Flenary of Ukrainian Town

Flenary of Ukrainian Town is a series of 144 numbers defined by Googology Wiki user DeepLineMadomPointless Googolplex Stuffs - Flenary of Ukrainian Town (retrieved 23 June 2022). Note that the three numbers in the series based off Oblivion are ill-defined.
# 	Name 	Value 	FGH approximation Using the Extended Buchholz's function for the \(\psi\) function for the expression \(\psi_0\). Otherwise, using OCFs based on systems of fundamental sequences for the functions collapsing inaccessible and Mahlo cardinals.
1 	Hox 	13 	\(f_1(6)\)
2 	Goldenrod 	768 	\(f_2(7)\)
3 	Dynamite 	32,767 	\(f_2(11)\)
4 	TNT 	2,147,483,647 	\(f_2(26)\)
5 	Cyanide 	987,654,321 	\(f_2(25)\)
6 	Tabun 	TNTDynamite ≈ 2.2176803 × 10305,779 	\(f_2^2(15)\)
7 	Dioxin 	101010101,000,000 = 10101010106 	\(f_2^5(17)\)
8 	Sarin 	Tabun↑↑Dioxin 	\(f_3(f_2^5(17))\)
9 	Soman 	Sarin↑↑↑Sarin 	\(f_4(f_3(f_2^5(17)))\)
10 	Duplon 	Dioxin↑↑↑↑Soman 	\(f_5(f_4(f_3^2(5)))\)
11 	Botox 	Duplon↑↑↑↑↑Cyanide 	\(f_6(f_2(25))\)
12 	NigerRefered to the 	Botox↑↑↑↑↑↑Botox 	\(f_7(f_6(f_2(25)))\)
13 	Beauty 	1!+3!+3!+7! = 5,053 	\(f_2(9)\)
14 	Pinky 	40,585 	\(f_2(12)\)
15 	Dramala 	Pinky^2-Beauty^2 = 1,621,609,416 	\(f_2(26)\)
16 	Drava 	Niger ↑Dramala Goldenrod 	\(f_{\omega}(f_2(26))\)
17 	Pesty Pitt / Aluminium phosphide 	{Drava, Drava, 1, 1, 1, 2} in BEAF 	\(f_{\omega^3+1}(f_{\omega}(f_2(26)))\)
18 	Cancer / Gallium arsenide 	E[Hox]Beauty#^#^##Pinky in Cascading-E notation 	\(f_{\omega^{\omega^{\omega^2}}}(f_{\omega^3+1}(f_{\omega}(f_2(26))))\)
19 	Mentalize 	Gallium arsenide![1,1,1,1,1,1,Aluminium phosphide] in Hyperfactorial array notation 	\(f_{\eta_{\omega}}(f_{\omega^{\omega^{\omega^2}}}(f_{\omega^3+1}^2(2)))\)
20 	Redhead 	1,234,567,890,123,456,789 	\(f_2(54)\)
21 	Hyper pectrol number 	Redhead↑↑↑Redhead 	\(f_4(f_2(54))\)
22 	Honiara 	E[Hox]Mentalize#^^^^^###^^#>#^#^^#>(#^^^^#)^^^(#^^^^#)>(#^#*#+#)(Hyper pectrol number) in Extended Cascading-E Notation 	\(f_{\varphi(3,\varphi(1,\varphi(2,0,0),\omega^{\omega+1}+\omega),0)}(f_4(f_2(54)))\)
23 	Zombie Essence / Perfluoroisobutene / Perfluoroisobutylene 	E880#880#880 in Hyper-E notation 	\(f_4(880)\)
24 	Phosphated Boy / Sulfotep 	Pinky!1 in Hyperfactorial array notation = 40,58540,58440,583...54321 in exponential factorial notation 	\(f_3(40583)\)
25 	Deadly Ray / 1,3-Dichloro-1,2,2,3,3-pentafluoropropane 	{13,2(1(2)2,3)3(5)3} in BEAF 	\(f_{\omega^{\omega^{\omega^{\omega^2+1}3+\omega^{\omega^2}2+1}+\omega^5}2+\omega^{\omega^{\omega^{\omega^2+1}3+\omega^{\omega^2}2+1}}2}(13)\)
26 	Arq 	Sulfotep!2 in Hyperfactorial array notation 	\(f_4(f_3(40583))\)
27 	KifoFrom Swahili, meaning "death" 	Arq!3 in Hyperfactorial array notation 	\(f_5(f_4(f_3(40583)))\)
28 	Cucumber 	(Goldenrod^Hox)/Cyanide ≈ 32,740,921,027,695,014,909,289,151,495 	\(f_2(98)\)
29 	Greaky / Thallium 	{(Deadly Ray), Kifo [1 [1 [1 [1 \ 7 ¬ 2] 2 ¬ 2] 2 ¬ 2] 2] 2} in Bird's Hierarchial Hyper-Nested Array Notation 	\(f_{\psi_0(\Omega^{\Omega^{\Omega^{\Omega^{\Omega^{\Omega^6}}}}})}(f_5(f_4(f_3(40583))))\)
30 	Radon 	7[0{0{4}0{4}1}1]7 in Phenol notation 	\(f_{\omega^{\omega^{\omega^{\omega^4 2}}}}(7)\) Previously used the Username5243's Array Notation (UNAN) as it has turned out to be ill-defined, so Phenol notation is used to fix its ill-definedness of UNAN instead.
31 	Pyrophord 	g4,707 	\(f_{\omega+1}(4707)\)
32 	Vazhil 	9,870,123 	\(f_2(19)\)
33 	Ads 	973 = 912,673 	\(f_2(16)\)
34 	Vatican City 	1,458 	\(f_2(8)\)
35 	Affordable 	1/1970 ≈ 0.00050761421319797 	\((f_2(8))^{-1}\)
36 	Furan 	Niger[1{1{2}4}2]Niger in DeepLineMadom's Array Notation 	\(f_{\omega^{\omega^{\omega^{\omega}3}}}(f_6(f_5(f_2(25))))\)
37 	Pyongyang 	SCG(Honiara) 	\(f_{\psi_0(\varepsilon_{\Omega_{\omega}+1})}\)\((\text{Honiara})\)
38 	Papuanillion 	Niger ↑7 Niger 	\(f_8(f_7(f_6^2(2))))\)
39 	Tuvalu 	Papuanillion ↑8 Papuanillion 	\(f_9(f_8(f_7^2(2))))\)
40 	Agent Sam 	Tuvalu ↑9 Tuvalu 	\(f_{10}(f_9(f_8^2(2))))\)
41 	Colorblind / Selenium trioxide 	Agent Sam[1 {1 <1 <1 <1 <3> 2> 2> 2> 2} 2]Radon in DeepLineMadom's Array Notation 	\(f_{\psi_0(\psi_1^8(2))}(f_{\omega^{\omega^{\omega^{\omega^4 2}}}}(7))\)
42 	Reaper 	Agent Sam ↑10 Agent Sam 	\(f_{11}(f_{10}(f_9^2(2))))\)
43 	Zeus 	999,999 	\(f_2(16)\)
44 	Sacrificed Zeus 	999↑↑999 & 999 in BEAF tetrational arrays 	\(f_{\varepsilon_0}(1001)\)
45 	Entropy 	Reaper ↑11 Reaper 	\(f_{12}(f_{11}(f_{10}^2(2))))\)
46 	Exploded Entropy 	{Entropy, Zeus, 1, 5} in BEAF 	\(f_{\omega 4 + 1}(f_2(16))\)
47 	Sana'a 	{Exploded Entropy, Exploded Entropy, 1, 1, 3} in BEAF 	\(f_{\omega^2 2 + 1}(f_{\omega 4 + 1}(f_2(16)))\)
48 	Disinfected Berbers 	E(Sana'a)#^^#>#(Sacrificed Zeus) in Extended Cascading-E Notation 	\(f_{\varepsilon_{\omega}}(f_{\varepsilon_0}(1001))\)
49 	Children's Requiem 	Entropy{Entropy}Entropy in hyper operator notation = Entropy ↑Entropy Entropy 	\(f_{\omega}(f_{13}(2))\)
50 	Latvian Pottery 	Children's Requiem{{1}}Children's Requiem = {Children's Requiem, Children's Requiem, 1, 2} in BEAF 	\(f_{\omega+1}(f_{\omega}(f_{13}(2)))\)
51 	Newtopia / Ozone 	127! ≈ 3.01266002 × 10213 	\(f_2(700)\)
52 	Mysteria 	Latvian Pottery[2,1]Latvian Pottery in Phenol notation = Latvian Pottery{{2}}Latvian Pottery 	\(f_{\omega+2}^2(2)\)
53 	Odin / Polonium-210 	Mysteria[3,1]Mysteria in Phenol notation = Mysteria{{3}}Mysteria 	\(f_{\omega+3}^2(2)\)
54 	Nut / Sodium Astatide 	Polonium-210[0,2]Polonium-210 in Phenol notation = {Polonium-210, Polonium-210, Polonium-210, 2} in BEAF 	\(f_{\omega 2}(f_{\omega+3}^2(2))\)
55 	The Big Death 	{Sodium Astatide,Polonium-210 [Entropy [Mysteria [Latvian Pottery \ Children's Requiem \ Sana'a [2 ¬ 2] Zeus] Ozone ¬ 2] Exploded Entropy] Disinfected Berbers} in Bird's array notation 	\(f_{\varphi(\zeta_{\varphi(\omega,\omega)+\omega},0)}(f_{\omega^2 2 + 1}(f_{\omega 4 + 1}(f_2(16))))\)
56 	SomalilandNaive extension of an uncomputable function. 	BBPyongyang(The Big Death) 	Uncomputable naive extension
57 	Inception 	Sodium Astatide[1,2]Sodium Astatide in Phenol notation = Sodium Astatide{{{1}}}Sodium Astatide 	\(f_{\omega 2+1}(f_{\omega 2}(3))\)
58 	Elderly Quilt 	Inception[2,2]Inception in Phenol notation 	\(f_{\omega 2+2}(f_{\omega 2+1}(2))\)
59 	Black Death 	Elderly Quilt[0,3]Elderly Quilt in Phenol notation 	\(f_{\omega 3}(f_{\omega 2+3}(2))\)
60 	Somberdune 	Black Death[1,3]Black Death in Phenol notation 	\(f_{\omega 3+1}(f_{\omega 3}(3))\)
61 	Ghast 	Somberdune[0,4]Somberdune in Phenol notation 	\(f_{\omega 4}(f_{\omega 3+2}(2))\)
62 	Zoglin 	Ghast[0,5]Ghast in Phenol notation 	\(f_{\omega 5}(f_{\omega 4+1}(2))\)
63 	Gypsy 	Zoglin[0,0,1]Zoglin in Phenol notation 	\(f_{\omega^2}(f_{\omega 5+1}(2))\)
64 	Gunter 	Gypsy[1,0,1]Gypsy in Phenol notation 	\(f_{\omega^2+1}(f_{\omega^2}(5))\)
65 	Truddion 	Gunter[0,1,1]Gunter in Phenol notation 	\(f_{\omega^2+\omega}(f_{\omega^2+2}(2))\)
66 	Pofarino 	Truddion[0,0,2]Truddion in Phenol notation 	\(f_{\omega^2 2}(f_{\omega^2+\omega+1}(2))\)
67 	Toxic Cloud 	Pofarino[0,0,3]Pofarino in Phenol notation 	\(f_{\omega^2 3}(f_{\omega^2 2+1}(2))\)
68 	Diavals 	Toxic Cloud[0,0,0,1]Toxic Cloud in Phenol notation 	\(f_{\omega^3}(f_{\omega^2 3+1}(2))\)
69 	Fermary 	Diavals[0,0,0,2]Diavals in Phenol notation 	\(f_{\omega^3 2}(f_{\omega^3+1}(2))\)
70 	Truccto 	Fermary[0,0,0,0,1]Fermary in Phenol notation 	\(f_{\omega^4}(f_{\omega^3 2+1}(2))\)
71 	Bleed / Zinc Phosphide 	Truccto[0,0,0,0,0,1]Truccto in Phenol notation 	\(f_{\omega^5}(f_{\omega^4+1}(2))\)
72 	Investment 	Zinc Phosphide[0{1}1]Zinc Phosphide in Phenol notation 	\(f_{\omega^{\omega}}(f_{\omega^5+1}(2))\)
73 	Greasy Investment 	Children's Requiem[Investment{Investment{Investment}Investment}Investment]Children's Requiem in DeepLineMadom's Array Notation 	\(f_{\omega^{\omega^{\omega^{\omega+1}}}}(f_{\omega^{\omega}}(f_{\omega^5+1}(2)))\)
74 	Pitcairnery 	RayoGreasy Investment(Somaliland) 	Uncomputable naive extension
75 	Grand Pitcairnery 	RayoPitcairnery(Greasy Investment) 	Uncomputable naive extension
76 	Great Pitcairnery 	RayoGrand Pitcairnery(Pitcairnery) 	Uncomputable naive extension
77 	Gigantic Pitcairnery 	RayoGreat Pitcairnery(Grand Pitcairnery) 	Uncomputable naive extension
78 	Gorged Pitcairnery 	RayoGigantic Pitcairnery(Great Pitcairnery) 	Uncomputable naive extension
79 	Gulp Pitcairnery 	RayoGorged Pitcairnery(Gigantic Pitcairnery) 	Uncomputable naive extension
80 	Gasp Pitcairnery 	RayoGulp Pitcairnery(Gorged Pitcairnery) 	Uncomputable naive extension
81 	Ginormous Pitcairnery 	RayoGasp Pitcairnery(Gulp Pitcairnery) 	Uncomputable naive extension
82 	Golden Pitcairnery 	RayoRayoRayo...Rayo(Children's Requiem)...(Ginormous Pitcairnery)(Ginormous Pitcairnery)(Ginormous Pitcairnery) with Somaliland Rayo's 	Uncomputable naive extension
83 	The True CyclesIll-defined uncomputable number (see Oblivion and Utter Oblivion).	The largest number defined using no more than a Pitcairnery symbols in some K(Selenium trioxide) system 	Ill-defined uncomputable, unformalised
84 	Uttery True Cycles 	The largest finite number that can be uniquely defined using no more than The True Cycles symbols in some K(The True Cycles) system in some K2(The True Cycles) 2-system in some K3(The True Cycles) 3-system in some K4(The True Cycles) 4-system in some .........KThe True Cycles(The True Cycles) The True Cycles-system where the number The True Cycles can be represented with one symbol (byte).", where a Km(n) m-system is an arbitrary well-defined system of mathematics that can generate K(m-1)(n) (m-1)-systems and which can be uniquely described in at most n symbols and a K1(n) system is an arbitrary well-defined system of mathematics which can be uniquely described in n symbols. 	Ill-defined uncomputable, unformalised
85 	Dismentalize the Oblivion 	The largest finite number that can be uniquely defined using no more than "Uttery True Cycles symbols in some K(Uttery True Cycles) system in some K2(Uttery True Cycles) 2-system in some K3(Uttery True Cycles) 3-system in some K4(Uttery True Cycles) 4-system in some .........KUttery True Cycles(Uttery True Cycles) Uttery True Cycles-system" with Golden Pitcairnery cycles, where the number Uttery True Cycles can be represented with one symbol (byte).", where a Km(n) m-system is an arbitrary well-defined system of mathematics that can generate K(m-1)(n) (m-1)-systems and which can be uniquely described in at most n symbols and a K1(n) system is an arbitrary well-defined system of mathematics which can be uniquely described in n symbols, and "cycles" can be represented using complete recursion-based diagonalization under the fundamental sequence "The True Cycles, Uttery True Cycles, ...". This number is intended to be far larger than Utter Oblivion and Hayden's Ultimate Oblivion.	Ill-defined uncomputable, unformalised
86 	Vladivostok 	Investment[1{1}1]Investment in Phenol notation 	
87 	Bigarr 	Vladivostok[0,1{1}1]Vladivostok in Phenol notation 	
88 	Solidify 	Bigarr[0{1}2]Bigarr in Phenol notation 	
89 	Revar 	Solidify[0{1}0,1]Solidify in Phenol notation 	
90 	Penterax 	Revar[0{1}0,0,1]Revar in Phenol notation 	
91 	Narrowing 	Penterax[0{1}0{1}1]Penterax in Phenol notation 	
92 	Godforth 	Narrowing[0{1}0{1}0{1}1]Narrowing in Phenol notation 	
93 	Deuterforth 	Godforth[0{2}1]Godforth in Phenol notation 	
94 	Mulstat 	Deuterforth[0{3}1]Deuterforth in Phenol notation 	
95 	Gandingan Machine 	Mulstat[0{4}1]Mulstat in Phenol notation 	
96 	Errity 	Gandingan Machine[0{0,1}1]Gandingan Machine in Phenol notation 	
97 	Flowered Game 	Errity[0{1,1}1]Errity in Phenol notation 	
98 	Cyclone Duna 	Flowered Game[0{2,1}1]Flowered Game in Phenol notation 	
99 	Powergord 	Cyclone Duna[0{0,2}1]Cyclone Duna in Phenol notation 	
100	Asteronx 	Powergord[0{0,3}1]Powergord in Phenol notation 	
101	Lunamate 	Asteronx[0{0,0,1}1]Asteronx in Phenol notation 	
102	Peru 	Lunamate[0{0,0,0,1}1]Lunamate in Phenol notation 	
103	Charred Forest 	Peru[0{0,0,0,0,1}1]Peru in Phenol notation 	
104	Bloody Desert 	Charred Forest[0{0{1}1}1]Charred Forest in Phenol notation 	
105	Ambient Chunk 	Bloody Desert[0{0{2}1}1]Bloody Desert in Phenol notation 	
106	Velgrods 	Ambient Chunk[0{0{3}1}1]Ambient Chunk in Phenol notation 	
107	Vehar 	Velgrods[0{0{0,1}1}1]Velgrods in Phenol notation 	
108	Cyberstand 	Vehar[0{0{0,0,1}1}1]Vehar in Phenol notation 	
109	Doggy Metal 	Cyberstand[0{0{0{1}1}1}1]Cyberstand in Phenol notation 	
110	Hot Piranha 	Doggy Metal[0{0{0{0,1}1}1}1]Doggy Metal in Phenol notation 	
111	Gobber Rush 	Latvian Pottery[1{1 «1 <1 // 2> 3» 2}2]Latvian Pottery in DeepLineMadom's Array Notation 	\(f_{\psi_0(\Omega_2^{\psi_1(\Omega_2) 2})}(f_{\omega+1}(f_{\omega}(f_{13}(2))))\)
112	Rotten Egg / Hydrogen selenide 	Furan[1{1 <<<<1 <<<1 <<1 <2> 2>> 2>>> 2>>>> 2}2]Furan in DeepLineMadom's Array Notation 	\(f_{\psi_0(\Omega_4^{\Omega_3^{\Omega_2^{\Omega^{\omega}}}})}(f_{\omega^{\omega^{\omega^{\omega}3}}}(f_7(f_6(f_2(25)))))\)
113	Bronx Honey 	142857[1{1 \ 1 {1 \ 2,2} 3}2]1337 in DeepLineMadom's Array Notation 	\(f_{\psi_0(\Omega_{\Omega_{\omega+1}2})}(1337)\)
114	Budapest Peaks 	255[1{1 «1 «1 // 3» 3» 2}2]255 in DeepLineMadom's Array Notation 	\(f_{\psi_0(\Omega_2^{\Omega_2^{\Omega_2^{\Omega_2^2} 2}})}(255)\)
115	Rio Grande 	99[1{1 {1 \ 7} 1 {1 \ 7} 2 \ 7}2]99 in DLMAN 	\(f_{\psi_0(\Omega_6^2)}(99)\)
116	Split 	3[1{1 <1 / 1 / 1 / 1,2> 2}2]1430 in DLMAN 	\(f_{\psi_0(\Omega^{\Omega^{\Omega^2 \omega}})}(1430)\)
117	Soweto 	5[1{1 {1 {1 \ 1,2} 2 \ 2}\ 2 {1 \ 1,2}\ 2}2]75 in DLMAN 	\(f_{\psi(M^{M^{\omega}}+M^{M\Omega_{\omega}})}(75)\)
118	Nuuk 	12[1{1 \\\\\ 1 \\\\\ 2}2]12 in DLMAN 	\(f_{\psi(M_3)}(12)\)
119	Murmansk 	1048576[1{1 \^(1,2) 2}2]1048576 in DLMAN 	\(f_{\psi(M_{\omega})}(f_2(16))\)
120	Livonian Coast 	15[1{1 \^(1 \^(1 \ 2) 2) 2}2]15 in DLMAN 	\(f_{\psi(M_{M_M})}(15)\)
121	Fjord 	3[1{1 / 1 / 2}2]24 in DLMAN 	\(f_{\zeta_0}(24)\)
122	Irbe Strait 	6[1{1 \{{1 \{{1}} 3}} 2}2]6 in DLMAN 	\(f_{\psi(\Omega_{\Omega_{M+1}2})}(6)\)
123	Dushanbe 	31[5 {5 \ 5} 5]31 in DLMAN 	\(f_{\omega^{\omega^{\psi_0(\Omega_4)+4}}4+4}(31)\)
124	Crimson Forest 	{42, 210 [1 [1 ¬ 1,2] 2] 2} in BAN 	\(f_{\psi_0(\Omega_2 \omega)}(210)\)
125	Warped Forest 	{210, 42 [1 [1 ¬ 4] 2] 2} in BAN 	\(f_{\psi_0(\Omega_2 2)}(42)\)
126	Petrified Newtopia / Petrified Ozone 	127!1 in Hyperfactorial array notation 	\(f_3(125)\)
127	Dense Newtopia / Dense Ozone 	127!2 in Hyperfactorial array notation 	\(f_4(125)\)
128	Compressed Newtopia / Compressed Ozone 	127!3 in Hyperfactorial array notation 	\(f_5(125)\)
129	Solid Newtopia / Solid Ozone 	127!4 in Hyperfactorial array notation 	\(f_6(125)\)
130	Phenol-infused-cyanide 	Cyanide[9,8{7{6,5}4{3}2}1]Cyanide in Phenol notation 	\(f_{\omega^{\omega^{\omega^{\omega 5+6}+\omega^3}2+\omega^{\omega 5+6}4+7}+\omega 8+9}(f_2(25))\)
131	The True Dark 	0^0 (undefined (see zero to the power of zero)) 	Undefined number in formalized system
132	Daugavillion 	14[0{0{0{0{0{0,1}1}1}1}1}1]14 in Phenol notation 	\(f_{\varepsilon_0[12]}(14)\)
133	Tabunillion 	103×Tabun+3 ≈ 106.653041 × 10305,779 	\(f_2^2(14)\)
134	Refused Ads 	9[1,2,6,7]3 in Phenol notation 	\(f_{\omega^3 7+\omega^2 6+\omega 2}^2(9)\)
135	Phenol-infused-dramala 	16[2,1,6,0,9,4]16 in Phenol notation 	\(f_{\omega^5 4+\omega^4 9+\omega^2 6+\omega+2}(15)\)
136	Power V.A.Z.H.I.L 	Vazhil[1,1]Vazhil in Phenol notation 	\(f_{\omega+1}(f_2(19))\)
137	Void Monday 	1/Dushanbe 	\((f_{\omega^{\omega^{\psi_0(\Omega_4)+4}}4+4}(31))^{-1}\)
138	Purplementized Fjord 	3[1{1 <1 / 1 / 2> 2}2]24 in DLMAN (part 4) 	\(f_{\psi_0(\Omega^{\Omega^{\Omega}})}(24)\)
139	Gypsy of the Vaticans 	101010Vatican City = 1010101,458 	\(f_2^3(4842)\)
140	Dangerous 	365↑↑3 = 365365365 ~ 104.4210385 × 10935 	\(f_2^2(1204)\)
141	Benzo(a)pyrene 	Dangerous↑↑↑Dangerous 	\(f_4(f_2^2(1204))\)
142	Noodly Alien 	Pyrophord↑↑PyrophordNaive extension based on weaker computable functions applied to the vastly stronger computable one. 	\(f_{\omega+1}(4707)\)
143	Destroy 	Affordable! ≈ 0.999707251858Irrational number. 	
144	Fingerdream 	tan(Vazhil) in degrees ≈ 0.052407779283 	
== Notes ==
== Sources ==
Category:Numbers
Category:Numbers and functions by DeepLineMadom
Category:Series
Category:Class 0
Category:Class 1
Category:Class 2
Category:Class 3
Category:Class 4
Category:Class 5
Category:Tetration level
Category:Up-arrow notation level
Category:Linear omega level
Category:Quadratic omega level
Category:Polynomial omega level
Category:Exponentiated linear omega level
Category:Exponentiated polynomial omega level
Category:Double exponentiated polynomial omega level
Category:Triple exponentiated polynomial omega level
Category:Iterated Cantor normal form level
Category:Epsilon level
Category:Binary phi level
Category:Bachmann's collapsing level
Category:Higher computable level
Category:Uncomputable
Category:Numbers with 1 to 2 digits
Category:Numbers with 3 digits
Category:Numbers with 4 to 6 digits
Category:Numbers with 7 to 29 digits
Category:Numbers with 101 to 999 digits
Category:Numbers with 1000 to 1000000 digits
Category:Upper class 3
Category:Micronyms
Category:Fractions
Category:Transcendental numbers
Category:Salad numbers
Category:Naive extensions
Category:Incomplete
Category:Unformalised