla'', <math>\{10,10 (1) 100,3\}\ \&\ 10</math>
* ''Geesablossla'', <math>\{10,10 (1) 100,4\}\ \&\ 10</math>
* ''Gussablossla'', <math>\{10,10 (1) 100,5\}\ \&\ 10</math>
* ''Hyperlatrix'', <math>\{10,10 (1) 10,10\}\ \&\ 10</math>
* ''Mossablossla'', <math>\{10,10 (1) 10,100\}\ \&\ 10</math>
* ''Missablossla'', <math>\{10,10 (1) 10,100,2\}\ \&\ 10</math>
* ''Massablossla'', <math>\{10,10 (1) 10,100,3\}\ \&\ 10</math>
* ''Meesablossla'', <math>\{10,10 (1) 10,100,4\}\ \&\ 10</math>
* ''Mussablossla'', <math>\{10,10 (1) 10,100,5\}\ \&\ 10</math>
* ''Bossablossla'', <math>\{10,10 (1) 10,10,100\}\ \&\ 10</math>
* ''Bissablossla'', <math>\{10,10 (1) 10,10,100,2\}\ \&\ 10</math>
* ''Bassablossla'', <math>\{10,10 (1) 10,10,100,3\}\ \&\ 10</math>
* ''Beesablossla'', <math>\{10,10 (1) 10,10,100,4\}\ \&\ 10</math>
* ''Trossablossla'', <math>\{10,10 (1) 10,10,10,100\}\ \&\ 10</math>
* ''Quadrossablossla'', <math>\{10,10 (1) 10,10,10,10,100\}\ \&\ 10</math>
* ''Quintossablossla'', <math>\{10,10 (1) 10,10,10,10,10,100\}\ \&\ 10</math>
* ''Sextossablossla'', <math>\{10,10 (1) 10,10,10,10,10,10,100\}\ \&\ 10</math>
* ''Diteratrix'', <math>\{10,10 (1)(1) 2\}\ \&\ 10</math>
* ''Goobaduamba'', <math>\{10,100 (1)(1) 2\}\ \&\ 10</math>
* ''Gibbaduamba'', <math>\{10,100,2 (1)(1) 2\}\ \&\ 10</math>
* ''Goobaduantra'', <math>\{10,100 (1)(1) 3\}\ \&\ 10</math>
* ''Goobaduanquadra'', <math>\{10,100 (1)(1) 4\}\ \&\ 10</math>
* ''Admiratrix'', <math>\{10,10 (1)(1) 10\}\ \&\ 10</math>
* ''Dutridecatrix'', <math>\{10,3 (2) 2\}\ \&\ 10</math>
* Mega Super Even More Godder Tritri, 3 [3 {3 <3 / 3 / 3> 3} 3] 3
* ''Triteratrix'', <math>\{10,10 (1)(1)(1) 2\}\ \&\ 10</math>
* ''Goobatriombia'', <math>\{10,100 (1)(1)(1) 2\}\ \&\ 10</math>
* ''Goobatriontria'', <math>\{10,100 (1)(1)(1) 2\}\ \&\ 10</math>
* ''Goobaquardimbia'', <math>\{10,100 (1)(1)(1)(1) 2\}\ \&\ 10</math>
* ''Goobaquindingia'', <math>\{10,100 (1)(1)(1)(1)(1) 2\}\ \&\ 10</math>
* ''Goobasesixtia'', <math>\{10,100 \underbrace{(1)(1)\dots(1)(1)}_{6\ (1)\text{'s}} 2\}\ \&\ 10</math>
* ''Goobasebiptia'', <math>\{10,100 \underbrace{(1)(1)\dots(1)(1)}_{7\ (1)\text{'s}} 2\}\ \&\ 10</math>
* ''Goobagogdiktia'', <math>\{10,100 \underbrace{(1)(1)\dots(1)(1)}_{8\ (1)\text{'s}} 2\}\ \&\ 10</math>
* ''Goobanogdiktia'', <math>\{10,100 \underbrace{(1)(1)\dots(1)(1)}_{9\ (1)\text{'s}} 2\}\ \&\ 10</math>
* ''Xaplorgulus'', <math>\{10,10 (2) 2\}\ \&\ 10</math>
* ''Goobadektimtia'', <math>\{10,100 \underbrace{(1)(1)\dots(1)(1)}_{10\ (1)\text{'s}} 2\}\ \&\ 10</math>
* ''Goxxogogulus'', E100{100x100&#}100
* ''Goxxablorg'', <math>\{10,100 (2) 2\}\ \&\ 10</math>
* ''Gixxablorg'', <math>\{10,100,2 (2) 2\}\ \&\ 10</math>
* ''Gaxxablorg'', <math>\{10,100,2 (2) 2\}\ \&\ 10</math>
* ''Boxxablorg'', <math>\{10,10,100 (2) 2\}\ \&\ 10</math>
* ''Troxxablorg'', <math>\{10,10,10,100 (2) 2\}\ \&\ 10</math>
* ''Grand xaplorgulus'', <math>\{10,10 (2) 3\}\ \&\ 10</math>
* ''Gooxadworg'', <math>\{10,100 (2)(2) 2\}\ \&\ 10</math>
* ''Goxxathrorg'', <math>\{10,100 (2)(2)(2) 2\}\ \&\ 10</math>
* ''Goxxaquorg'', <math>\{10,100 (2)(2)(2)(2) 2\}\ \&\ 10</math>
* ''Cosslorgulus'', <math>\{10,10 (3) 2\}\ \&\ 10</math>
* ''Cloxxogogulus'', E100{100x100x100&#}100
* ''Coxxablorg'', <math>\{10,100 (3) 2\}\ \&\ 10</math>
* ''Coxxadworg'', <math>\{10,100 (3)(3) 2\}\ \&\ 10</math>
* ''Coxxathrorg'', <math>\{10,100 (3)(3)(3) 2\}\ \&\ 10</math>
* ''Coxxaquorg'', <math>\{10,100 (3)(3)(3)(3) 2\}\ \&\ 10</math>
* ''Tesslorgulus'', <math>\{10,10 (4) 2\}\ \&\ 10</math>
* ''Teroxxogogulus'', E100{100^4&#}100
* ''Toxxablorg'', <math>\{10,100 (4) 2\}\ \&\ 10</math>
* ''Pesslorgulus'', <math>\{10,10 (5) 2\}\ \&\ 10</math>
* ''Poxxablorg'', <math>\{10,100 (5) 2\}\ \&\ 10</math>
* ''Hesslorgulus'', <math>\{10,10 (6) 2\}\ \&\ 10</math>
* ''Hexxablorg'', <math>\{10,100 (6) 2\}\ \&\ 10</math>
* ''Zesslorgulus'', <math>\{10,10 (7) 2\}\ \&\ 10</math>
* ''Zexxablorg'', <math>\{10,100 (7) 2\}\ \&\ 10</math>
* ''Yosslorgulus'', <math>\{10,10 (8) 2\}\ \&\ 10</math>
* ''Yoxxablorg'', <math>\{10,100 (8) 2\}\ \&\ 10</math>
* ''Brosslorgulus'', <math>\{10,10 (9) 2\}\ \&\ 10</math>
* ''Broxxablorg'', <math>\{10,100 (9) 2\}\ \&\ 10</math>
* ''Gosslorgulus'', <math>\{10,10 (10) 2\}\ \&\ 10</math>
* ''Gexxablorg'', <math>\{10,100 (10) 2\}\ \&\ 10</math>
* ''Cosmatrix'', <math>\{10,10 (10) 10\}\ \&\ 10</math>
* ''Mosslorgulus'', <math>\{10,10 (20) 2\}\ \&\ 10</math>
* ''Hasslorgulus'', <math>\{10,10 (30) 2\}\ \&\ 10</math>
* ''Kysslorgulus'', <math>\{10,10 (40) 2\}\ \&\ 10</math>
* ''Pisslorgulus'', <math>\{10,10 (50) 2\}\ \&\ 10</math>
* ''Sasslorgulus'', <math>\{10,10 (60) 2\}\ \&\ 10</math>
* ''Pexxlorgulus'', <math>\{10,10 (70) 2\}\ \&\ 10</math>
* ''Nisslorgulus'', <math>\{10,10 (80) 2\}\ \&\ 10</math>
* ''Zozzlorgulus'', <math>\{10,10 (90) 2\}\ \&\ 10</math>
* ''Golapulus'' / Alphlorgulus, <math>\{10,10 (100) 2\}\ \&\ 10</math>
* ''Brobdingnagongule'', E100{100^100&#}100
* ''Besslorgulus'', <math>\{10,10 (200) 2\}\ \&\ 10</math>
* ''Gasslorgulus'', <math>\{10,10 (300) 2\}\ \&\ 10</math>
* ''Desslorgulus'', <math>\{10,10 (400) 2\}\ \&\ 10</math>
* Zitrite, <math>f_{\psi_0(\Omega^{\Omega^{\Omega^\omega}})}(420)</math> in the fast-growing hierarchy (using the extended Buchholz's function)
* ''Thesslorgulus'', <math>\{10,10 (500) 2\}\ \&\ 10</math>
* ''Iottlorgulus'', <math>\{10,10 (600) 2\}\ \&\ 10</math>
* ''Kapplorgulus'', <math>\{10,10 (700) 2\}\ \&\ 10</math>
* ''Lasslorgulus'', <math>\{10,10 (800) 2\}\ \&\ 10</math>
* ''Sigglorgulus'', <math>\{10,10 (900) 2\}\ \&\ 10</math>
* Tritetrommthet, <math>f_{\theta(\Omega^{\Omega^\Omega},0)}(10)</math>
* ''Ginglapulus'', <math>\{10,100 (0,2) 2\}\ \&\ 10</math>
* Belgorod, <math>f_{\psi_0(\Omega^{\Omega^{\Omega^{\Omega}}})}(576) = f_{\psi_0(\psi_{1}^5(0))}(576)</math> in the fast-growing hierarchy (using the extended Buchholz's function)
* ''Ganglapulus'', <math>\{10,100 (0,3) 2\}\ \&\ 10</math>
* ''Geenglapulus'', <math>\{10,100 (0,4) 2\}\ \&\ 10</math>
* ''Gownglapulus'', <math>\{10,100 (0,5) 2\}\ \&\ 10</math>
* ''Gunglapulus'', <math>\{10,100 (0,6) 2\}\ \&\ 10</math>
* ''Bolapulus'', <math>\{10,100 (0,0,1) 2\}\ \&\ 10</math>
* ''Binglapulus'', <math>\{10,100 (0,0,2) 2\}\ \&\ 10</math>
* ''Banglapulus'', <math>\{10,100 (0,0,3) 2\}\ \&\ 10</math>
* ''Beenglapulus'', <math>\{10,100 (0,0,4) 2\}\ \&\ 10</math>
* ''Trolapulus'', <math>\{10,100 (0,0,0,1) 2\}\ \&\ 10</math>
* ''Tringlapulus'', <math>\{10,100 (0,0,0,2) 2\}\ \&\ 10</math>
* ''Tranglapulus'', <math>\{10,100 (0,0,0,3) 2\}\ \&\ 10</math>
* ''Quadrolapulus'', <math>\{10,100 (0,0,0,0,1) 2\}\ \&\ 10</math>
* ''Quadringlapulus'', <math>\{10,100 (0,0,0,0,2) 2\}\ \&\ 10</math>
* ''Quintolapulus'', <math>\{10,100 (0,0,0,0,0,1) 2\}\ \&\ 10</math>
* ''Sextolapulus'', <math>\{10,100 (0,0,0,0,0,0,1) 2\}\ \&\ 10</math>
* ''Goplapulus'' / ''Centolapulus'', <math>\{10,100 ((1)1) 2\}\ \&\ 10</math>
* Quadritetrommthet, <math>f_{\theta(\Omega^{\Omega^{\Omega^\Omega}},0)}(10)</math>
* ''Goplapulusfact'', <math>\{10,100 (1(1)1) 2\}\ \&\ 10</math>
* ''Gogridplapulus'', <math>\{10,100 (2(1)1) 2\}\ \&\ 10</math>
* ''Gokubikplapulus'', <math>\{10,100 (3(1)1) 2\}\ \&\ 10</math>
* ''Gogolapulplapulus'', <math>\{10,100 (0,1(1)1) 2\}\ \&\ 10</math>
* ''Gogolapulplapulusfact'', <math>\{10,100 (1,1(1)1) 2\}\ \&\ 10</math>
* ''Gogolagridpulplapulus'', <math>\{10,100 (2,1(1)1) 2\}\ \&\ 10</math>
* ''Gogolakubikpulplapulus'', <math>\{10,100 (3,1(1)1) 2\}\ \&\ 10</math>
* ''Gogolapulusdeusplapulus'', <math>\{10,100 (0,2(1)1) 2\}\ \&\ 10</math>
* ''Gogolapulustruceplapulus'', <math>\{10,100 (0,3(1)1) 2\}\ \&\ 10</math>
* ''Gobolapulplapulus'', <math>\{10,100 (0,0,1(1)1) 2\}\ \&\ 10</math>
* ''Gotrolapulplapulus'', <math>\{10,100 (0,0,0,1(1)1) 2\}\ \&\ 10</math>
* ''Goplapulusdeus'', <math>\{10,100 ((1)2) 2\}\ \&\ 10</math>
* ''Goplapulustruce'', <math>\{10,100 ((1)3) 2\}\ \&\ 10</math>
* ''Hyper-golapulusfact'', <math>\{10,100 ((1)0,1) 2\}\ \&\ 10</math>
* ''Hyper-ginglapulusfact'', <math>\{10,100 ((1)0,2) 2\}\ \&\ 10</math>
* ''Hyper-ganglapulusfact'', <math>\{10,100 ((1)0,3) 2\}\ \&\ 10</math>
* ''Hyper-bolapulusfact'', <math>\{10,100 ((1)0,0,1) 2\}\ \&\ 10</math>
* ''Hyper-trolapulusfact'', <math>\{10,100 ((1)0,0,0,1) 2\}\ \&\ 10</math>
* ''Giplapulus'', <math>\{10,100 ((1)(1)1) 2\}\ \&\ 10</math>
* ''Gaplapulus'', <math>\{10,100 ((1)(1)(1)1) 2\}\ \&\ 10</math>
* ''Geeplapulus'', <math>\{10,100 ((1)(1)(1)(1)1) 2\}\ \&\ 10</math>
* ''Boplapulus'', <math>\{10,100 ((2)1) 2\}\ \&\ 10</math>
* ''Biplapulus'', <math>\{10,100 ((2)(2)1) 2\}\ \&\ 10</math>
* ''Troplapulus'', <math>\{10,100 ((3)1) 2\}\ \&\ 10</math>
* ''Quadroplapulus'', <math>\{10,100 ((4)1) 2\}\ \&\ 10</math>
* ''Goduplapulus'', <math>\{10,100 ((0,1)1) 2\}\ \&\ 10</math>
* Quintitetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow5,0)}(10)</math>
* ''Giduplapulus'', <math>\{10,100 ((0,2)1) 2\}\ \&\ 10</math>
* ''Boduplapulus'', <math>\{10,100 ((0,0,1)1) 2\}\ \&\ 10</math>
* ''Gotriplapulus'', <math>\{10,100 (((1)1)1) 2\}\ \&\ 10</math>
* Sextitetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow6,0)}(10)</math>
* ''Goquadriplapulus'', <math>\{10,100 (((0,1)1)1) 2\}\ \&\ 10</math>
* Septitetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow7,0)}(10)</math>
* ''Goquintiplapulus'', <math>\{10,100 ((((1)1)1)1) 2\}\ \&\ 10</math>
* Octitetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow8,0)}(10)</math>
* Nonitetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow9,0)}(10)</math>
* Dekotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10,0)}(10)</math>
* ''Lugubrigoth'', E100{#^^#&#}100
* Lugubrigoogol, {100,100[1[1¬3]2]2}
* ''Quathragoth/goplatoth'', <math>10\uparrow\uparrow100 \& 10 \& 10</math>
* Hektotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow100,0)}(10)</math>
* Extremexul, 200![1(1)[<sub>2</sub>200,200,200,200
* Extremedollaxul, 200$0]<sub>3</sub>]
* Kiloextremexul, (200![1(1)[<sub>2</sub>200,200,200,200)![1(1)[<sub>2</sub>200,200,200,200
* Megaextremexul, ((200![1(1)[<sub>2</sub>200,200,200,200)![1(1)[<sub>2</sub>200,200,200,200)![1(1)[<sub>2</sub>200,200,200,200
* Gigaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>4</sup>
* Teraextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>5</sup>
* Petaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>6</sup>
* Exaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>7</sup>
* Grand Extremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200![1(1)[<sub>2</sub>200,200,200,200+1</sup>
* Grand Kiloextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>(200![1(1)[<sub>2</sub>200,200,200,200)![1(1)[<sub>2</sub>200,200,200,200+1</sup>
* Grand Megaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200(![1(1)[<sub>2</sub>200,200,200,200)<sup>3</sup>+1</sup>
* Grand Gigaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200(![1(1)[<sub>2</sub>200,200,200,200)<sup>4</sup>+1</sup>
* Grand Teraextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200(![1(1)[<sub>2</sub>200,200,200,200)<sup>5</sup>+1</sup>
* Grand Petaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200(![1(1)[<sub>2</sub>200,200,200,200)<sup>6</sup>+1</sup>
* Grand Exaextremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200(![1(1)[<sub>2</sub>200,200,200,200)<sup>7</sup>+1</sup>
* Bigrand Extremexul, 200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200(![1(1)[<sub>2</sub>200,200,200,200)<sup>200![1(1)[<sub>2</sub>200,200,200,200+1</sup>+1</sup>
* Bigrand Kiloextremexul
* Bigrand Megaextremexul
* Trigrand Extremexul
* Trigrand Kiloextremexul
* Trigrand Megaextremexul
* Quadgrand Extremexul
* Quintgrand Extremexul
* Kilotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow1000,0)}(10)</math>
* Megotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^6,0)}(10)</math>
* Gigotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^9,0)}(10)</math>
* Terotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^{12},0)}(10)</math>
* Petotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^{15},0)}(10)</math>
* Exotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^{18},0)}(10)</math>
* Zettotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^{21},0)}(10)</math>
* Yottotetrommthet, <math>f_{\theta(\Omega\uparrow\uparrow10^{24},0)}(10)</math>

== Higher computable level ==

=== Part 6.21: <math>f_{\psi_0(\Omega_2)}^2(10)</math> ~ <math>f_{\psi_0(\Omega_\omega)}^2(10)</math> ===

* Trugubrigoogol, {100,100[1[1¬4]2]2}
* Omega Mega Super Even More Godder Tritri, 3 [3 {3 // 3} 3] 3
* Tetrugubrigoogol, {100,100[1[1¬5]2]2}
* Pentugubrigoogol, {100,100[1[1¬6]2]2}
* Hexugubrigoogol, {100,100[1[1¬7]2]2}
* Heptugubrigoogol, {100,100[1[1¬8]2]2}
* Ogdugubrigoogol, {100,100[1[1¬9]2]2}
* Ennugubrigoogol, {100,100[1[1¬10]2]2}
* Dekugubrigoogol, {100,100[1[1¬11]2]2}
* Centugubrigoogol, {100,100[1[1¬1,2]2]2}
* Big Bird, <math>\{100,100 [1 [1 \neg 1 \neg 2] 2] 2\}</math>
* Extremebixul, 200![1(1)[<sub>2</sub>200,200,200,200,200
* Kiloextremebixul, (200![1(1)[<sub>2</sub>200,200,200,200,200)![1(1)[<sub>2</sub>200,200,200,200,200
* Extremetrixul, 200![1(1)[<sub>2</sub>200,200,200,200,200,200
* Extremequaxul, 200![1(1)[<sub>2</sub>200,200,200,200,200,200,200
* Tria-hierarchaxis, {100,100[1[1[2\<sub>3</sub>2]2]2]2}
* Bommthet, <math>f_{\theta(\Omega_2,0)}(10)</math>
* Gigantixul, 200![1(1)[<sub>3</sub>200,200,200
* Gigantibixul, 200![1(1)[<sub>3</sub>200,200,200,200
* Ultimate Omega Mega Super Even More Godder Tritri, 3 [3 {3 /// 3} 3] 3
* Gigantitrixul, 200![1(1)[<sub>3</sub>200,200,200,200,200
* Gigantiquaxul, 200![1(1)[<sub>3</sub>200,200,200,200,200,200
* Tetra-hierarchaxis, {100,100[1[1[1[2\<sub>4</sub>2]2]2]2]2}
* Trommthet, <math>f_{\theta(\Omega_3,0)}(10)</math>
* Godly Ultimate Omega Mega Super Even More Godder Tritri, 3 [3 {3 <<<3 <<<3 /// 3>>> 3>>> 3} 3] 3
* Penta-hierarchaxis, {100,100[1[1[1[1[2\<sub>5</sub>2]2]2]2]2]2}
* Quadrommthet, <math>f_{\theta(\Omega_4,0)}(10)</math>
* Hexa-hierarchaxis, {100,100[1[1[1[1[1[2\<sub>6</sub>2]2]2]2]2]2]2}
* Quintommthet, <math>f_{\theta(\Omega_5,0)}(10)</math>
* Hepta-hierarchaxis, {100,100[1[1[1[1[1[1[2\<sub>7</sub>2]2]2]2]2]2]2]2}
* Sextommthet, <math>f_{\theta(\Omega_6,0)}(10)</math>
* Octa-hierarchaxis, {100,100[1[1[1[1[1[1[1[2\<sub>8</sub>2]2]2]2]2]2]2]2]2}
* Septommthet, <math>f_{\theta(\Omega_7,0)}(10)</math>
* Enna-hierarchaxis, {100,100[1[1[1[1[1[1[1[1[2\<sub>9</sub>2]2]2]2]2]2]2]2]2]2}
* Octommthet, <math>f_{\theta(\Omega_8,0)}(10)</math>
* Deka-hierarchaxis, {100,100[1[1[1[1[1[1[1[1[1[2\<sub>10</sub>2]2]2]2]2]2]2]2]2]2]2}
* Nonommthet, <math>f_{\theta(\Omega_9,0)}(10)</math>
* Dekommthet, <math>f_{\theta(\Omega_{10},0)}(10)</math>
* Corporalmax / hecta-hierarchaxis, {100,100[1[2\<sub>1,2</sub>2]2]2}
* Hektommthet, <math>f_{\theta(\Omega_{100},0)}(10)</math>
* Kilommthet, <math>f_{\theta(\Omega_{1000},0)}(10)</math>
* Megommthet, <math>f_{\theta(\Omega_{10^6},0)}(10)</math>
* Gigommthet, <math>f_{\theta(\Omega_{10^9},0)}(10)</math>
* Terommthet, <math>f_{\theta(\Omega_{10^{12}},0)}(10)</math>
* Petommthet, <math>f_{\theta(\Omega_{10^{15}},0)}(10)</math>
* Exommthet, <math>f_{\theta(\Omega_{10^{18}},0)}(10)</math>
* Zettommthet, <math>f_{\theta(\Omega_{10^{21}},0)}(10)</math>
* Yottommthet, <math>f_{\theta(\Omega_{10^{24}},0)}(10)</math>
* '''SCG(13)''' (lower bound), <math>\approx f_{\psi(\Omega_\omega)}(13)</math>
* QZAZARZ (ɧ<sub>51</sub>), TREE(G<sub>64*(TREE(SCG(13))</sub>) + 1
* LoveDeath, SCG<sup>1521</sup>(7)
* ''Meeting point of the three hierarchies'', <math>f_{\theta(\Omega_{\omega})}(100)</math>
* Nucleabixul, 200![<sub>[<sub>200</sub>200]</sub>200]

=== Part 6.22: <math>f_{\psi_0(\Omega_\omega)}^2(10)</math> ~ <math>f_{\psi_0(\Phi(1,0))+1}(10)</math> ===

* Pair sequence number, <math>\approx f_{\psi(\Omega_\omega)+1}(10)</math>
* Stage array notation|Stage array number, <math>\approx f_{\psi(\Omega_{\omega})+1}(100)</math>
* Mulporalmax, {100,100[1[1[2\<sub>2,2</sub>2]2]2]2}
* Big Chunk, {10,100 [1 [1 [1 \<sub>2,2</sub> 3] 2] 2] 2}
* Powporalmax, {100,100[1[1[1[2\<sub>3,2</sub>2]2]2]2]2}
* Corplodalmax, {100,100[1[1[2\<sub>1,3</sub>2]2]2]2}
* Absolutely Godly Ultimate Omega Mega Super Even More Godder Tritri,  3 [3 {3 \ 3, 3} 3] 3
* Cordetalmax, {100,100[1[1[1[2\<sub>1,4</sub>2]2]2]2]2}
* Meg-Googolmax, {100,100[1[2\<sub>1,1,2</sub>2]2]2}
* Dumeg-Googolmax, {100,100[1[1[2\<sub>1,1,3</sub>2]2]2]2}
* Gig-Googolmax, {100,100[1[2\<sub>1,1,1,2</sub>2]2]2}
* Dugig-Googolmax, {100,100[1[1[2\<sub>1,1,1,3</sub>2]2]2]2}
* Ter-Googolmax, {100,100[1[2\<sub>1,1,1,1,2</sub>2]2]2}
* Goobolmax, {100,100[1[2\<sub>1[2]2</sub>2]2]2}
* Gibbolmax, {100,100[1[1[2\<sub>2[2]2</sub>2]2]2]2}
* Gootrolmax, {100,100[1[1[2\<sub>1[2]3</sub>2]2]2]2}
* Gooterolmax, {100,100[1[1[1[2\<sub>1[2]4</sub>2]2]2]2]2}
* Diteralmax / dubolmax, {100,100[1[2\<sub>1[2]1[2]2</sub>2]2]2}
* Xappolmax, {100,100[1[2\<sub>1[3]2</sub>2]2]2}
* Colossolmax, {100,100[1[2\<sub>1[4]2</sub>2]2]2}
* Goplexulusmax, {100,100[1[2\<sub>1[1[2]2]2</sub>2]2]2}
* Bimixommwil, <math>f_{\psi(\Omega_{\psi(\Omega)})}(10)</math>
* Tethrinoogolmax, {100,100[1[2\<sub>1[1\2]2</sub>2]2]2}
* Tethrinoofactimax / hecto-tethrinoogolmax, {100,100[1[2\<sub>1[2\2]2</sub>2]2]2}
* Terrible tethrinoogolmax, {100,100[1[2\<sub>1[1\3]2</sub>2]2]2}
* Terrible terrible tethrinoogolmax, {100,100[1[2\<sub>1[1\4]2</sub>2]2]2}
* Tethrinoocrossmax, {100,100[1[2\<sub>1[1\1\2]2</sub>2]2]2}
* Secundotethrated-tethrinoocrossmax, {100,100[1[2\<sub>1[1\1\3]2</sub>2]2]2}
* Tethrinoocubormax, {100,100[1[2\<sub>1[1\1\1\2]2</sub>2]2]2}
* Tethrinooteronmax, {100,100[1[2\<sub>1[1\1\1\1\2]2</sub>2]2]2}
* Tethrinootopemax, {100,100[1[2\<sub>1[1[2\<sub>2</sub>2]2]2</sub>2]2]2}
* Mountommol, {100,100[1[2\<sub>1[1[2\<sub>3</sub>2]2]2</sub>2]2]2}
* Mountobbol, {100,100[1[2\<sub>1[1[2\<sub>4</sub>2]2]2</sub>2]2]2}
* Mountotrtrol, {100,100[1[2\<sub>1[1[2\<sub>5</sub>2]2]2</sub>2]2]2}
* Mountoquadquadol, {100,100[1[2\<sub>1[1[2\<sub>6</sub>2]2]2</sub>2]2]2}
* Mountoquinquinol, {100,100[1[2\<sub>1[1[2\<sub>7</sub>2]2]2</sub>2]2]2}
* Mountosextsextol, {100,100[1[2\<sub>1[1[2\<sub>8</sub>2]2]2</sub>2]2]2}
* Mountoseptseptol, {100,100[1[2\<sub>1[1[2\<sub>9</sub>2]2]2</sub>2]2]2}
* Mountooctoctol, {100,100[1[2\<sub>1[1[2\<sub>10</sub>2]2]2</sub>2]2]2}
* Mountononnonol, {100,100[1[2\<sub>1[1[2\<sub>11</sub>2]2]2</sub>2]2]2}
* Dimen-Mountommol, {100,100[1[2\<sub>1[1[2\<sub>12</sub>2]2]2</sub>2]2]2}
* Mountimmol, {100,100[1[2\<sub>1[1[2\<sub>1,2</sub>2]2]2</sub>2]2]2}
* Trimixommwil, <math>f_{\psi(\Omega_{\psi(\Omega_{\psi(\Omega)})})}(10)</math>
* Quadrimixommwil, <math>f_{\psi(\Omega_{\psi(\Omega_{\psi(\Omega_{\psi(\Omega)})})})}(10)</math>
* Quintimixommwil, <math>f_{\psi(\Omega_{\psi(\Omega_{\psi(\Omega_{\psi(\Omega_{\psi(\Omega)})})})})}(10)</math>
* Sextimixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{6\ \Omega's}}(10)</math>
* Septimixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{7\ \Omega's}}(10)</math>
* Octimixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{8\ \Omega's}}(10)</math>
* Nonimixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{9\ \Omega's}}(10)</math>
* Dekomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10\ \Omega's}}(10)</math>
* Hektomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{100\ \Omega's}}(10)</math>
* Kilomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{1000\ \Omega's}}(10)</math>
* Megomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^6\ \Omega's}}(10)</math>
* Gigomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^9\ \Omega's}}(10)</math>
* Teromixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^{12}\ \Omega's}}(10)</math>
* Petomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^{15}\ \Omega's}}(10)</math>
* Exomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^{18}\ \Omega's}}(10)</math>
* Zettomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^{21}\ \Omega's}}(10)</math>
* Yottomixommwil, <math>f_{\underbrace{\psi(\Omega_{\psi(\Omega_{\cdots_{\psi(\Omega)}\cdots})})}_{10^{24}\ \Omega's}}(10)</math>
* Binommwil, <math>f_{\psi(\Omega_\Omega)}(10)</math>
* The HUS, S(U(H(3)))
* Grand HUS, S(S(S(U(U(U(H(H(H(3)))))))))
* Great HUS, S(S(S( ... (S(U(U(U( ... (U(H(H(H( ... (H(3))) ... ))) (with the HUS number of S's, the HUS number of U's, and the HUS number of H's)
* Nucleatrixul, 200![<sub>[<sub>[<sub>200</sub>200]</sub>200]</sub>200]
* Trinommwil, <math>f_{\psi(\Omega_{\Omega_\Omega})}(10)</math>
* Nucleaquaxul, 200![<sub>[<sub>[<sub>[<sub>200</sub>200]</sub>200]</sub>200]</sub>200]
* Quadrinommwil, <math>f_{\psi(\Omega_{\Omega_{\Omega_\Omega}})}(10)</math>
* Quintinommwil, <math>f_{\psi(\Omega_{\Omega_{\Omega_{\Omega_\Omega}}})}(10)</math>
* Sextinommwil, <math>f_{\psi(\Omega_{\Omega_{\Omega_{\Omega_{\Omega_\Omega}}}})}(10)</math>
* Septinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{7\ \Omega's})}(10)</math>
* Octinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{8\ \Omega's})}(10)</math>
* Noninommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{9\ \Omega's})}(10)</math>
* Dekinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10\ \Omega's})}(10)</math>
* Kilinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{1000\ \Omega's})}(10)</math>
* Meginommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^6\ \Omega's})}(10)</math>
* Giginommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^9\ \Omega's})}(10)</math>
* Terinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^{12}\ \Omega's})}(10)</math>
* Petinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^{15}\ \Omega's})}(10)</math>
* Exinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^{18}\ \Omega's})}(10)</math>
* Zettinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^{21}\ \Omega's})}(10)</math>
* Yottinommwil, <math>f_{\psi(\underbrace{\Omega_{\Omega_{\cdots_\Omega}}}_{10^{24}\ \Omega's})}(10)</math>

=== Part 6.23: <math>> f_{\psi_0(\Phi_1(0))+1}(10)</math> ===

* Unimah, <math>f_{\psi(I)}(10)</math>
* Bitetrotos, <math>f_{\psi(I^I)}(10)</math>
* Tritetrotos, <math>f_{\psi(I^{I^I})}(10)</math>
* Quadritetrotos, <math>f_{\psi(I^{I^{I^I}})}(10)</math>
* Quintitetrotos, <math>f_{\psi(I^{I^{I^{I^I}}})}(10)</math>
* Sextitetrotos, <math>f_{\psi(I\uparrow\uparrow6)}(10)</math>
* Septitetrotos, <math>f_{\psi(I\uparrow\uparrow7)}(10)</math>
* Octitetrotos, <math>f_{\psi(I\uparrow\uparrow8)}(10)</math>
* Nonitetrotos, <math>f_{\psi(I\uparrow\uparrow9)}(10)</math>
* Dekotetrotos, <math>f_{\psi(I\uparrow\uparrow10)}(10)</math>
* Hektotetrotos, <math>f_{\psi(I\uparrow\uparrow100)}(10)</math>
* Kilotetrotos, <math>f_{\psi(I\uparrow\uparrow1000)}(10)</math>
* Megotetrotos, <math>f_{\psi(I\uparrow\uparrow10^6)}(10)</math>
* Gigotetrotos, <math>f_{\psi(I\uparrow\uparrow10^9)}(10)</math>
* Terotetrotos, <math>f_{\psi(I\uparrow\uparrow10^{12})}(10)</math>
* Petotetrotos, <math>f_{\psi(I\uparrow\uparrow10^{15})}(10)</math>
* Exotetrotos, <math>f_{\psi(I\uparrow\uparrow10^{18})}(10)</math>
* Zettotetrotos, <math>f_{\psi(I\uparrow\uparrow10^{21})}(10)</math>
* Yottotetrotos, <math>f_{\psi(I\uparrow\uparrow10^{24})}(10)</math>
* Uninotos, <math>f_{\psi(I_I)}(10)</math>
* Binotos, <math>f_{\psi(I_{I_I})}(10)</math>
* Trinotos, <math>f_{\psi(I_{I_{I_I}})}(10)</math>
* Sextinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{7\ I's})}(10)</math>
* Dekinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{11\ I's})}(10)</math>
* Hektinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{101\ I's})}(10)</math>
* Kilinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{1001\ I's})}(10)</math>
* Meginotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^6+1\ I's})}(10)</math>
* Giginotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^9+1\ I's})}(10)</math>
* Terinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^{12}+1\ I's})}(10)</math>
* Petinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^{15}+1\ I's})}(10)</math>
* Exinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^{18}+1\ I's})}(10)</math>
* Zettinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^{21}+1\ I's})}(10)</math>
* Yottinotos, <math>f_{\psi(\underbrace{I_{I_{\cdots_I}}}_{10^{24}+1\ I's})}(10)</math>
* KumaKuma ψ function#Large Function and Large Number|Kumakuma 3 variables ψ number, F<sup>10<sup>100</sup></sup>(10<sup>100</sup>)
* Bimah, <math>f_{\psi(I(2,0))}(10)</math>
* Trimah, <math>f_{\psi(I(3,0))}(10)</math>
* Quadrimah, <math>f_{\psi(I(4,0))}(10)</math>
* Quintimah, <math>f_{\psi(I(5,0))}(10)</math>
* Sextimah, <math>f_{\psi(I(6,0))}(10)</math>
* Septimah, <math>f_{\psi(I(7,0))}(10)</math>
* Octimah, <math>f_{\psi(I(8,0))}(10)</math>
* Nonimah, <math>f_{\psi(I(9,0))}(10)</math>
* Dekimah, <math>f_{\psi(I(10,0))}(10)</math>
* Hektimah, <math>f_{\psi(I(100,0))}(10)</math>
* Kilimah, <math>f_{\psi(I(1000,0))}(10)</math>
* Megimah, <math>f_{\psi(I(10^6,0))}(10)</math>
* Gigimah, <math>f_{\psi(I(10^9,0))}(10)</math>
* Terimah, <math>f_{\psi(I(10^{12},0))}(10)</math>
* Petimah, <math>f_{\psi(I(10^{15},0))}(10)</math>
* Eximah, <math>f_{\psi(I(10^{18},0))}(10)</math>
* Zettimah, <math>f_{\psi(I(10^{21},0))}(10)</math>
* Yottimah, <math>f_{\psi(I(10^{24},0))}(10)</math>
* Uninimah, <math>f_{\psi(I(I(0,0),0))}(10)</math>
* Binimah, <math>f_{\psi(I(I(I(0,0),0),0))}(10)</math>
* Trinimah, <math>f_{\psi(I(I(I(I(0,0),0),0),0))}(10)</math>
* Quadrinimah, <math>f_{\psi(I(I(I(I(I(0,0),0),0),0),0))}(10)</math>
* Quintinimah, <math>f_{\psi(\underbrace{I(I(\cdots I(0,0)\cdots,0),0)}_{6\ I's})}(10)</math>
* Sextinimah, <math>f_{\psi(\underbrace{I(I(\cdots I(0,0)\cdots,0),0)}_{7\ I's})}(10)</math>
* Septinimah, <math>f_{\psi(\underbrace{I(I(\cdots I(0,0)\cdots,0),0)}_{8\ I's})}(10)</math>
* Terinimah, <math>f_{\psi(\underbrace{I(I(\cdots I(0,0)\cdots,0),0)}_{10^{12}+1\ I's})}(10)</math>
* Zettinimah, <math>f_{\psi(\underbrace{I(I(\cdots I(0,0)\cdots,0),0)}_{10^{21}+1\ I's})}(10)</math>
* Yottinimah, <math>f_{\psi(\underbrace{I(I(\cdots I(0,0)\cdots,0),0)}_{10^{24}+1\ I's})}(10)</math>
* ε function#Large Number|グラハム数ver ε.0.1.0 (Graham's number version ε.0.1.0), G<sup>64</sup>(4)
* Tritetremar, <math>f_{\psi(M^{M^M})}(10)</math>
* Sextitetremar, <math>f_{\psi(M\uparrow\uparrow6)}(10)</math>
* Terotetremar, <math>f_{\psi(M\uparrow\uparrow10^{12})}(10)</math>
* Petotetremar, <math>f_{\psi(M\uparrow\uparrow10^{15})}(10)</math>
* Exotetremar, <math>f_{\psi(M\uparrow\uparrow10^{18})}(10)</math>
* Zettotetremar, <math>f_{\psi(M\uparrow\uparrow10^{21})}(10)</math>
* Yottotetremar, <math>f_{\psi(M\uparrow\uparrow10^{24})}(10)</math>
* Uninemar, <math>f_{\psi(M_M)}(10)</math>
* Trinemar, <math>f_{\psi(M_{M_{M_M}})}(10)</math>
* Quadrinemar, <math>f_{\psi(M_{M_{M_{M_M}}})}(10)</math>
* Quintinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{6\ M's})}(10)</math>
* Sextinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{7\ M's})}(10)</math>
* Kilinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{1001\ M's})}(10)</math>
* Meginemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^6+1\ M's})}(10)</math>
* Giginemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^9+1\ M's})}(10)</math>
* Petinemar|TTerinemar|erinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^{12}+1\ M's})}(10)</math>
* Petinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^{15}+1\ M's})}(10)</math>
* Exinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^{18}+1\ M's})}(10)</math>
* Zettinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^{21}+1\ M's})}(10)</math>
* Yottinemar, <math>f_{\psi(\underbrace{M_{M_{\cdots_M}}}_{10^{24}+1\ M's})}(10)</math>
* Uninamus, <math>f_{\psi(M(M(0;0);0))}(10)</math>
* Meginamus, <math>f_{\psi(\underbrace{M(M(\cdots M(0;0)\cdots;0);0)}_{10^{6}+1\ M's})}(10)</math>
* Exinamus, <math>f_{\psi(\underbrace{M(M(\cdots M(0;0)\cdots;0);0)}_{10^{18}+1\ M's})}(10)</math>
* Yottinamus, <math>f_{\psi(\underbrace{M(M(\cdots M(0;0)\cdots;0);0)}_{10^{24}+1\ M's})}(10)</math>
* SAN number, ~ (0,0,0)(1,1,1)(2,2,1)(3,0,0)(0,0,0)[64]
* Tritar, <math>f_{C(C(C(\Omega_{3}2,0),0),0)}(3) = Tar(3)</math>
* Quadritar, <math>f_{C(C(C(C(\Omega_{4}2,0),0),0),0)}(4) = Tar(4)</math>
* Quintitar, <math>f_{C(C(C(C(C(\Omega_{5}2,0),0),0),0),0)}(5) = Tar(5)</math>
* Sextitar, <math>f_{C(C(C(C(C(C(\Omega_{6}2,0),0),0),0),0),0)}(6) = Tar(6)</math>
* Septitar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{7}2,0),0),\cdots ),0)}_{7\text{ C's}}}(7) = Tar(7)</math>
* Octitar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{8}2,0),0),\cdots ),0)}_{8\text{ C's}}}(8) = Tar(8)</math>
* Nonitar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{9}2,0),0),\cdots ),0)}_{9\text{ C's}}}(9) = Tar(9)</math>
* Dekotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10}2,0),0),\cdots ),0)}_{10\text{ C's}}}(10) = Tar(10)</math>
* Hektotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{100}2,0),0),\cdots ),0)}_{100\text{ C's}}}(100) = Tar(100)</math>
* Kilotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{1000}2,0),0),\cdots ),0)}_{1000\text{ C's}}}(1000) = Tar(1000)</math>
* Megotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{6}}2,0),0),\cdots ),0)}_{10^{6}\text{ C's}}}(10^{6}) = Tar(10^{6})</math>
* Gigotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{9}}2,0),0),\cdots ),0)}_{10^{9}\text{ C's}}}(10^{9}) = Tar(10^{9})</math>
* Terotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{12}}2,0),0),\cdots ),0)}_{10^{12}\text{ C's}}}(10^{12}) = Tar(10^{12})</math>
* Petotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{15}}2,0),0),\cdots ),0)}_{10^{15}\text{ C's}}}(10^{15}) = Tar(10^{15})</math>
* Exotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{18}}2,0),0),\cdots ),0)}_{10^{18}\text{ C's}}}(10^{18}) = Tar(10^{18})</math>
* Zettotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{21}}2,0),0),\cdots ),0)}_{10^{21}\text{ C's}}}(10^{21}) = Tar(10^{21})</math>
* Yottotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{24}}2,0),0),\cdots ),0)}_{10^{24}\text{ C's}}}(10^{24}) = Tar(10^{24})</math>
* Ronnotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{27}}2,0),0),\cdots ),0)}_{10^{27}\text{ C's}}}(10^{27}) = Tar(10^{27})</math>
* Quettotar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{10^{30}}2,0),0),\cdots ),0)}_{10^{30}\text{ C's}}}(10^{30}) = Tar(10^{30})</math>
* Unintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{\text{Dekotar}}2,0),0),\cdots ),0)}_{\text{Dekotar C's}}}(\text{Dekotar}) = Tar(Dekotar) = Tar(Tar)</math>
* Bintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{\text{Unintar}}2,0),0),\cdots ),0)}_{\text{Unintar C's}}}(\text{Unintar}) = Tar(Tar(Tar)) = Tar(Tar(Dekotar))</math>
* Trintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{\text{Bintar}}2,0),0),\cdots ),0)}_{\text{Bintar C's}}}(\text{Bintar}) = Tar(Tar(Tar(Tar)))</math>
* Quadrintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{3\text{-intar}}2,0),0),\cdots ),0)}_{3\text{-intar C's}}}(3\text{-intar}) = Tar^{4}(Tar)</math>
* Quintintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{4\text{-intar}}2,0),0),\cdots ),0)}_{4\text{-intar C's}}}(4\text{-intar}) = Tar^{5}(Tar)</math>
* Sextintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{5\text{-intar}}2,0),0),\cdots ),0)}_{5\text{-intar C's}}}(5\text{-intar}) = Tar^{6}(Tar)</math>
* Septintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{6\text{-intar}}2,0),0),\cdots ),0)}_{6\text{-intar C's}}}(6\text{-intar}) = Tar^{7}(Tar)</math>
* Octintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{7\text{-intar}}2,0),0),\cdots ),0)}_{7\text{-intar C's}}}(7\text{-intar}) = Tar^{8}(Tar)</math>
* Nonintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{8\text{-intar}}2,0),0),\cdots ),0)}_{8\text{-intar C's}}}(8\text{-intar}) = Tar^{9}(Tar)</math>
* Dekintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{9\text{-intar}}2,0),0),\cdots ),0)}_{9\text{-intar C's}}}(9\text{-intar}) = Tar^{10}(Tar)</math>
* Hektintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{99\text{-intar}}2,0),0),\cdots ),0)}_{99\text{-intar C's}}}(99\text{-intar}) = Tar^{100}(Tar)</math>
* Kilintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{999\text{-intar}}2,0),0),\cdots ),0)}_{999\text{-intar C's}}}(999\text{-intar}) = Tar^{1000}(Tar)</math>
* Megintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{6}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{6}-1)\text{-intar C's}}}((10^{6}-1)\text{-intar}) = Tar^{10^{6}}(Tar)</math>
* Gigintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{9}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{9}-1)\text{-intar C's}}}((10^{9}-1)\text{-intar}) = Tar^{10^{9}}(Tar)</math>
* Terintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{12}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{12}-1)\text{-intar C's}}}((10^{12}-1)\text{-intar}) = Tar^{10^{12}}(Tar)</math>
* Petintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{15}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{15}-1)\text{-intar C's}}}((10^{15}-1)\text{-intar}) = Tar^{10^{15}}(Tar)</math>
* Exintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{18}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{18}-1)\text{-intar C's}}}((10^{18}-1)\text{-intar}) = Tar^{10^{18}}(Tar)</math>
* Zettintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{21}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{21}-1)\text{-intar C's}}}((10^{21}-1)\text{-intar}) = Tar^{10^{21}}(Tar)</math>
* Yottintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(10^{24}-1)\text{-intar}}2,0),0),\cdots ),0)}_{(10^{24}-1)\text{-intar C's}}}((10^{24}-1)\text{-intar}) = Tar^{10^{24}}(Tar)</math>
* When the death metal music prevail to Armenian toddlers under five in certain isolated areas and cultural divisions during the clash
* Tarintar, <math>f_{\underbrace{C(C(\cdots(C(C(\Omega_{(Dekotar-1)\text{-intar}}2,0),0),\cdots ),0)}_{(Dekotar-1)\text{-intar C's}}}((Dekotar-1)\text{-intar}) = Tar^{Tar}(Tar)</math>
* '''Loader's number''' (output of loader.c), <math>D^5(99)</math>
* Stained Ouija, <math>D^{1729}(10)</math>
* Bashicu matrix number with respect to Bashicu matrix system version 2.3
* ６ (N primitive)
* Y sequence number,  <math>f^{2000}(1)</math>
* <math>\omega-Y</math> sequence number, <math>f^{2000}(1)</math> using <math>f(n) = \omega-Y\ (1,\omega)[n]</math>

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[[分类:经典大数]]