Googolism - Part 6

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Binary phi level

Part 6.1: $f_{ζ_{0}}^{2} (10)$ ~ $f_{ε_{ζ_{0} + 1}}^{2} (10)$

Grand tethracross, E100#^^##100#2
Grand Berlin Wall, E100#^^##100,000,000#2
Fish number 6, $\approx f_{ζ_{0} + 1} (63)$
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: $f_{ε_{ζ_{0} + 1}}^{2} (10)$ ~ $f_{ζ_{1}}^{2} (10)$

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: $f_{ζ_{1}}^{2} (10)$ ~ $f_{η_{0}}^{2} (10)$

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, $f_{ζ_{ζ_{0}}} (10)$
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, $f_{ζ_{ζ_{ζ_{0}}}} (10)$
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, $f_{ζ_{ζ_{ζ_{ζ_{0}}}}} (10)$
Tetrastaculated-tethracross, E100#^^##>#^^##>#^^##>#^^##100
Tethritercross-turreted-tristaculated-tethracross, E100#^^##>#^^##>#^^##>#^^##>#100
Quadrinzet, $f_{η_{0} [5]} (10)$
Pentastaculated-tethracross, E100#^^###5
Quintinzet, $f_{η_{0} [6]} (10)$
Sexastaculated-tethracross, E100#^^###6
Sextinzet, $f_{η_{0} [7]} (10)$
Septastaculated-tethracross, E100#^^###7
Septinzet, $f_{η_{0} [8]} (10)$
Ogdastaculated-tethracross, E100#^^###8
Octinzet, $f_{η_{0} [9]} (10)$
Ennastaculated-tethracross, E100#^^###9
Noninzet / triphi, $f_{η_{0}} (10)$
Dekastaculated-tethracross, E100#^^###10
Dekinzet, $f_{η_{0} [11]} (10)$
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, $f_{η_{0} [101]} (10)$
Kilinzet, $f_{η_{0} [1001]} (10)$
Meginzet, $f_{η_{0} [1 0^{6} + 1]} (10)$
Giginzet, $f_{η_{0} [1 0^{9} + 1]} (10)$
Terinzet, $f_{η_{0} [1 0^{12} + 1]} (10)$
Petinzet, $f_{η_{0} [1 0^{15} + 1]} (10)$
Exinzet, $f_{η_{0} [1 0^{18} + 1]} (10)$
Zettinzet, $f_{η_{0} [1 0^{21} + 1]} (10)$
Yottinzet, $f_{η_{0} [1 0^{24} + 1]} (10)$

Part 6.4: $f_{η_{0}}^{2} (10)$ ~ $f_{ε_{η_{0} + 1}}^{2} (10)$

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: $f_{ε_{η_{0} + 1}}^{2} (10)$ ~ $f_{η_{1}}^{2} (10)$

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: $f_{η_{1}}^{2} (10)$ ~ $f_{ϑ_{0}}^{2} (10)$

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, $f_{η_{η_{0}}} (10)$
Dustaculated-tethracubor, E100#^^###>#^^###100
Terricubed dustaculated-tethracubor, E100(#^^###>#^^###)^^###100
Tethraducubor-turreted-tethracubor, E100#^^###>(#^^###)^^###100
Tethritercubor-turreted-tethracubor, E100#^^###>#^^###>#100
Binet, $f_{η_{η_{η_{0}}}} (10)$
Tristaculated-tethracubor, E100#^^###>#^^###>#^^###100
Trinet, $f_{η_{η_{η_{η_{0}}}}} (10)$
Tetrastaculated-tethracubor, E100#^^###>#^^###>#^^###>#^^###100
Quadrinet, $f_{φ (4, 0) [5]} (10)$
Pentastaculated-tethracubor, E100#^^####5
Quintinet, $f_{φ (4, 0) [6]} (10)$
Hexastaculated-tethracubor, E100#^^####6
Sextinet, $f_{φ (4, 0) [7]} (10)$
Heptastaculated-tethracubor, E100#^^####7
Septinet, $f_{φ (4, 0) [8]} (10)$
Ogdastaculated-tethracubor, E100#^^####8
Octinet, $f_{φ (4, 0) [9]} (10)$
Ennastaculated-tethracubor, E100#^^####9
Noninet / quadriphi, $f_{φ (4, 0)} (10)$
Dekastaculated-tethracubor, E100#^^####10
Dekinet, $f_{φ (4, 0) [11]} (10)$
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, $f_{φ (4, 0) [101]} (10)$
Kilinet, $f_{φ (4, 0) [1001]} (10)$
Meginet, $f_{φ (4, 0) [1 0^{6} + 1]} (10)$
Giginet, $f_{φ (4, 0) [1 0^{9} + 1]} (10)$
Terinet, $f_{φ (4, 0) [1 0^{12} + 1]} (10)$
Petinet, $f_{φ (4, 0) [1 0^{15} + 1]} (10)$
Exinet, $f_{φ (4, 0) [1 0^{18} + 1]} (10)$
Zettinet, $f_{φ (4, 0) [1 0^{21} + 1]} (10)$
Yottinet, $f_{φ (4, 0) [1 0^{24} + 1]} (10)$

Part 6.7: $f_{ϑ_{0}}^{2} (10)$ ~ $f_{ε_{ϑ_{0} + 1}}^{2} (10)$

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: $f_{ε_{ϑ_{0} + 1}}^{2} (10)$ ~ $f_{Π_{0}}^{2} (10)$

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, $f_{φ (5, 0)} (10)$
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: $f_{Π_{0}}^{2} (10)$ ~ $f_{ε_{Π_{0} + 1}}^{2} (10)$

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: $f_{ε_{Π_{0} + 1}}^{2} (10)$ ~ $f_{ϖ_{0}}^{2} (10)$

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, $f_{φ (6, 0)} (10)$
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: $f_{ϖ_{0}}^{2} (10)$ ~ $f_{φ (ω, 0)}^{2} (10)$

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, $f_{φ (7, 0)} (10)$
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, $f_{φ (8, 0)} (10)$
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, $f_{φ (9, 0)} (10)$
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, $f_{φ (10, 0)} (10) = f_{φ (ω, 0)} (10)$
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, $f_{φ (100, 0)} (10)$
Goppatope, 100^^100¹⁰⁰&10
Tethratope / tethrahecton / tethratopos, E100#^^#^#100
Deutero-tethrahecton, E100#^^#^(100)*#^^#^(100)100
Humonurgium, $f_{φ (ω, 0)} (420)$
Kilophi, $f_{φ (1000, 0)} (10)$
Tethrachillion, E100#^^#^#1000
Tethramyrion, E100#^^#^#10000
Megophi, $f_{φ (1 0^{6}, 0)} (10)$
Gigophi, $f_{φ (1 0^{9}, 0)} (10)$
Terophi, $f_{φ (1 0^{12}, 0)} (10)$
Petophi, $f_{φ (1 0^{15}, 0)} (10)$
Exophi, $f_{φ (1 0^{18}, 0)} (10)$
Zettophi, $f_{φ (1 0^{21}, 0)} (10)$
Yottophi, $f_{φ (1 0^{24}, 0)} (10)$

Part 6.12: $f_{φ (ω, 0)}^{2} (10)$ ~ $f_{Γ_{0}}^{2} (10)$

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, $f_{φ (φ (1, 0), 0)} (10)$
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, $f_{φ (φ (φ (1, 0), 0), 0)} (10)$
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, $f_{φ (φ (φ (φ (1, 0), 0), 0), 0)} (10)$
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, $f_{Γ_{0} [6]} (10)$
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, $f_{Γ_{0} [7]} (10)$
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, $f_{Γ_{0} [8]} (10)$
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, $f_{Γ_{0} [9]} (10)$
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, $f_{Γ_{0}} (10)$
Pentabackthulhum, {10,10[1[1\2¬2]2]2}
Tethrinoogarxideck, {100,10[1[1\2¬2]2]2}
Tethrarxideck, E100#^^^#10
Dekinphi, $f_{Γ_{0} [11]} (10)$
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, $X ↑ ↑ ↑ 100 & 10$
Second Kungulus, {100,100,3} & 10
Onii-chan-Giant, E100#^^#^#^^#^#^^#^ ... #^^#^#100 (100 #^^#'s)
Hektinphi, $f_{Γ_{0} [101]} (10)$
Tethrinoogarxigigas, {100,500[1[1\2¬2]2]2}
Tethrarxigigas, E100#^^^#500
Mariupol, $f_{Γ_{0}} (576)$
Tethrinoogarxichill, {100,1000[1[1\2¬2]2]2}
Tethrarxichill, E100#^^^#1,000
Kilinphi, $f_{Γ_{0} [1001]} (10)$
Tethrinoogarximyr, {100,10000[1[1\2¬2]2]2}
Tethrarximyr, E100#^^^#10,000
Tethrarxigong, E100#^^^#100,000
Pentacthulhugong, E100,000#^^^#100,000
Meginphi, $f_{Γ_{0} [1 0^{6} + 1]} (10)$
Tethrinoogarxi-octad, {100,{10,8}[1[1\2¬2]2]2}
Tethrarxi-octad, E100#^^^#100,000,000
Giginphi, $f_{Γ_{0} [1 0^{9} + 1]} (10)$
Great Wall, E100#^^#^^#>#^^#^^#>#^^#^^#>...#^^#^^#>#^^#^^#100 (with 10,000,000,000 #^^#^^#'s)
Terinphi, $f_{Γ_{0} [1 0^{12} + 1]} (10)$
Petinphi, $f_{Γ_{0} [1 0^{15} + 1]} (10)$
Tethrinoogarxi-sedeniad], {100,{10,16}[1[1\2¬2]2]2}
Tethrarxi-sedeniad, E100#^^^#10,000,000,000,000,000
Exinphi, $f_{Γ_{0} [1 0^{18} + 1]} (10)$
Zettinphi, $f_{Γ_{0} [1 0^{21} + 1]} (10)$
Yottinphi, $f_{Γ_{0} [1 0^{24} + 1]} (10)$
Tethrarxigoogliad, E100#^^^#(10¹⁰⁰)
Tethrarxigrangliad, E100#^^^#(E100#100)

Bachmann's collapsing level

Part 6.13: $f_{Γ_{0}}^{2} (10)$ ~ $f_{Γ_{1}}^{2} (10)$

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, $200! [200 (1) 2]$
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, $200! [200, 200 (1) 2]$
Deutero-pentacthulhum, E100#^^^#*#^^^#100
Trito-pentacthulhum, E100#^^^#*#^^^#*#^^^#100
Pentacthulhufact, E100(#^^^#)^#100
Gammatrixul, $200! [200, 200, 200 (1) 2]$
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: $f_{Γ_{1}}^{2} (10)$ ~ $f_{φ (2, 0, 0)}^{2} (10)$

Grand pentacthuldugon, E100(#^^^#)^^^#100#2
Gamthraxul, $200! [200 (1) 3]$
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])⁵
Petahugexul, 200(![200(1)200])⁶
Exahugexul, 200(![200(1)200])⁷
Grand Hugexul, 200(![200(1)200])^{200![200(1)200]+1}
Grand Kilohugexul, 200(![200(1)200])^{(200![200(1)200])![200(1)200]+1}
Grand Megahugexul, 200(![200(1)200])^{((200![200(1)200])![200(1)200])![200(1)200]+1}
Grand Gigahugexul, 200(![200(1)200])^{200(![200(1)200])⁴+1}
Grand Terahugexul, 200(![200(1)200])^{200(![200(1)200])⁵+1}
Grand Petahugexul, 200(![200(1)200])^{200(![200(1)200])⁶+1}
Grand Exahugexul, 200(![200(1)200])^{200(![200(1)200])⁷+1}
Bigrand Hugexul, 200(![200(1)200])^{200(![200(1)200])^{200![200(1)200]+1}+1}
Trigrand Hugexul, 200(![200(1)200])^{200(![200(1)200])^{200(![200(1)200])^{200![200(1)200]+1}+1}+1}
Quadgrand Hugexul, 200(![200(1)200])^{200(![200(1)200])^{200(![200(1)200])^{200(![200(1)200])^{200![200(1)200]+1}+1}+1}+1}
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])^{200![200(1)200,200]+1}
Superior Bigrand Hugexul, 200(![200(1)200,200])^{200(![200(1)200,200])^{200![200(1)200,200]+1}+1}
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, $f_{Γ_{Γ_{0}}} (10)$
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, $f_{Γ_{Γ_{Γ_{0}}}} (10)$
Tristaculated-pentacthulhum, E100#^^^#>#^^^#>#^^^#100
Tringam, $f_{Γ_{Γ_{Γ_{Γ_{0}}}}} (10)$
Tetrastaculated-pentacthulhum, E100#^^^#>#^^^#>#^^^#>#^^^#100
Quadringam, $f_{φ (1, 1, 0) [5]} (10)$
Pentastaculated-pentacthulhum, E100#^^^#>#^^^#>#^^^#>#^^^#>#^^^#100
Quintingam, $f_{φ (1, 1, 0) [6]} (10)$
Sextingam, $f_{φ (1, 1, 0) [7]} (10)$
Septingam, $f_{φ (1, 1, 0) [8]} (10)$
Octingam, $f_{φ (1, 1, 0) [9]} (10)$
Noningam / unaddommthet, $f_{φ (1, 1, 0)} (10)$
Dekingam, $f_{φ (1, 1, 0) [11]} (10)$
Pentacthuloocross, {100,100[1[1\2¬2]1\2]2}
Pentacthulcross, E100#^^^##100
Bungulus (RedBandServerYT) / bikungulus, {100,100²,3} & 10
Hektingam, $f_{φ (1, 1, 0) [101]} (10)$
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])^{200![200(1)200,200,200]+1}
Bisuperior Bigrand Hugexul, 200(![200(1)200,200,200])^{200(![200(1)200,200,200])^{200![200(1)200,200,200]+1}+1}
Kilingam, $f_{φ (1, 1, 0) [1001]} (10)$
Megingam, $f_{φ (1, 1, 0) [1 0^{6} + 1]} (10)$
Gigingam, $f_{φ (1, 1, 0) [1 0^{9} + 1]} (10)$
Teringam, $f_{φ (1, 1, 0) [1 0^{12} + 1]} (10)$
Petingam, $f_{φ (1, 1, 0) [1 0^{15} + 1]} (10)$
Exingam, $f_{φ (1, 1, 0) [1 0^{18} + 1]} (10)$
Zettingam, $f_{φ (1, 1, 0) [1 0^{21} + 1]} (10)$
Yottingam, $f_{φ (1, 1, 0) [1 0^{24} + 1]} (10)$
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, $f_{φ (1, 2, 0)} (10)$
Pentacthuloocubor, {100,100[1[1\2¬2]1\1\2]2}
Pentacthulcubor, E100#^^^###100
Pentacthulitercubor, E100#^^^###>#100
Dustaculated-pentacthulcubor, E100#^^^###>#^^^###100
Traddommthet, $f_{φ (1, 3, 0)} (10)$
Pentacthulteron, E100#^^^####100
Quadraddommthet, $f_{φ (1, 4, 0)} (10)$
Pentacthulpeton, E100#^^^#^#5
Quintaddommthet, $f_{φ (1, 5, 0)} (10)$
Pentacthulhexon, E100#^^^#^#6
Sextaddommthet, $f_{φ (1, 6, 0)} (10)$
Pentacthulhepton, E100#^^^#^#7
Septaddommthet, $f_{φ (1, 7, 0)} (10)$
Pentacthul-ogdon, E100#^^^#^#8
Octaddommthet, $f_{φ (1, 8, 0)} (10)$
Pentacthulennon, E100#^^^#^#9
Nonaddommthet, $f_{φ (1, 9, 0)} (10)$
Pentacthuloodekon, {100,100[1[1\2¬2]1\1\1\1\1\1\1\1\1\2]2}
Pentacthuldekon, E100#^^^#^#10
Dekaddommthet, $f_{φ (1, ω, 0)} (10)$
Pentacthulootope, {100,100[1[1\2¬2]1[2¬2]2]2}
Pentacthultope / pentacthulhecton, E100#^^^#^#100
Hektaddommthet, $f_{φ (1, 100, 0)} (10)$
Kiladdommthet, $f_{φ (1, 1000, 0)} (10)$
Megaddommthet, $f_{φ (1, 1 0^{6}, 0)} (10)$
Gigaddommthet, $f_{φ (1, 1 0^{9}, 0)} (10)$
Teraddommthet, $f_{φ (1, 1 0^{12}, 0)} (10)$
Petaddommthet, $f_{φ (1, 1 0^{15}, 0)} (10)$
Exaddommthet, $f_{φ (1, 1 0^{18}, 0)} (10)$
Zettaddommthet, $f_{φ (1, 1 0^{21}, 0)} (10)$
Yottaddommthet, $f_{φ (1, 1 0^{24}, 0)} (10)$
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, $X ↑ ↑ ↑ ↑ 100 & 10$

Part 6.15: $f_{φ (2, 0, 0)}^{2} (10)$ ~ $f_{φ (ω, 0, 0)}^{2} (10)$

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])^{200![200(1)200(1)200]+1}
Grand Kilohugebixul, 200(![200(1)200(1)200])^{(200![200(1)200(1)200])![200(1)200(1)200]+1}
Grand Megahugebixul, 200(![200(1)200(1)200])^{((200![200(1)200(1)200])![200(1)200(1)200])![200(1)200(1)200]+1}
Grand Gigahugebixul, 200(![200(1)200(1)200])^{200(![200(1)200(1)200])⁴+1}
Bigrand Hugebixul, 200(![200(1)200(1)200])^{200(![200(1)200(1)200])^{200![200(1)200(1)200]+1}+1}
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])^{200![200(1)200(1)200,200]+1}
Superior Grand Kilohugebixul, 200(![200(1)200(1)200,200])^{(200![200(1)200(1)200,200])![200(1)200(1)200,200]+1}
Superior Grand Megahugebixul, 200(![200(1)200(1)200,200])^{200(![200(1)200(1)200,200])³+1}
Superior Bigrand Hugebixul, 200(![200(1)200(1)200,200])^{200(![200(1)200(1)200,200])^{200![200(1)200(1)200,200]+1}+1}
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])^{200![200(1)200(1)200,200,200]+1}
Bisuperior Grand Kilohugebixul, 200(![200(1)200(1)200,200,200])^{(200![200(1)200(1)200,200,200])![200(1)200(1)200,200,200]+1}
Bisuperior Grand Megahugebixul, 200(![200(1)200(1)200,200,200])^{200(![200(1)200(1)200,200,200])³+1}
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, ${X, 100, 5} & 10$
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])⁴
Grand Hugetrixul, 200(![200(1)200(1)200(1)200])^{200![200(1)200(1)200(1)200]+1}
Grand Kilohugetrixul, 200(![200(1)200(1)200(1)200])^{(200![200(1)200(1)200(1)200])![200(1)200(1)200(1)200]+1}
Grand Megahugetrixul, 200(![200(1)200(1)200(1)200])^{200(![200(1)200(1)200(1)200])³+1}
Grand Gigahugetrixul, 200(![200(1)200(1)200(1)200])^{200(![200(1)200(1)200(1)200])⁴+1}
Bigrand Hugetrixul, 200(![200(1)200(1)200(1)200])^{200(![200(1)200(1)200(1)200])^{200![200(1)200(1)200(1)200]+1}+1}
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])^{200![200(1)200(1)200(1)200,200]+1}
Superior Grand Kilohugetrixul, 200(![200(1)200(1)200(1)200,200])^{200(![200(1)200(1)200(1)200,200])²+1}
Superior Grand Megahugetrixul, 200(![200(1)200(1)200(1)200,200])^{200(![200(1)200(1)200(1)200,200])³+1}
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])^{200![200(1)200(1)200(1)200,200,200]+1}
Bisuperior Grand Kilohugetrixul, 200(![200(1)200(1)200(1)200,200,200])^{200(![200(1)200(1)200(1)200,200,200])²+1}
Bisuperior Grand Megahugetrixul, 200(![200(1)200(1)200(1)200,200,200])^{200(![200(1)200(1)200(1)200,200,200])³+1}
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])⁴
Grand Hugequaxul, 200(![200(1)200(1)200(1)200(1)200])^{200![200(1)200(1)200(1)200(1)200]+1}
Grand Kilohugequaxul, 200(![200(1)200(1)200(1)200(1)200])^{(200![200(1)200(1)200(1)200(1)200])![200(1)200(1)200(1)200(1)200]+1}
Grand Megahugequaxul, 200(![200(1)200(1)200(1)200(1)200])^{200(![200(1)200(1)200(1)200(1)200])³+1}
Grand Gigahugequaxul, 200(![200(1)200(1)200(1)200(1)200])^{200(![200(1)200(1)200(1)200(1)200])⁴+1}
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])³
Superior Grand Hugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])^{200![200(1)200(1)200(1)200(1)200,200]+1}
Superior Grand Kilohugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])^{200(![200(1)200(1)200(1)200(1)200,200])²+1}
Superior Grand Megahugequaxul, 200(![200(1)200(1)200(1)200(1)200,200])^{200(![200(1)200(1)200(1)200(1)200,200])³+1}
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])³
Bisuperior Grand Hugequaxul, 200(![200(1)200(1)200(1)200(1)200,200,200])^{200![200(1)200(1)200(1)200(1)200,200,200]+1}
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: $f_{φ (ω, 0, 0)}^{2} (10)$ ~ $f_{φ (1, 0, 0, 0)}^{2} (10)$

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, $f_{θ (Ω^{2}, 0)} (10)$
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: $f_{φ (1, 0, 0, 0)}^{2} (10)$ ~ $f_{φ (1, 0, 0, 0, 0)}^{2} (10)$

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
Tweilasphemorgue, E100{{#,#,1,2},100,1,2}100
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
Blasphemorguliterator, E100#{{1}}#>#100
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])⁵
Petaenormaxul, 200(![200(2)200])⁶
Exaenormaxul, 200(![200(2)200])⁷
Grand Enormaxul, 200(![200(2)200])^{200![200(2)200]+1}
Grand Kiloenormaxul, 200(![200(2)200])^{(200![200(2)200])![200(2)200]+1}
Grand Megaenormaxul, 200(![200(2)200])^{((200![200(2)200])![200(2)200])![200(2)200]+1}
Grand Gigaenormaxul, 200(![200(2)200])^{200(![200(2)200])⁴+1}
Grand Teraenormaxul, 200(![200(2)200])^{200(![200(2)200])⁵+1}
Grand Petaenormaxul, 200(![200(2)200])^{200(![200(2)200])⁶+1}
Grand Exaenormaxul, 200(![200(2)200])^{200(![200(2)200])⁷+1}
Bigrand Enormaxul, 200(![200(2)200])^{200(![200(2)200])^{200![200(2)200]+1}+1}
Bigrand Kiloenormaxul, 200(![200(2)200])^{200(![200(2)200])^{(200![200(2)200])![200(2)200]+1}+1}
Bigrand Megaenormaxul, 200(![200(2)200])^{200(![200(2)200])^{((200![200(2)200])![200(2)200])![200(2)200]+1}+1}
Trigrand Enormaxul, 200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])^{200![200(2)200]+1}+1}+1}
Trigrand Kiloenormaxul, 200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])²+1}+1}+1}
Trigrand Megaenormaxul, 200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])³+1}+1}+1}
Quadgrand Enormaxul, 200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])^{200(![200(2)200])^{200![200(2)200]+1}+1}+1}+1}
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])^{200![200(2)200,200]+1}
Superior Grand Kiloenormaxul, 200(![200(2)200,200])^{(200![200(2)200,200])![200(2)200,200]+1}
Superior Grand Megaenormaxul, 200(![200(2)200,200])^{((200![200(2)200,200])![200(2)200,200])![200(2)200,200]+1}
Superior Grand Gigaenormaxul, 200(![200(2)200,200])^{(((200![200(2)200,200])![200(2)200,200])![200(2)200,200])![200(2)200,200]+1}
Superior Bigrand Enormaxul, 200(![200(2)200,200])^{200(![200(2)200,200])^{200![200(2)200,200]+1}+1}
Superior Trigrand Enormaxul, 200(![200(2)200,200])^{200(![200(2)200,200])^{200(![200(2)200,200])^{200![200(2)200,200]+1}+1}+1}
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])^{200![200(2)200,200,200]+1}
Bisuperior Grand Kiloenormaxul, 200(![200(2)200,200,200])^{(200![200(2)200,200,200])![200(2)200,200,200]+1}
Bisuperior Grand Megaenormaxul, 200(![200(2)200,200,200])^{200(![200(2)200,200,200])³+1}
Bisuperior Grand Gigaenormaxul, 200(![200(2)200,200,200])^{200(![200(2)200,200,200])⁴+1}
Bisuperior Bigrand Enormaxul, 200(![200(2)200,200,200])^{200(![200(2)200,200,200])^{200![200(2)200,200,200]+1}+1}
Bisuperior Trigrand Enormaxul
Ludicriss, E100&(1)100
Grand ludicriss, E100&(1)100#2
Blasphemorgulcross, E100#{{1}}##100
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, E100#{{1}}###100
Astralthrathoth, E100#*^^#100
Blasphemorgultope, E100#{{1}}#^#100
Blasphemorgularxitri, E100#{{1}}#{{1}}#100
Blasphemordeugulus, E100#{{2}}#100
Mulporatrix, {10,100,2,2} & 10
Tethrathoth-carta-blasphemordeugulus, E100#{{2}}#100#^^#100
Pentacthulhum-carta-blasphemordeugulus, E100#{{2}}#100#^^^#100
Hexacthulhum-carta-blasphemordeugulus, E100#{{2}}#100#^^^^#100
Godsgodgulus-carta-blasphemordeugulus, E100#{{2}}#100#{#}#100
Blasphemorgulus-carta-blasphemordeugulus, E100#{{2}}#100#{{1}}#100
Blasphemordeugulus-by-deuteron, E100#{{2}}#100#{{2}}#100
Blasphemordeugulus-by-triton, E100#{{2}}#100#{{2}}#100#{{2}}#100
Blasphemordeugulus-by-teterton, E100#{{2}}#100#{{2}}#100#{{2}}#100#{{2}}#100
Blasphemordeugulus-by-hyperion, E100#{{2}}#*#100
Blasphemortrigulus, E100#{{3}}#100
Humingulus, {10,10,100,2} & 10
Deusus-godsgodgogle, E100#{{#}}#100
Gongultreus, {10,100,1,3} & 10
Trilasphemorgulus / Blasphemorguldeus, E100#{{{1}}}#100
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])^{200![200(2)200(2)200]+1}
Grand Kiloenormabixul, 200(![200(2)200(2)200])^{(200![200(2)200(2)200])![200(2)200(2)200]+1}
Grand Megaenormabixul, 200(![200(2)200(2)200])^{((200![200(2)200(2)200])![200(2)200(2)200])![200(2)200(2)200]+1}
Grand Gigaenormabixul, 200(![200(2)200(2)200])^{200(![200(2)200(2)200])⁴+1}
Bigrand Enormabixul, 200(![200(2)200(2)200])^{200(![200(2)200(2)200])^{200![200(2)200(2)200]+1}+1}
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])^{200![200(2)200(2)200,200]+1}
Superior Grand Kiloenormabixul, 200(![200(2)200(2)200,200])^{(200![200(2)200(2)200,200])![200(2)200(2)200,200]+1}
Superior Grand Megaenormabixul, 200(![200(2)200(2)200,200])^{200(![200(2)200(2)200,200])³+1}
Superior Bigrand Enormabixul, 200(![200(2)200(2)200,200])^{200(![200(2)200(2)200,200])^{200![200(2)200(2)200,200]+1}+1}
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])^{200![200(2)200(2)200,200,200]+1}
Bisuperior Grand Kiloenormabixul, 200(![200(2)200(2)200,200,200])^{(200![200(2)200(2)200,200,200])![200(2)200(2)200,200,200]+1}
Bisuperior Grand Megaenormabixul, 200(![200(2)200(2)200,200,200])^{200(![200(2)200(2)200,200,200])³+1}
Bisuperior Bigrand Enormabixul
Blasphemordeuguldeus, E100#{{{2}}}#100
Treusus-godsgodgogle, E100#{{{#}}}#100
Humangulus, {10,10,100,3} & 10
Blasphemorgultruce, E100#{{{{1}}}}#100
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])⁴
Grand Enormatrixul, 200(![200(2)200(2)200(2)200])^{200![200(2)200(2)200(2)200]+1}
Grand Kiloenormatrixul, 200(![200(2)200(2)200(2)200])^{(200![200(2)200(2)200(2)200])![200(2)200(2)200(2)200]+1}
Grand Megaenormatrixul, 200(![200(2)200(2)200(2)200])^{200(![200(2)200(2)200(2)200])³+1}
Grand Gigaenormatrixul, 200(![200(2)200(2)200(2)200])^{200(![200(2)200(2)200(2)200])⁴+1}
Bigrand Enormatrixul, 200(![200(2)200(2)200(2)200])^{200(![200(2)200(2)200(2)200])^{200![200(2)200(2)200(2)200]+1}+1}
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])^{200![200(2)200(2)200(2)200,200]+1}
Superior Grand Kiloenormatrixul, 200(![200(2)200(2)200(2)200,200])^{200(![200(2)200(2)200(2)200,200])²+1}
Superior Grand Megaenormatrixul, 200(![200(2)200(2)200(2)200,200])^{200(![200(2)200(2)200(2)200,200])³+1}
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])^{200![200(2)200(2)200(2)200,200,200]+1}
Bisuperior Grand Kiloenormatrixul, 200(![200(2)200(2)200(2)200,200,200])^{200(![200(2)200(2)200(2)200,200,200])²+1}
Bisuperior Grand Megaenormatrixul, 200(![200(2)200(2)200(2)200,200,200])^{200(![200(2)200(2)200(2)200,200,200])³+1}
Bisuperior Bigrand Enormatrixul
Quadeusus-godsgodgogle, E100#{{{{#}}}}#100
Humeengulus, {10,10,100,4} & 10
Blasphemorgulquad, E100#{{{{{1}}}}}#100
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])⁴
Grand Enormaquaxul, 200(![200(2)200(2)200(2)200(2)200])^{200![200(2)200(2)200(2)200(2)200]+1}
Grand Kiloenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])^{200(![200(2)200(2)200(2)200(2)200])²+1}
Grand Megaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])^{200(![200(2)200(2)200(2)200(2)200])³+1}
Grand Gigaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200])^{200(![200(2)200(2)200(2)200(2)200])⁴+1}
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])³
Superior Grand Enormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])^{200![200(2)200(2)200(2)200(2)200,200]+1}
Superior Grand Kiloenormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])^{200(![200(2)200(2)200(2)200(2)200,200])²+1}
Superior Grand Megaenormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200])^{200(![200(2)200(2)200(2)200(2)200,200])³+1}
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])³
Bisuperior Grand Enormaquaxul, 200(![200(2)200(2)200(2)200(2)200,200,200])^{200![200(2)200(2)200(2)200(2)200,200,200]+1}
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, $f_{θ (Ω^{3}, 0)} (10)$
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: $f_{φ (1, 0, 0, 0, 0)}^{2} (10)$ ~ $f_{ψ_{0} (Ω^{Ω^{ω}})}^{2} (10)$

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, $f_{θ (Ω^{4}, 0)} (10)$
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, $f_{θ (Ω^{5}, 0)} (10)$
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, $f_{θ (Ω^{6}, 0)} (10)$
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, $f_{θ (Ω^{7}, 0)} (10)$
Ogcredulus, {10,10,10,10,10,10,10,10,100} & 10
Lineatrix, 10 & 10 & 10
Octexommthet, $f_{θ (Ω^{8}, 0)} (10)$
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, $f_{θ (Ω^{9}, 0)} (10)$
Decredulus, {10,10,10,10,10,10,10,10,10,10,100} & 10
Dekexommthet, $f_{θ (Ω^{10}, 0)} (10)$
Small veblasphemorbackulus, {10,10[1[1\1,2¬2]2]2}
Ominongoogol, {100,100[1[1\1,2¬2]2]2}
Goobawamba, ${10, 100 (1) 2} & 10$
Small veblasphemorgoogol, {100,100[1[1\1,2¬2]2]2}
Hektexommthet, $f_{θ (Ω^{100}, 0)} (10)$
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])⁵
Petadestruxul, 200(![200(200)200])⁶
Exadestruxul, 200(![200(200)200])⁷
Grand Destruxul, 200(![200(200)200])^{200![200(200)200]+1}
Grand Kilodestruxul, 200(![200(200)200])^{(200![200(200)200])![200(200)200]+1}
Grand Megadestruxul, 200(![200(200)200])^{((200![200(200)200])![200(200)200])![200(200)200]+1}
Grand Gigadestruxul, 200(![200(200)200])^{200(![200(200)200])⁴+1}
Grand Teradestruxul, 200(![200(200)200])^{200(![200(200)200])⁵+1}
Grand Petadestruxul, 200(![200(200)200])^{200(![200(200)200])⁶+1}
Grand Exadestruxul, 200(![200(200)200])^{200(![200(200)200])⁷+1}
Bigrand Destruxul, 200(![200(200)200])^{200(![200(200)200])^{200![200(200)200]+1}+1}
Bigrand Kilodestruxul, 200(![200(200)200])^{200(![200(200)200])^{(200![200(200)200])![200(200)200]+1}+1}
Bigrand Megadestruxul, 200(![200(200)200])^{200(![200(200)200])^{((200![200(200)200])![200(200)200])![200(200)200]+1}+1}
Trigrand Destruxul, 200(![200(200)200])^{200(![200(200)200])^{200(![200(200)200])^{200![200(200)200]+1}+1}+1}
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])^{200![200(200)200(200)200]+1}
Great Grand Kilodestruxul, 200(![200(200)200(200)200])^{(200![200(200)200(200)200])![200(200)200(200)200]+1}
Great Grand Megadestruxul, 200(![200(200)200(200)200])^{200(![200(200)200(200)200])³+1}
Great Grand Gigadestruxul, 200(![200(200)200(200)200])^{200(![200(200)200(200)200])⁴+1}
Great Bigrand Destruxul, 200(![200(200)200(200)200])^{200(![200(200)200(200)200])^{200![200(200)200(200)200]+1}+1}
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])^{200![200(200)200(200)200(200)200]+1}
Bigreat Grand Kilodestruxul, 200(![200(200)200(200)200(200)200])^{200(![200(200)200(200)200(200)200])²+1}
Bigreat Grand Megadestruxul, 200(![200(200)200(200)200(200)200])^{200(![200(200)200(200)200(200)200])³+1}
Bigreat Grand Gigadestruxul, 200(![200(200)200(200)200(200)200])^{200(![200(200)200(200)200(200)200])⁴+1}
Bigreat Bigrand Destruxul
Bigreat Trigrand Destruxul
Võro, $f_{ψ_{0} (Ω^{Ω^{ω}})} (420)$ in the fast-growing hierarchy (using the extended Buchholz's function, ψ0(Ω^Ω^ω) denotes the small Veblen ordinal)
Kilexommthet, $f_{θ (Ω^{1000}, 0)} (10)$
Megexommthet, $f_{θ (Ω^{1 0^{6}}, 0)} (10)$
Pseudomonarchia daemonum, E100#{#,#(1)2}44,435,622
Gigexommthet, $f_{θ (Ω^{1 0^{9}}, 0)} (10)$
Terexommthet, $f_{θ (Ω^{1 0^{12}}, 0)} (10)$
Petexommthet, $f_{θ (Ω^{1 0^{15}}, 0)} (10)$
Exexommthet, $f_{θ (Ω^{1 0^{18}}, 0)} (10)$
Zettexommthet, $f_{θ (Ω^{1 0^{21}}, 0)} (10)$
Yottexommthet, $f_{θ (Ω^{1 0^{24}}, 0)} (10)$
Dorsatrix, ${10, (1 0^{100}) (1) 2} & 10$
Lineatrixplex, {10,lineatrix(1)2} & 10

Part 6.19: $f_{ψ_{0} (Ω^{Ω^{ω}})}^{2} (10)$ ~ $f_{ψ_{0} (Ω^{Ω^{Ω}})}^{2} (10)$

Grand ominongulus, E100{#,#(1)2}100#2
Grangol-carta-ominongulus, E100{#,#(1)2}100#100
Bird's number, $\approx f_{ϑ (Ω^{ω}) + 2} (f_{ϑ (Ω^{ω}) + 1} (f_{ϑ (Ω^{ω})} (f_{ϑ (Ω^{ω})} (7))))$
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[10¹⁰⁰])
Factoree, (TREE[200!] = TREE(7.88657867365 × 10³⁷⁴])
Apple Tree (TREE[Apple])
Fresh Xeno-Nobel-Multidimensional Stardust Onion from the future (TREE[g_onion])
Egg Salad (TREE[g_{{Egg,Egg(Egg,Egg)Egg,Egg}!^{10^10¹⁰⁰}}])
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])³
Gigadestrubixul, 200(![200([200(200)200])200])⁴
Grand Destrubixul, 200(![200([200(200)200])200])^{200![200([200(200)200])200]+1}
Grand Kilodestrubixul, 200(![200([200(200)200])200])^{(200![200([200(200)200])200])![200([200(200)200])200]+1}
Grand Megadestrubixul, 200(![200([200(200)200])200])^{200(![200([200(200)200])200])³+1}
Grand Gigadestrubixul, 200(![200([200(200)200])200])^{200(![200([200(200)200])200])⁴+1}
Bigrand Destrubixul, 200(![200([200(200)200])200])^{200(![200([200(200)200])200])^{200![200([200(200)200])200]+1}+1}
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])²
Great Megadestrubixul, 200(![200([200(200)200(200)200])200(200)200])³
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])²
Bigreat Megadestrubixul, 200(![200([200(200)200(200)200(200)200])200(200)200(200)200])³
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])²
Megadestrutrixul, 200(![200([200([200(200)200])200])200])³
Gigadestrutrixul, 200(![200([200([200(200)200])200])200])⁴
Grand Destrutrixul, 200(![200([200([200(200)200])200])200])^{200![200([200([200(200)200])200])200]+1}
Grand Kilodestrutrixul, 200(![200([200([200(200)200])200])200])^{200(![200([200([200(200)200])200])200])²+1}
Grand Megadestrutrixul, 200(![200([200([200(200)200])200])200])^{200(![200([200([200(200)200])200])200])³+1}
Grand Gigadestrutrixul, 200(![200([200([200(200)200])200])200])^{200(![200([200([200(200)200])200])200])⁴+1}
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])²
Great Megadestrutrixul, 200(![200([200([200(200)200(200)200])200(200)200])200(200)200])³
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])²
Bigreat Megadestrutrixul, 200(![200([200([200(200)200(200)200(200)200])200(200)200(200)200])200(200)200(200)200])³
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])²
Megadestruquaxul, 200(![200([200([200([200(200)200])200])200])200])³
Gigadestruquaxul, 200(![200([200([200([200(200)200])200])200])200])⁴
Grand Destruquaxul, 200(![200([200([200([200(200)200])200])200])200])^{200![200([200([200([200(200)200])200])200])200]+1}
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])²
Great Megadestruquaxul, 200(![200([200([200([200(200)200(200)200])200(200)200])200(200)200])200(200)200])³
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])²
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])³
Bigreat Grand Destruquaxul
Bigreat Grand Kilodestruquaxul
Bigreat Grand Megadestruquaxul
Bigreat Bigrand Destruquaxul
Bitetrommthet, $f_{θ (Ω^{Ω}, 0)} (10)$
Gibbawamba, ${10, 100, 2 (1) 2} & 10$
Little birdie, {100,100[1[1\1\2¬2]2]2}
Białystok, $f_{ψ_{0} (Ω^{Ω^{Ω}})} (576)$

Part 6.20: $f_{ψ_{0} (Ω^{Ω^{Ω}})}^{2} (10)$ ~ $f_{ψ_{0} (ε_{Ω + 1})}^{2} (10)$

Gabbawamba, ${10, 100, 3 (1) 2} & 10$
Geebawamba, ${10, 100, 4 (1) 2} & 10$
Gibawamba, ${10, 100, 5 (1) 2} & 10$
Gobbawamba, ${10, 100, 6 (1) 2} & 10$
Gabawamba, ${10, 100, 7 (1) 2} & 10$
Boobawamba, ${10, 10, 100 (1) 2} & 10$
Corporawamba, ${10, 100, 1, 2 (1) 2} & 10$
Mulporawamba, ${10, 100, 2, 2 (1) 2} & 10$
Powporawamba, ${10, 100, 3, 2 (1) 2} & 10$
Terporawamba, ${10, 100, 4, 2 (1) 2} & 10$
Pepporawamba, ${10, 100, 5, 2 (1) 2} & 10$
Hexporawamba, ${10, 100, 6, 2 (1) 2} & 10$
Bibbawamba, ${10, 10, 100, 2 (1) 2} & 10$
Corplodawamba, ${10, 100, 1, 3 (1) 2} & 10$
Babbawamba, ${10, 10, 100, 3 (1) 2} & 10$
Cordetawamba, ${10, 100, 1, 4 (1) 2} & 10$
Beebawamba, ${10, 10, 100, 4 (1) 2} & 10$
Bibawamba, ${10, 10, 100, 5 (1) 2} & 10$
Bobbawamba, ${10, 10, 100, 6 (1) 2} & 10$
Babawamba, ${10, 10, 100, 7 (1) 2} & 10$
Troobawamba, ${10, 10, 10, 100 (1) 2} & 10$
Tribbawamba, ${10, 10, 10, 100, 2 (1) 2} & 10$
Trabbawamba, ${10, 10, 10, 100, 3 (1) 2} & 10$
Treebawamba, ${10, 10, 10, 100, 4 (1) 2} & 10$
Quadroobawamba, ${10, 10, 10, 10, 100 (1) 2} & 10$
Quintoobawamba, ${10, 10, 10, 10, 10, 100 (1) 2} & 10$
Sextoobawamba, ${10, 10, 10, 10, 10, 10, 100 (1) 2} & 10$
Goobawantra, ${10, 100 (1) 3} & 10$
Gibbawantra, ${10, 100, 2 (1) 3} & 10$
Gabbawantra, ${10, 100, 3 (1) 3} & 10$
Geebawantra, ${10, 100, 4 (1) 3} & 10$
Gibawantra, ${10, 100, 5 (1) 3} & 10$
Gobbawantra, ${10, 100, 6 (1) 3} & 10$
Gabawantra, ${10, 100, 7 (1) 3} & 10$
Boobawantra, ${10, 10, 100 (1) 3} & 10$
Troobawantra, ${10, 10, 10, 100 (1) 3} & 10$
Quadroobawantra, ${10, 10, 10, 10, 100 (1) 3} & 10$
Goobawanquadra, ${10, 100 (1) 4} & 10$
Boobawanquadra, ${10, 10, 100 (1) 4} & 10$
Troobawanquadra, ${10, 10, 10, 100 (1) 4} & 10$
Goobawanquinta, ${10, 100 (1) 5} & 10$
Emperatrix, ${10, 10 (1) 10} & 10$
Gossablossla, ${10, 10 (1) 100} & 10$
Hecatonchirechelon, E100{#,#(1)#}100
Gissablossla, ${10, 10 (1) 100, 2} & 10$
Gassablossla, ${10, 10 (1) 100, 3} & 10$
Geesablossla, ${10, 10 (1) 100, 4} & 10$
Gussablossla, ${10, 10 (1) 100, 5} & 10$
Hyperlatrix, ${10, 10 (1) 10, 10} & 10$
Mossablossla, ${10, 10 (1) 10, 100} & 10$
Missablossla, ${10, 10 (1) 10, 100, 2} & 10$
Massablossla, ${10, 10 (1) 10, 100, 3} & 10$
Meesablossla, ${10, 10 (1) 10, 100, 4} & 10$
Mussablossla, ${10, 10 (1) 10, 100, 5} & 10$
Bossablossla, ${10, 10 (1) 10, 10, 100} & 10$
Bissablossla, ${10, 10 (1) 10, 10, 100, 2} & 10$
Bassablossla, ${10, 10 (1) 10, 10, 100, 3} & 10$
Beesablossla, ${10, 10 (1) 10, 10, 100, 4} & 10$
Trossablossla, ${10, 10 (1) 10, 10, 10, 100} & 10$
Quadrossablossla, ${10, 10 (1) 10, 10, 10, 10, 100} & 10$
Quintossablossla, ${10, 10 (1) 10, 10, 10, 10, 10, 100} & 10$
Sextossablossla, ${10, 10 (1) 10, 10, 10, 10, 10, 10, 100} & 10$
Diteratrix, ${10, 10 (1) (1) 2} & 10$
Goobaduamba, ${10, 100 (1) (1) 2} & 10$
Gibbaduamba, ${10, 100, 2 (1) (1) 2} & 10$
Goobaduantra, ${10, 100 (1) (1) 3} & 10$
Goobaduanquadra, ${10, 100 (1) (1) 4} & 10$
Admiratrix, ${10, 10 (1) (1) 10} & 10$
Dutridecatrix, ${10, 3 (2) 2} & 10$
Mega Super Even More Godder Tritri, 3 [3 {3 <3 / 3 / 3> 3} 3] 3
Triteratrix, ${10, 10 (1) (1) (1) 2} & 10$
Goobatriombia, ${10, 100 (1) (1) (1) 2} & 10$
Goobatriontria, ${10, 100 (1) (1) (1) 2} & 10$
Goobaquardimbia, ${10, 100 (1) (1) (1) (1) 2} & 10$
Goobaquindingia, ${10, 100 (1) (1) (1) (1) (1) 2} & 10$
Goobasesixtia, ${10, 100 \underset{6 (1)'s}{\underset{⏟}{(1) (1) \dots (1) (1)}} 2} & 10$
Goobasebiptia, ${10, 100 \underset{7 (1)'s}{\underset{⏟}{(1) (1) \dots (1) (1)}} 2} & 10$
Goobagogdiktia, ${10, 100 \underset{8 (1)'s}{\underset{⏟}{(1) (1) \dots (1) (1)}} 2} & 10$
Goobanogdiktia, ${10, 100 \underset{9 (1)'s}{\underset{⏟}{(1) (1) \dots (1) (1)}} 2} & 10$
Xaplorgulus, ${10, 10 (2) 2} & 10$
Goobadektimtia, ${10, 100 \underset{10 (1)'s}{\underset{⏟}{(1) (1) \dots (1) (1)}} 2} & 10$
Goxxogogulus, E100{100x100&#}100
Goxxablorg, ${10, 100 (2) 2} & 10$
Gixxablorg, ${10, 100, 2 (2) 2} & 10$
Gaxxablorg, ${10, 100, 2 (2) 2} & 10$
Boxxablorg, ${10, 10, 100 (2) 2} & 10$
Troxxablorg, ${10, 10, 10, 100 (2) 2} & 10$
Grand xaplorgulus, ${10, 10 (2) 3} & 10$
Gooxadworg, ${10, 100 (2) (2) 2} & 10$
Goxxathrorg, ${10, 100 (2) (2) (2) 2} & 10$
Goxxaquorg, ${10, 100 (2) (2) (2) (2) 2} & 10$
Cosslorgulus, ${10, 10 (3) 2} & 10$
Cloxxogogulus, E100{100x100x100&#}100
Coxxablorg, ${10, 100 (3) 2} & 10$
Coxxadworg, ${10, 100 (3) (3) 2} & 10$
Coxxathrorg, ${10, 100 (3) (3) (3) 2} & 10$
Coxxaquorg, ${10, 100 (3) (3) (3) (3) 2} & 10$
Tesslorgulus, ${10, 10 (4) 2} & 10$
Teroxxogogulus, E100{100^4&#}100
Toxxablorg, ${10, 100 (4) 2} & 10$
Pesslorgulus, ${10, 10 (5) 2} & 10$
Poxxablorg, ${10, 100 (5) 2} & 10$
Hesslorgulus, ${10, 10 (6) 2} & 10$
Hexxablorg, ${10, 100 (6) 2} & 10$
Zesslorgulus, ${10, 10 (7) 2} & 10$
Zexxablorg, ${10, 100 (7) 2} & 10$
Yosslorgulus, ${10, 10 (8) 2} & 10$
Yoxxablorg, ${10, 100 (8) 2} & 10$
Brosslorgulus, ${10, 10 (9) 2} & 10$
Broxxablorg, ${10, 100 (9) 2} & 10$
Gosslorgulus, ${10, 10 (10) 2} & 10$
Gexxablorg, ${10, 100 (10) 2} & 10$
Cosmatrix, ${10, 10 (10) 10} & 10$
Mosslorgulus, ${10, 10 (20) 2} & 10$
Hasslorgulus, ${10, 10 (30) 2} & 10$
Kysslorgulus, ${10, 10 (40) 2} & 10$
Pisslorgulus, ${10, 10 (50) 2} & 10$
Sasslorgulus, ${10, 10 (60) 2} & 10$
Pexxlorgulus, ${10, 10 (70) 2} & 10$
Nisslorgulus, ${10, 10 (80) 2} & 10$
Zozzlorgulus, ${10, 10 (90) 2} & 10$
Golapulus / Alphlorgulus, ${10, 10 (100) 2} & 10$
Brobdingnagongule, E100{100^100&#}100
Besslorgulus, ${10, 10 (200) 2} & 10$
Gasslorgulus, ${10, 10 (300) 2} & 10$
Desslorgulus, ${10, 10 (400) 2} & 10$
Zitrite, $f_{ψ_{0} (Ω^{Ω^{Ω^{ω}}})} (420)$ in the fast-growing hierarchy (using the extended Buchholz's function)
Thesslorgulus, ${10, 10 (500) 2} & 10$
Iottlorgulus, ${10, 10 (600) 2} & 10$
Kapplorgulus, ${10, 10 (700) 2} & 10$
Lasslorgulus, ${10, 10 (800) 2} & 10$
Sigglorgulus, ${10, 10 (900) 2} & 10$
Tritetrommthet, $f_{θ (Ω^{Ω^{Ω}}, 0)} (10)$
Ginglapulus, ${10, 100 (0, 2) 2} & 10$
Belgorod, $f_{ψ_{0} (Ω^{Ω^{Ω^{Ω}}})} (576) = f_{ψ_{0} (ψ_{1}^{5} (0))} (576)$ in the fast-growing hierarchy (using the extended Buchholz's function)
Ganglapulus, ${10, 100 (0, 3) 2} & 10$
Geenglapulus, ${10, 100 (0, 4) 2} & 10$
Gownglapulus, ${10, 100 (0, 5) 2} & 10$
Gunglapulus, ${10, 100 (0, 6) 2} & 10$
Bolapulus, ${10, 100 (0, 0, 1) 2} & 10$
Binglapulus, ${10, 100 (0, 0, 2) 2} & 10$
Banglapulus, ${10, 100 (0, 0, 3) 2} & 10$
Beenglapulus, ${10, 100 (0, 0, 4) 2} & 10$
Trolapulus, ${10, 100 (0, 0, 0, 1) 2} & 10$
Tringlapulus, ${10, 100 (0, 0, 0, 2) 2} & 10$
Tranglapulus, ${10, 100 (0, 0, 0, 3) 2} & 10$
Quadrolapulus, ${10, 100 (0, 0, 0, 0, 1) 2} & 10$
Quadringlapulus, ${10, 100 (0, 0, 0, 0, 2) 2} & 10$
Quintolapulus, ${10, 100 (0, 0, 0, 0, 0, 1) 2} & 10$
Sextolapulus, ${10, 100 (0, 0, 0, 0, 0, 0, 1) 2} & 10$
Goplapulus / Centolapulus, ${10, 100 ((1) 1) 2} & 10$
Quadritetrommthet, $f_{θ (Ω^{Ω^{Ω^{Ω}}}, 0)} (10)$
Goplapulusfact, ${10, 100 (1 (1) 1) 2} & 10$
Gogridplapulus, ${10, 100 (2 (1) 1) 2} & 10$
Gokubikplapulus, ${10, 100 (3 (1) 1) 2} & 10$
Gogolapulplapulus, ${10, 100 (0, 1 (1) 1) 2} & 10$
Gogolapulplapulusfact, ${10, 100 (1, 1 (1) 1) 2} & 10$
Gogolagridpulplapulus, ${10, 100 (2, 1 (1) 1) 2} & 10$
Gogolakubikpulplapulus, ${10, 100 (3, 1 (1) 1) 2} & 10$
Gogolapulusdeusplapulus, ${10, 100 (0, 2 (1) 1) 2} & 10$
Gogolapulustruceplapulus, ${10, 100 (0, 3 (1) 1) 2} & 10$
Gobolapulplapulus, ${10, 100 (0, 0, 1 (1) 1) 2} & 10$
Gotrolapulplapulus, ${10, 100 (0, 0, 0, 1 (1) 1) 2} & 10$
Goplapulusdeus, ${10, 100 ((1) 2) 2} & 10$
Goplapulustruce, ${10, 100 ((1) 3) 2} & 10$
Hyper-golapulusfact, ${10, 100 ((1) 0, 1) 2} & 10$
Hyper-ginglapulusfact, ${10, 100 ((1) 0, 2) 2} & 10$
Hyper-ganglapulusfact, ${10, 100 ((1) 0, 3) 2} & 10$
Hyper-bolapulusfact, ${10, 100 ((1) 0, 0, 1) 2} & 10$
Hyper-trolapulusfact, ${10, 100 ((1) 0, 0, 0, 1) 2} & 10$
Giplapulus, ${10, 100 ((1) (1) 1) 2} & 10$
Gaplapulus, ${10, 100 ((1) (1) (1) 1) 2} & 10$
Geeplapulus, ${10, 100 ((1) (1) (1) (1) 1) 2} & 10$
Boplapulus, ${10, 100 ((2) 1) 2} & 10$
Biplapulus, ${10, 100 ((2) (2) 1) 2} & 10$
Troplapulus, ${10, 100 ((3) 1) 2} & 10$
Quadroplapulus, ${10, 100 ((4) 1) 2} & 10$
Goduplapulus, ${10, 100 ((0, 1) 1) 2} & 10$
Quintitetrommthet, $f_{θ (Ω ↑ ↑ 5, 0)} (10)$
Giduplapulus, ${10, 100 ((0, 2) 1) 2} & 10$
Boduplapulus, ${10, 100 ((0, 0, 1) 1) 2} & 10$
Gotriplapulus, ${10, 100 (((1) 1) 1) 2} & 10$
Sextitetrommthet, $f_{θ (Ω ↑ ↑ 6, 0)} (10)$
Goquadriplapulus, ${10, 100 (((0, 1) 1) 1) 2} & 10$
Septitetrommthet, $f_{θ (Ω ↑ ↑ 7, 0)} (10)$
Goquintiplapulus, ${10, 100 ((((1) 1) 1) 1) 2} & 10$
Octitetrommthet, $f_{θ (Ω ↑ ↑ 8, 0)} (10)$
Nonitetrommthet, $f_{θ (Ω ↑ ↑ 9, 0)} (10)$
Dekotetrommthet, $f_{θ (Ω ↑ ↑ 10, 0)} (10)$
Lugubrigoth, E100{#^^#&#}100
Lugubrigoogol, {100,100[1[1¬3]2]2}
Quathragoth/goplatoth, $10 ↑ ↑ 100 & 10 & 10$
Hektotetrommthet, $f_{θ (Ω ↑ ↑ 100, 0)} (10)$
Extremexul, 200![1(1)[₂200,200,200,200
Extremedollaxul, 200$0]₃]
Kiloextremexul, (200![1(1)[₂200,200,200,200)![1(1)[₂200,200,200,200
Megaextremexul, ((200![1(1)[₂200,200,200,200)![1(1)[₂200,200,200,200)![1(1)[₂200,200,200,200
Gigaextremexul, 200(![1(1)[₂200,200,200,200)⁴
Teraextremexul, 200(![1(1)[₂200,200,200,200)⁵
Petaextremexul, 200(![1(1)[₂200,200,200,200)⁶
Exaextremexul, 200(![1(1)[₂200,200,200,200)⁷
Grand Extremexul, 200(![1(1)[₂200,200,200,200)^{200![1(1)[₂200,200,200,200+1}
Grand Kiloextremexul, 200(![1(1)[₂200,200,200,200)^{(200![1(1)[₂200,200,200,200)![1(1)[₂200,200,200,200+1}
Grand Megaextremexul, 200(![1(1)[₂200,200,200,200)^{200(![1(1)[₂200,200,200,200)³+1}
Grand Gigaextremexul, 200(![1(1)[₂200,200,200,200)^{200(![1(1)[₂200,200,200,200)⁴+1}
Grand Teraextremexul, 200(![1(1)[₂200,200,200,200)^{200(![1(1)[₂200,200,200,200)⁵+1}
Grand Petaextremexul, 200(![1(1)[₂200,200,200,200)^{200(![1(1)[₂200,200,200,200)⁶+1}
Grand Exaextremexul, 200(![1(1)[₂200,200,200,200)^{200(![1(1)[₂200,200,200,200)⁷+1}
Bigrand Extremexul, 200(![1(1)[₂200,200,200,200)^{200(![1(1)[₂200,200,200,200)^{200![1(1)[₂200,200,200,200+1}+1}
Bigrand Kiloextremexul
Bigrand Megaextremexul
Trigrand Extremexul
Trigrand Kiloextremexul
Trigrand Megaextremexul
Quadgrand Extremexul
Quintgrand Extremexul
Kilotetrommthet, $f_{θ (Ω ↑ ↑ 1000, 0)} (10)$
Megotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{6}, 0)} (10)$
Gigotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{9}, 0)} (10)$
Terotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{12}, 0)} (10)$
Petotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{15}, 0)} (10)$
Exotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{18}, 0)} (10)$
Zettotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{21}, 0)} (10)$
Yottotetrommthet, $f_{θ (Ω ↑ ↑ 1 0^{24}, 0)} (10)$

Higher computable level

Part 6.21: $f_{ψ_{0} (Ω_{2})}^{2} (10)$ ~ $f_{ψ_{0} (Ω_{ω})}^{2} (10)$

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, ${100, 100 [1 [1 \neg 1 \neg 2] 2] 2}$
Extremebixul, 200![1(1)[₂200,200,200,200,200
Kiloextremebixul, (200![1(1)[₂200,200,200,200,200)![1(1)[₂200,200,200,200,200
Extremetrixul, 200![1(1)[₂200,200,200,200,200,200
Extremequaxul, 200![1(1)[₂200,200,200,200,200,200,200
Tria-hierarchaxis, {100,100[1[1[2\₃2]2]2]2}
Bommthet, $f_{θ (Ω_{2}, 0)} (10)$
Gigantixul, 200![1(1)[₃200,200,200
Gigantibixul, 200![1(1)[₃200,200,200,200
Ultimate Omega Mega Super Even More Godder Tritri, 3 [3 {3 /// 3} 3] 3
Gigantitrixul, 200![1(1)[₃200,200,200,200,200
Gigantiquaxul, 200![1(1)[₃200,200,200,200,200,200
Tetra-hierarchaxis, {100,100[1[1[1[2\₄2]2]2]2]2}
Trommthet, $f_{θ (Ω_{3}, 0)} (10)$
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\₅2]2]2]2]2]2}
Quadrommthet, $f_{θ (Ω_{4}, 0)} (10)$
Hexa-hierarchaxis, {100,100[1[1[1[1[1[2\₆2]2]2]2]2]2]2}
Quintommthet, $f_{θ (Ω_{5}, 0)} (10)$
Hepta-hierarchaxis, {100,100[1[1[1[1[1[1[2\₇2]2]2]2]2]2]2]2}
Sextommthet, $f_{θ (Ω_{6}, 0)} (10)$
Octa-hierarchaxis, {100,100[1[1[1[1[1[1[1[2\₈2]2]2]2]2]2]2]2]2}
Septommthet, $f_{θ (Ω_{7}, 0)} (10)$
Enna-hierarchaxis, {100,100[1[1[1[1[1[1[1[1[2\₉2]2]2]2]2]2]2]2]2]2}
Octommthet, $f_{θ (Ω_{8}, 0)} (10)$
Deka-hierarchaxis, {100,100[1[1[1[1[1[1[1[1[1[2\₁₀2]2]2]2]2]2]2]2]2]2]2}
Nonommthet, $f_{θ (Ω_{9}, 0)} (10)$
Dekommthet, $f_{θ (Ω_{10}, 0)} (10)$
Corporalmax / hecta-hierarchaxis, {100,100[1[2\_1,22]2]2}
Hektommthet, $f_{θ (Ω_{100}, 0)} (10)$
Kilommthet, $f_{θ (Ω_{1000}, 0)} (10)$
Megommthet, $f_{θ (Ω_{1 0^{6}}, 0)} (10)$
Gigommthet, $f_{θ (Ω_{1 0^{9}}, 0)} (10)$
Terommthet, $f_{θ (Ω_{1 0^{12}}, 0)} (10)$
Petommthet, $f_{θ (Ω_{1 0^{15}}, 0)} (10)$
Exommthet, $f_{θ (Ω_{1 0^{18}}, 0)} (10)$
Zettommthet, $f_{θ (Ω_{1 0^{21}}, 0)} (10)$
Yottommthet, $f_{θ (Ω_{1 0^{24}}, 0)} (10)$
SCG(13) (lower bound), $\approx f_{ψ (Ω_{ω})} (13)$
QZAZARZ (ɧ₅₁), TREE(G_{64*(TREE(SCG(13))}) + 1
LoveDeath, SCG¹⁵²¹(7)
Meeting point of the three hierarchies, $f_{θ (Ω_{ω})} (100)$
Nucleabixul, 200![_{[₂₀₀200]}200]

Part 6.22: $f_{ψ_{0} (Ω_{ω})}^{2} (10)$ ~ $f_{ψ_{0} (Φ (1, 0)) + 1} (10)$

Pair sequence number, $\approx f_{ψ (Ω_{ω}) + 1} (10)$
Stage array notation|Stage array number, $\approx f_{ψ (Ω_{ω}) + 1} (100)$
Mulporalmax, {100,100[1[1[2\_2,22]2]2]2}
Big Chunk, {10,100 [1 [1 [1 \_2,2 3] 2] 2] 2}
Powporalmax, {100,100[1[1[1[2\_3,22]2]2]2]2}
Corplodalmax, {100,100[1[1[2\_1,32]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\_1,42]2]2]2]2}
Meg-Googolmax, {100,100[1[2\_1,1,22]2]2}
Dumeg-Googolmax, {100,100[1[1[2\_1,1,32]2]2]2}
Gig-Googolmax, {100,100[1[2\_1,1,1,22]2]2}
Dugig-Googolmax, {100,100[1[1[2\_1,1,1,32]2]2]2}
Ter-Googolmax, {100,100[1[2\_1,1,1,1,22]2]2}
Goobolmax, {100,100[1[2\_1[2]22]2]2}
Gibbolmax, {100,100[1[1[2\_2[2]22]2]2]2}
Gootrolmax, {100,100[1[1[2\_1[2]32]2]2]2}
Gooterolmax, {100,100[1[1[1[2\_1[2]42]2]2]2]2}
Diteralmax / dubolmax, {100,100[1[2\_1[2]1[2]22]2]2}
Xappolmax, {100,100[1[2\_1[3]22]2]2}
Colossolmax, {100,100[1[2\_1[4]22]2]2}
Goplexulusmax, {100,100[1[2\_1[1[2]2]22]2]2}
Bimixommwil, $f_{ψ (Ω_{ψ (Ω)})} (10)$
Tethrinoogolmax, {100,100[1[2\_1[1\2]22]2]2}
Tethrinoofactimax / hecto-tethrinoogolmax, {100,100[1[2\_1[2\2]22]2]2}
Terrible tethrinoogolmax, {100,100[1[2\_1[1\3]22]2]2}
Terrible terrible tethrinoogolmax, {100,100[1[2\_1[1\4]22]2]2}
Tethrinoocrossmax, {100,100[1[2\_1[1\1\2]22]2]2}
Secundotethrated-tethrinoocrossmax, {100,100[1[2\_1[1\1\3]22]2]2}
Tethrinoocubormax, {100,100[1[2\_1[1\1\1\2]22]2]2}
Tethrinooteronmax, {100,100[1[2\_{1[1\1\1\1\2]2}2]2]2}
Tethrinootopemax, {100,100[1[2\_{1[1[2\₂2]2]2}2]2]2}
Mountommol, {100,100[1[2\_{1[1[2\₃2]2]2}2]2]2}
Mountobbol, {100,100[1[2\_{1[1[2\₄2]2]2}2]2]2}
Mountotrtrol, {100,100[1[2\_{1[1[2\₅2]2]2}2]2]2}
Mountoquadquadol, {100,100[1[2\_{1[1[2\₆2]2]2}2]2]2}
Mountoquinquinol, {100,100[1[2\_{1[1[2\₇2]2]2}2]2]2}
Mountosextsextol, {100,100[1[2\_{1[1[2\₈2]2]2}2]2]2}
Mountoseptseptol, {100,100[1[2\_{1[1[2\₉2]2]2}2]2]2}
Mountooctoctol, {100,100[1[2\_{1[1[2\₁₀2]2]2}2]2]2}
Mountononnonol, {100,100[1[2\_{1[1[2\₁₁2]2]2}2]2]2}
Dimen-Mountommol, {100,100[1[2\_{1[1[2\₁₂2]2]2}2]2]2}
Mountimmol, {100,100[1[2\_{1[1[2\_1,22]2]2}2]2]2}
Trimixommwil, $f_{ψ (Ω_{ψ (Ω_{ψ (Ω)})})} (10)$
Quadrimixommwil, $f_{ψ (Ω_{ψ (Ω_{ψ (Ω_{ψ (Ω)})})})} (10)$
Quintimixommwil, $f_{ψ (Ω_{ψ (Ω_{ψ (Ω_{ψ (Ω_{ψ (Ω)})})})})} (10)$
Sextimixommwil, $f_{\underset{6 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Septimixommwil, $f_{\underset{7 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Octimixommwil, $f_{\underset{8 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Nonimixommwil, $f_{\underset{9 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Dekomixommwil, $f_{\underset{10 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Hektomixommwil, $f_{\underset{100 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Kilomixommwil, $f_{\underset{1000 Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Megomixommwil, $f_{\underset{1 0^{6} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Gigomixommwil, $f_{\underset{1 0^{9} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Teromixommwil, $f_{\underset{1 0^{12} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Petomixommwil, $f_{\underset{1 0^{15} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Exomixommwil, $f_{\underset{1 0^{18} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Zettomixommwil, $f_{\underset{1 0^{21} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Yottomixommwil, $f_{\underset{1 0^{24} Ω^{'} s}{\underset{⏟}{ψ (Ω_{ψ (Ω_{\dots_{ψ (Ω)} \dots})})}}} (10)$
Binommwil, $f_{ψ (Ω_{Ω})} (10)$
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![_{[_{[₂₀₀200]}200]}200]
Trinommwil, $f_{ψ (Ω_{Ω_{Ω}})} (10)$
Nucleaquaxul, 200![_{[_{[_{[₂₀₀200]}200]}200]}200]
Quadrinommwil, $f_{ψ (Ω_{Ω_{Ω_{Ω}}})} (10)$
Quintinommwil, $f_{ψ (Ω_{Ω_{Ω_{Ω_{Ω}}}})} (10)$
Sextinommwil, $f_{ψ (Ω_{Ω_{Ω_{Ω_{Ω_{Ω}}}}})} (10)$
Septinommwil, $f_{ψ (\underset{7 Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Octinommwil, $f_{ψ (\underset{8 Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Noninommwil, $f_{ψ (\underset{9 Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Dekinommwil, $f_{ψ (\underset{10 Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Kilinommwil, $f_{ψ (\underset{1000 Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Meginommwil, $f_{ψ (\underset{1 0^{6} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Giginommwil, $f_{ψ (\underset{1 0^{9} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Terinommwil, $f_{ψ (\underset{1 0^{12} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Petinommwil, $f_{ψ (\underset{1 0^{15} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Exinommwil, $f_{ψ (\underset{1 0^{18} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Zettinommwil, $f_{ψ (\underset{1 0^{21} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$
Yottinommwil, $f_{ψ (\underset{1 0^{24} Ω^{'} s}{\underset{⏟}{Ω_{Ω_{\dots_{Ω}}}}})} (10)$

Part 6.23: $> f_{ψ_{0} (Φ_{1} (0)) + 1} (10)$

Unimah, $f_{ψ (I)} (10)$
Bitetrotos, $f_{ψ (I^{I})} (10)$
Tritetrotos, $f_{ψ (I^{I^{I}})} (10)$
Quadritetrotos, $f_{ψ (I^{I^{I^{I}}})} (10)$
Quintitetrotos, $f_{ψ (I^{I^{I^{I^{I}}}})} (10)$
Sextitetrotos, $f_{ψ (I ↑ ↑ 6)} (10)$
Septitetrotos, $f_{ψ (I ↑ ↑ 7)} (10)$
Octitetrotos, $f_{ψ (I ↑ ↑ 8)} (10)$
Nonitetrotos, $f_{ψ (I ↑ ↑ 9)} (10)$
Dekotetrotos, $f_{ψ (I ↑ ↑ 10)} (10)$
Hektotetrotos, $f_{ψ (I ↑ ↑ 100)} (10)$
Kilotetrotos, $f_{ψ (I ↑ ↑ 1000)} (10)$
Megotetrotos, $f_{ψ (I ↑ ↑ 1 0^{6})} (10)$
Gigotetrotos, $f_{ψ (I ↑ ↑ 1 0^{9})} (10)$
Terotetrotos, $f_{ψ (I ↑ ↑ 1 0^{12})} (10)$
Petotetrotos, $f_{ψ (I ↑ ↑ 1 0^{15})} (10)$
Exotetrotos, $f_{ψ (I ↑ ↑ 1 0^{18})} (10)$
Zettotetrotos, $f_{ψ (I ↑ ↑ 1 0^{21})} (10)$
Yottotetrotos, $f_{ψ (I ↑ ↑ 1 0^{24})} (10)$
Uninotos, $f_{ψ (I_{I})} (10)$
Binotos, $f_{ψ (I_{I_{I}})} (10)$
Trinotos, $f_{ψ (I_{I_{I_{I}}})} (10)$
Sextinotos, $f_{ψ (\underset{7 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Dekinotos, $f_{ψ (\underset{11 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Hektinotos, $f_{ψ (\underset{101 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Kilinotos, $f_{ψ (\underset{1001 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Meginotos, $f_{ψ (\underset{1 0^{6} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Giginotos, $f_{ψ (\underset{1 0^{9} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Terinotos, $f_{ψ (\underset{1 0^{12} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Petinotos, $f_{ψ (\underset{1 0^{15} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Exinotos, $f_{ψ (\underset{1 0^{18} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Zettinotos, $f_{ψ (\underset{1 0^{21} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
Yottinotos, $f_{ψ (\underset{1 0^{24} + 1 I^{'} s}{\underset{⏟}{I_{I_{\dots_{I}}}}})} (10)$
KumaKuma ψ function#Large Function and Large Number|Kumakuma 3 variables ψ number, F^10¹⁰⁰(10¹⁰⁰)
Bimah, $f_{ψ (I (2, 0))} (10)$
Trimah, $f_{ψ (I (3, 0))} (10)$
Quadrimah, $f_{ψ (I (4, 0))} (10)$
Quintimah, $f_{ψ (I (5, 0))} (10)$
Sextimah, $f_{ψ (I (6, 0))} (10)$
Septimah, $f_{ψ (I (7, 0))} (10)$
Octimah, $f_{ψ (I (8, 0))} (10)$
Nonimah, $f_{ψ (I (9, 0))} (10)$
Dekimah, $f_{ψ (I (10, 0))} (10)$
Hektimah, $f_{ψ (I (100, 0))} (10)$
Kilimah, $f_{ψ (I (1000, 0))} (10)$
Megimah, $f_{ψ (I (1 0^{6}, 0))} (10)$
Gigimah, $f_{ψ (I (1 0^{9}, 0))} (10)$
Terimah, $f_{ψ (I (1 0^{12}, 0))} (10)$
Petimah, $f_{ψ (I (1 0^{15}, 0))} (10)$
Eximah, $f_{ψ (I (1 0^{18}, 0))} (10)$
Zettimah, $f_{ψ (I (1 0^{21}, 0))} (10)$
Yottimah, $f_{ψ (I (1 0^{24}, 0))} (10)$
Uninimah, $f_{ψ (I (I (0, 0), 0))} (10)$
Binimah, $f_{ψ (I (I (I (0, 0), 0), 0))} (10)$
Trinimah, $f_{ψ (I (I (I (I (0, 0), 0), 0), 0))} (10)$
Quadrinimah, $f_{ψ (I (I (I (I (I (0, 0), 0), 0), 0), 0))} (10)$
Quintinimah, $f_{ψ (\underset{6 I^{'} s}{\underset{⏟}{I (I (\dots I (0, 0) \dots, 0), 0)}})} (10)$
Sextinimah, $f_{ψ (\underset{7 I^{'} s}{\underset{⏟}{I (I (\dots I (0, 0) \dots, 0), 0)}})} (10)$
Septinimah, $f_{ψ (\underset{8 I^{'} s}{\underset{⏟}{I (I (\dots I (0, 0) \dots, 0), 0)}})} (10)$
Terinimah, $f_{ψ (\underset{1 0^{12} + 1 I^{'} s}{\underset{⏟}{I (I (\dots I (0, 0) \dots, 0), 0)}})} (10)$
Zettinimah, $f_{ψ (\underset{1 0^{21} + 1 I^{'} s}{\underset{⏟}{I (I (\dots I (0, 0) \dots, 0), 0)}})} (10)$
Yottinimah, $f_{ψ (\underset{1 0^{24} + 1 I^{'} s}{\underset{⏟}{I (I (\dots I (0, 0) \dots, 0), 0)}})} (10)$
ε function#Large Number|グラハム数ver ε.0.1.0 (Graham's number version ε.0.1.0), G⁶⁴(4)
Tritetremar, $f_{ψ (M^{M^{M}})} (10)$
Sextitetremar, $f_{ψ (M ↑ ↑ 6)} (10)$
Terotetremar, $f_{ψ (M ↑ ↑ 1 0^{12})} (10)$
Petotetremar, $f_{ψ (M ↑ ↑ 1 0^{15})} (10)$
Exotetremar, $f_{ψ (M ↑ ↑ 1 0^{18})} (10)$
Zettotetremar, $f_{ψ (M ↑ ↑ 1 0^{21})} (10)$
Yottotetremar, $f_{ψ (M ↑ ↑ 1 0^{24})} (10)$
Uninemar, $f_{ψ (M_{M})} (10)$
Trinemar, $f_{ψ (M_{M_{M_{M}}})} (10)$
Quadrinemar, $f_{ψ (M_{M_{M_{M_{M}}}})} (10)$
Quintinemar, $f_{ψ (\underset{6 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Sextinemar, $f_{ψ (\underset{7 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Kilinemar, $f_{ψ (\underset{1001 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Meginemar, $f_{ψ (\underset{1 0^{6} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Giginemar, $f_{ψ (\underset{1 0^{9} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Petinemar|TTerinemar|erinemar, $f_{ψ (\underset{1 0^{12} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Petinemar, $f_{ψ (\underset{1 0^{15} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Exinemar, $f_{ψ (\underset{1 0^{18} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Zettinemar, $f_{ψ (\underset{1 0^{21} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Yottinemar, $f_{ψ (\underset{1 0^{24} + 1 M^{'} s}{\underset{⏟}{M_{M_{\dots_{M}}}}})} (10)$
Uninamus, $f_{ψ (M (M (0; 0); 0))} (10)$
Meginamus, $f_{ψ (\underset{1 0^{6} + 1 M^{'} s}{\underset{⏟}{M (M (\dots M (0; 0) \dots; 0); 0)}})} (10)$
Exinamus, $f_{ψ (\underset{1 0^{18} + 1 M^{'} s}{\underset{⏟}{M (M (\dots M (0; 0) \dots; 0); 0)}})} (10)$
Yottinamus, $f_{ψ (\underset{1 0^{24} + 1 M^{'} s}{\underset{⏟}{M (M (\dots M (0; 0) \dots; 0); 0)}})} (10)$
SAN number, ~ (0,0,0)(1,1,1)(2,2,1)(3,0,0)(0,0,0)[64]
Tritar, $f_{C (C (C (Ω_{3} 2, 0), 0), 0)} (3) = T a r (3)$
Quadritar, $f_{C (C (C (C (Ω_{4} 2, 0), 0), 0), 0)} (4) = T a r (4)$
Quintitar, $f_{C (C (C (C (C (Ω_{5} 2, 0), 0), 0), 0), 0)} (5) = T a r (5)$
Sextitar, $f_{C (C (C (C (C (C (Ω_{6} 2, 0), 0), 0), 0), 0), 0)} (6) = T a r (6)$
Septitar, $f_{\underset{7 C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{7} 2, 0), 0), \dots), 0)}}} (7) = T a r (7)$
Octitar, $f_{\underset{8 C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{8} 2, 0), 0), \dots), 0)}}} (8) = T a r (8)$
Nonitar, $f_{\underset{9 C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{9} 2, 0), 0), \dots), 0)}}} (9) = T a r (9)$
Dekotar, $f_{\underset{10 C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{10} 2, 0), 0), \dots), 0)}}} (10) = T a r (10)$
Hektotar, $f_{\underset{100 C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{100} 2, 0), 0), \dots), 0)}}} (100) = T a r (100)$
Kilotar, $f_{\underset{1000 C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1000} 2, 0), 0), \dots), 0)}}} (1000) = T a r (1000)$
Megotar, $f_{\underset{1 0^{6} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{6}} 2, 0), 0), \dots), 0)}}} (1 0^{6}) = T a r (1 0^{6})$
Gigotar, $f_{\underset{1 0^{9} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{9}} 2, 0), 0), \dots), 0)}}} (1 0^{9}) = T a r (1 0^{9})$
Terotar, $f_{\underset{1 0^{12} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{12}} 2, 0), 0), \dots), 0)}}} (1 0^{12}) = T a r (1 0^{12})$
Petotar, $f_{\underset{1 0^{15} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{15}} 2, 0), 0), \dots), 0)}}} (1 0^{15}) = T a r (1 0^{15})$
Exotar, $f_{\underset{1 0^{18} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{18}} 2, 0), 0), \dots), 0)}}} (1 0^{18}) = T a r (1 0^{18})$
Zettotar, $f_{\underset{1 0^{21} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{21}} 2, 0), 0), \dots), 0)}}} (1 0^{21}) = T a r (1 0^{21})$
Yottotar, $f_{\underset{1 0^{24} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{24}} 2, 0), 0), \dots), 0)}}} (1 0^{24}) = T a r (1 0^{24})$
Ronnotar, $f_{\underset{1 0^{27} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{27}} 2, 0), 0), \dots), 0)}}} (1 0^{27}) = T a r (1 0^{27})$
Quettotar, $f_{\underset{1 0^{30} C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{1 0^{30}} 2, 0), 0), \dots), 0)}}} (1 0^{30}) = T a r (1 0^{30})$
Unintar, $f_{\underset{Dekotar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{Dekotar} 2, 0), 0), \dots), 0)}}} (Dekotar) = T a r (D e k o t a r) = T a r (T a r)$
Bintar, $f_{\underset{Unintar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{Unintar} 2, 0), 0), \dots), 0)}}} (Unintar) = T a r (T a r (T a r)) = T a r (T a r (D e k o t a r))$
Trintar, $f_{\underset{Bintar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{Bintar} 2, 0), 0), \dots), 0)}}} (Bintar) = T a r (T a r (T a r (T a r)))$
Quadrintar, $f_{\underset{3 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{3 -intar} 2, 0), 0), \dots), 0)}}} (3 -intar) = T a r^{4} (T a r)$
Quintintar, $f_{\underset{4 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{4 -intar} 2, 0), 0), \dots), 0)}}} (4 -intar) = T a r^{5} (T a r)$
Sextintar, $f_{\underset{5 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{5 -intar} 2, 0), 0), \dots), 0)}}} (5 -intar) = T a r^{6} (T a r)$
Septintar, $f_{\underset{6 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{6 -intar} 2, 0), 0), \dots), 0)}}} (6 -intar) = T a r^{7} (T a r)$
Octintar, $f_{\underset{7 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{7 -intar} 2, 0), 0), \dots), 0)}}} (7 -intar) = T a r^{8} (T a r)$
Nonintar, $f_{\underset{8 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{8 -intar} 2, 0), 0), \dots), 0)}}} (8 -intar) = T a r^{9} (T a r)$
Dekintar, $f_{\underset{9 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{9 -intar} 2, 0), 0), \dots), 0)}}} (9 -intar) = T a r^{10} (T a r)$
Hektintar, $f_{\underset{99 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{99 -intar} 2, 0), 0), \dots), 0)}}} (99 -intar) = T a r^{100} (T a r)$
Kilintar, $f_{\underset{999 -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{999 -intar} 2, 0), 0), \dots), 0)}}} (999 -intar) = T a r^{1000} (T a r)$
Megintar, $f_{\underset{(1 0^{6} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{6} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{6} - 1) -intar) = T a r^{1 0^{6}} (T a r)$
Gigintar, $f_{\underset{(1 0^{9} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{9} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{9} - 1) -intar) = T a r^{1 0^{9}} (T a r)$
Terintar, $f_{\underset{(1 0^{12} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{12} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{12} - 1) -intar) = T a r^{1 0^{12}} (T a r)$
Petintar, $f_{\underset{(1 0^{15} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{15} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{15} - 1) -intar) = T a r^{1 0^{15}} (T a r)$
Exintar, $f_{\underset{(1 0^{18} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{18} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{18} - 1) -intar) = T a r^{1 0^{18}} (T a r)$
Zettintar, $f_{\underset{(1 0^{21} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{21} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{21} - 1) -intar) = T a r^{1 0^{21}} (T a r)$
Yottintar, $f_{\underset{(1 0^{24} - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(1 0^{24} - 1) -intar} 2, 0), 0), \dots), 0)}}} ((1 0^{24} - 1) -intar) = T a r^{1 0^{24}} (T a r)$
When the death metal music prevail to Armenian toddlers under five in certain isolated areas and cultural divisions during the clash
Tarintar, $f_{\underset{(D e k o t a r - 1) -intar C's}{\underset{⏟}{C (C (\dots (C (C (Ω_{(D e k o t a r - 1) -intar} 2, 0), 0), \dots), 0)}}} ((D e k o t a r - 1) -intar) = T a r^{T a r} (T a r)$
Loader's number (output of loader.c), $D^{5} (99)$
Stained Ouija, $D^{1729} (10)$
Bashicu matrix number with respect to Bashicu matrix system version 2.3
６ (N primitive)
Y sequence number, $f^{2000} (1)$
$ω - Y$ sequence number, $f^{2000} (1)$ using $f (n) = ω - Y (1, ω) [n]$

【更小 | 主页 | 更大】

Binary phi level

Part 6.1: fζ02(10) ~ fεζ0+12(10)

Part 6.2: fεζ0+12(10) ~ fζ12(10)

Part 6.3: fζ12(10) ~ fη02(10)

Part 6.4: fη02(10) ~ fεη0+12(10)

Part 6.5: fεη0+12(10) ~ fη12(10)

Part 6.6: fη12(10) ~ fϑ02(10)

Part 6.7: fϑ02(10) ~ fεϑ0+12(10)

Part 6.8: fεϑ0+12(10) ~ fΠ02(10)

Part 6.9: fΠ02(10) ~ fεΠ0+12(10)

Part 6.10: fεΠ0+12(10) ~ fϖ02(10)

Part 6.11: fϖ02(10) ~ fφ(ω,0)2(10)

Part 6.12: fφ(ω,0)2(10) ~ fΓ02(10)

Bachmann's collapsing level

Part 6.13: fΓ02(10) ~ fΓ12(10)

Part 6.14: fΓ12(10) ~ fφ(2,0,0)2(10)

Part 6.15: fφ(2,0,0)2(10) ~ fφ(ω,0,0)2(10)

Part 6.16: fφ(ω,0,0)2(10) ~ fφ(1,0,0,0)2(10)

Part 6.17: fφ(1,0,0,0)2(10) ~ fφ(1,0,0,0,0)2(10)

Part 6.18: fφ(1,0,0,0,0)2(10) ~ fψ0(ΩΩω)2(10)

Part 6.19: fψ0(ΩΩω)2(10) ~ fψ0(ΩΩΩ)2(10)

Part 6.20: fψ0(ΩΩΩ)2(10) ~ fψ0(εΩ+1)2(10)

Higher computable level

Part 6.21: fψ0(Ω2)2(10) ~ fψ0(Ωω)2(10)

Part 6.22: fψ0(Ωω)2(10) ~ fψ0(Φ(1,0))+1(10)

Part 6.23: >fψ0(Φ1(0))+1(10)

Part 6.1: $f_{ζ_{0}}^{2} (10)$ ~ $f_{ε_{ζ_{0} + 1}}^{2} (10)$

Part 6.2: $f_{ε_{ζ_{0} + 1}}^{2} (10)$ ~ $f_{ζ_{1}}^{2} (10)$

Part 6.3: $f_{ζ_{1}}^{2} (10)$ ~ $f_{η_{0}}^{2} (10)$

Part 6.4: $f_{η_{0}}^{2} (10)$ ~ $f_{ε_{η_{0} + 1}}^{2} (10)$

Part 6.5: $f_{ε_{η_{0} + 1}}^{2} (10)$ ~ $f_{η_{1}}^{2} (10)$

Part 6.6: $f_{η_{1}}^{2} (10)$ ~ $f_{ϑ_{0}}^{2} (10)$

Part 6.7: $f_{ϑ_{0}}^{2} (10)$ ~ $f_{ε_{ϑ_{0} + 1}}^{2} (10)$

Part 6.8: $f_{ε_{ϑ_{0} + 1}}^{2} (10)$ ~ $f_{Π_{0}}^{2} (10)$

Part 6.9: $f_{Π_{0}}^{2} (10)$ ~ $f_{ε_{Π_{0} + 1}}^{2} (10)$

Part 6.10: $f_{ε_{Π_{0} + 1}}^{2} (10)$ ~ $f_{ϖ_{0}}^{2} (10)$

Part 6.11: $f_{ϖ_{0}}^{2} (10)$ ~ $f_{φ (ω, 0)}^{2} (10)$

Part 6.12: $f_{φ (ω, 0)}^{2} (10)$ ~ $f_{Γ_{0}}^{2} (10)$

Part 6.13: $f_{Γ_{0}}^{2} (10)$ ~ $f_{Γ_{1}}^{2} (10)$

Part 6.14: $f_{Γ_{1}}^{2} (10)$ ~ $f_{φ (2, 0, 0)}^{2} (10)$

Part 6.15: $f_{φ (2, 0, 0)}^{2} (10)$ ~ $f_{φ (ω, 0, 0)}^{2} (10)$

Part 6.16: $f_{φ (ω, 0, 0)}^{2} (10)$ ~ $f_{φ (1, 0, 0, 0)}^{2} (10)$

Part 6.17: $f_{φ (1, 0, 0, 0)}^{2} (10)$ ~ $f_{φ (1, 0, 0, 0, 0)}^{2} (10)$

Part 6.18: $f_{φ (1, 0, 0, 0, 0)}^{2} (10)$ ~ $f_{ψ_{0} (Ω^{Ω^{ω}})}^{2} (10)$

Part 6.19: $f_{ψ_{0} (Ω^{Ω^{ω}})}^{2} (10)$ ~ $f_{ψ_{0} (Ω^{Ω^{Ω}})}^{2} (10)$

Part 6.20: $f_{ψ_{0} (Ω^{Ω^{Ω}})}^{2} (10)$ ~ $f_{ψ_{0} (ε_{Ω + 1})}^{2} (10)$

Part 6.21: $f_{ψ_{0} (Ω_{2})}^{2} (10)$ ~ $f_{ψ_{0} (Ω_{ω})}^{2} (10)$

Part 6.22: $f_{ψ_{0} (Ω_{ω})}^{2} (10)$ ~ $f_{ψ_{0} (Φ (1, 0)) + 1} (10)$

Part 6.23: $> f_{ψ_{0} (Φ_{1} (0)) + 1} (10)$