Flenary of Ukrainian Town

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Flenary of Ukrainian Town is a series of 144 numbers defined by Googology Wiki user DeepLineMadom^[1]. Note that the three numbers in the series based off Oblivion are ill-defined.

#	Name	Value	FGH approximation ^{[note 1]}
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	TNT^Dynamite ≈ 2.2176803 × 10^305,779	\(f_2^2(15)\)
7	Dioxin	10^{10^{10^{10^1,000,000}}} = 10^{10^{10^{10^10⁶}}}	\(f_2^5(17)\)
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	Niger^{[note 2]}	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 = 40,585^{40,584^{40,583^{...^{5^{4^{3^2¹}}}}}} 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	Kifo^{[note 3]}	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	\(f_{\omega^{\omega^{\omega^{\omega^4 2}}}}(7)\) ^{[note 4]}
31	Pyrophord	g_4,707	\(f_{\omega+1}(4707)\)
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	\(f_{\omega+2}^2(2)\) ^{[note 4]}
53	Odin / Polonium-210	Mysteria[3,1]Mysteria in Phenol notation = Mysteria{{3}}Mysteria	\(f_{\omega+3}^2(2)\) ^{[note 4]}
54	Nut / Sodium Astatide	Polonium-210[0,2]Polonium-210 in Phenol notation = {Polonium-210, Polonium-210, Polonium-210, 2} in BEAF	\(f_{\omega 2}(f_{\omega+3}^2(2))\) ^{[note 4]}
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	\(f_{\varphi(\zeta_{\varphi(\omega,\omega)+\omega},0)}(f_{\omega^2 2 + 1}(f_{\omega 4 + 1}(f_2(16))))\) ^{[note 4]}
56	Somaliland^{[note 5]}	BB^Pyongyang(The Big Death)	Uncomputable naive extension
57	Inception	Sodium Astatide[1,2]Sodium Astatide in Phenol notation = Sodium Astatide{{{1}}}Sodium Astatide	\(f_{\omega 2+1}(f_{\omega 2}(3))\) ^{[note 4]}
58	Elderly Quilt	Inception[2,2]Inception in Phenol notation	\(f_{\omega 2+2}(f_{\omega 2+1}(2))\) ^{[note 4]}
59	Black Death	Elderly Quilt[0,3]Elderly Quilt in Phenol notation	\(f_{\omega 3}(f_{\omega 2+3}(2))\) ^{[note 4]}
60	Somberdune	Black Death[1,3]Black Death in Phenol notation	\(f_{\omega 3+1}(f_{\omega 3}(3))\) ^{[note 4]}
61	Ghast	Somberdune[0,4]Somberdune in Phenol notation	\(f_{\omega 4}(f_{\omega 3+2}(2))\) ^{[note 4]}
62	Zoglin	Ghast[0,5]Ghast in Phenol notation	\(f_{\omega 5}(f_{\omega 4+1}(2))\) ^{[note 4]}
63	Gypsy	Zoglin[0,0,1]Zoglin in Phenol notation	\(f_{\omega^2}(f_{\omega 5+1}(2))\) ^{[note 4]}
64	Gunter	Gypsy[1,0,1]Gypsy in Phenol notation	\(f_{\omega^2+1}(f_{\omega^2}(5))\) ^{[note 4]}
65	Truddion	Gunter[0,1,1]Gunter in Phenol notation	\(f_{\omega^2+\omega}(f_{\omega^2+2}(2))\) ^{[note 4]}
66	Pofarino	Truddion[0,0,2]Truddion in Phenol notation	\(f_{\omega^2 2}(f_{\omega^2+\omega+1}(2))\) ^{[note 4]}
67	Toxic Cloud	Pofarino[0,0,3]Pofarino in Phenol notation	\(f_{\omega^2 3}(f_{\omega^2 2+1}(2))\) ^{[note 4]}
68	Diavals	Toxic Cloud[0,0,0,1]Toxic Cloud in Phenol notation	\(f_{\omega^3}(f_{\omega^2 3+1}(2))\) ^{[note 4]}
69	Fermary	Diavals[0,0,0,2]Diavals in Phenol notation	\(f_{\omega^3 2}(f_{\omega^3+1}(2))\) ^{[note 4]}
70	Truccto	Fermary[0,0,0,0,1]Fermary in Phenol notation	\(f_{\omega^4}(f_{\omega^3 2+1}(2))\) ^{[note 4]}
71	Bleed / Zinc Phosphide	Truccto[0,0,0,0,0,1]Truccto in Phenol notation	\(f_{\omega^5}(f_{\omega^4+1}(2))\) ^{[note 4]}
72	Investment	Zinc Phosphide[0{1}1]Zinc Phosphide in Phenol notation	\(f_{\omega^{\omega}}(f_{\omega^5+1}(2))\) ^{[note 4]}
73	Greasy Investment	Children's Requiem[Investment{Investment{Investment}Investment}Investment]Children's Requiem in DeepLineMadom's Array Notation	\(f_{\omega^{\omega^{\omega^{\omega+1}}}}(f_{\omega^{\omega}}(f_{\omega^5+1}(2)))\) ^{[note 4]}
74	Pitcairnery^{[note 5]}	Rayo^{Greasy Investment}(Somaliland)	Uncomputable naive extension ^{[note 4]}
75	Grand Pitcairnery^{[note 5]}	Rayo^Pitcairnery(Greasy Investment)	Uncomputable naive extension ^{[note 4]}
76	Great Pitcairnery^{[note 5]}	Rayo^{Grand Pitcairnery}(Pitcairnery)	Uncomputable naive extension ^{[note 4]}
77	Gigantic Pitcairnery^{[note 5]}	Rayo^{Great Pitcairnery}(Grand Pitcairnery)	Uncomputable naive extension ^{[note 4]}
78	Gorged Pitcairnery^{[note 5]}	Rayo^{Gigantic Pitcairnery}(Great Pitcairnery)	Uncomputable naive extension ^{[note 4]}
79	Gulp Pitcairnery^{[note 5]}	Rayo^{Gorged Pitcairnery}(Gigantic Pitcairnery)	Uncomputable naive extension ^{[note 4]}
80	Gasp Pitcairnery^{[note 5]}	Rayo^{Gulp Pitcairnery}(Gorged Pitcairnery)	Uncomputable naive extension ^{[note 4]}
81	Ginormous Pitcairnery^{[note 5]}	Rayo^{Gasp Pitcairnery}(Gulp Pitcairnery)	Uncomputable naive extension ^{[note 4]}
82	Golden Pitcairnery^{[note 5]}	Rayo^{Rayo^{Rayo^{...^{Rayo(Children's Requiem)}...}(Ginormous Pitcairnery)}(Ginormous Pitcairnery)}(Ginormous Pitcairnery) with Somaliland Rayo's	Uncomputable naive extension ^{[note 4]}
83	The True Cycles^{[note 6]}	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^{[note 6]}	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^{[note 6]}	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	^{[note 4]}
87	Bigarr	Vladivostok[0,1{1}1]Vladivostok in Phenol notation	^{[note 4]}
88	Solidify	Bigarr[0{1}2]Bigarr in Phenol notation	^{[note 4]}
89	Revar	Solidify[0{1}0,1]Solidify in Phenol notation	^{[note 4]}
90	Penterax	Revar[0{1}0,0,1]Revar in Phenol notation	^{[note 4]}
91	Narrowing	Penterax[0{1}0{1}1]Penterax in Phenol notation	^{[note 4]}
92	Godforth	Narrowing[0{1}0{1}0{1}1]Narrowing in Phenol notation	^{[note 4]}
93	Deuterforth	Godforth[0{2}1]Godforth in Phenol notation	^{[note 4]}
94	Mulstat	Deuterforth[0{3}1]Deuterforth in Phenol notation	^{[note 4]}
95	Gandingan Machine	Mulstat[0{4}1]Mulstat in Phenol notation	^{[note 4]}
96	Errity	Gandingan Machine[0{0,1}1]Gandingan Machine in Phenol notation	^{[note 4]}
97	Flowered Game	Errity[0{1,1}1]Errity in Phenol notation	^{[note 4]}
98	Cyclone Duna	Flowered Game[0{2,1}1]Flowered Game in Phenol notation	^{[note 4]}
99	Powergord	Cyclone Duna[0{0,2}1]Cyclone Duna in Phenol notation	^{[note 4]}
100	Asteronx	Powergord[0{0,3}1]Powergord in Phenol notation	^{[note 4]}
101	Lunamate	Asteronx[0{0,0,1}1]Asteronx in Phenol notation	^{[note 4]}
102	Peru	Lunamate[0{0,0,0,1}1]Lunamate in Phenol notation	^{[note 4]}
103	Charred Forest	Peru[0{0,0,0,0,1}1]Peru in Phenol notation	^{[note 4]}
104	Bloody Desert	Charred Forest[0{0{1}1}1]Charred Forest in Phenol notation	^{[note 4]}
105	Ambient Chunk	Bloody Desert[0{0{2}1}1]Bloody Desert in Phenol notation	^{[note 4]}
106	Velgrods	Ambient Chunk[0{0{3}1}1]Ambient Chunk in Phenol notation	^{[note 4]}
107	Vehar	Velgrods[0{0{0,1}1}1]Velgrods in Phenol notation	^{[note 4]}
108	Cyberstand	Vehar[0{0{0,0,1}1}1]Vehar in Phenol notation	^{[note 4]}
109	Doggy Metal	Cyberstand[0{0{0{1}1}1}1]Cyberstand in Phenol notation	^{[note 4]}
110	Hot Piranha	Doggy Metal[0{0{0{0,1}1}1}1]Doggy Metal in Phenol notation	^{[note 4]}
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	\(f_{\omega^{\omega^{\omega^{\omega 5+6}+\omega^3}2+\omega^{\omega 5+6}4+7}+\omega 8+9}(f_2(25))\) ^{[note 4]}
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	\(f_{\varepsilon_0[12]}(14)\) ^{[note 4]}
133	Tabunillion	10^3×Tabun+3 ≈ 10^{6.653041 × 10^305,779}	\(f_2^2(14)\)
134	Refused Ads	9[1,2,6,7]3 in Phenol notation	\(f_{\omega^3 7+\omega^2 6+\omega 2}^2(9)\) ^{[note 4]}
135	Phenol-infused-dramala	16[2,1,6,0,9,4]16 in Phenol notation	\(f_{\omega^5 4+\omega^4 9+\omega^2 6+\omega+2}(15)\) ^{[note 4]}
136	Power V.A.Z.H.I.L	Vazhil[1,1]Vazhil in Phenol notation	\(f_{\omega+1}(f_2(19))\) ^{[note 4]}
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	10^{10^{10^{Vatican City}}} = 10^{10^{10^1,458}}	\(f_2^3(4842)\)
140	Dangerous	365↑↑3 = 365^365³⁶⁵ ~ 10^{4.4210385 × 10⁹³⁵}	\(f_2^2(1204)\)
141	Benzo(a)pyrene	Dangerous↑↑↑Dangerous	\(f_4(f_2^2(1204))\)
142	Noodly Alien	Pyrophord↑↑Pyrophord^{[note 7]}	\(f_{\omega+1}(4707)\)
143	Destroy	Affordable! ≈ 0.999707251858^{[note 8]}
144	Fingerdream	tan(Vazhil) in degrees ≈ 0.052407779283^{[note 8]}

Notes[]

↑ 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.
↑ Refered to the Niger River
↑ From Swahili, meaning "death"
↑ ^4.00 ^4.01 ^4.02 ^4.03 ^4.04 ^4.05 ^4.06 ^4.07 ^4.08 ^4.09 ^4.10 ^4.11 ^4.12 ^4.13 ^4.14 ^4.15 ^4.16 ^4.17 ^4.18 ^4.19 ^4.20 ^4.21 ^4.22 ^4.23 ^4.24 ^4.25 ^4.26 ^4.27 ^4.28 ^4.29 ^4.30 ^4.31 ^4.32 ^4.33 ^4.34 ^4.35 ^4.36 ^4.37 ^4.38 ^4.39 ^4.40 ^4.41 ^4.42 ^4.43 ^4.44 ^4.45 ^4.46 ^4.47 ^4.48 ^4.49 ^4.50 ^4.51 ^4.52 ^4.53 ^4.54 ^4.55 ^4.56 ^4.57 ^4.58 ^4.59 ^4.60 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.
↑ ^5.0 ^5.1 ^5.2 ^5.3 ^5.4 ^5.5 ^5.6 ^5.7 ^5.8 ^5.9 Naive extension of an uncomputable function.
↑ ^6.0 ^6.1 ^6.2 Ill-defined uncomputable number (see Oblivion and Utter Oblivion).
↑ Naive extension based on weaker computable functions applied to the vastly stronger computable one.
↑ ^8.0 ^8.1 Irrational number.

Sources[]

↑ Pointless Googolplex Stuffs - Flenary of Ukrainian Town (retrieved 23 June 2022)

[2] 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.

[3] Refered to the Niger River

[4] From Swahili, meaning "death"

[phenol-5] 4.00 ^4.01 ^4.02 ^4.03 ^4.04 ^4.05 ^4.06 ^4.07 ^4.08 ^4.09 ^4.10 ^4.11 ^4.12 ^4.13 ^4.14 ^4.15 ^4.16 ^4.17 ^4.18 ^4.19 ^4.20 ^4.21 ^4.22 ^4.23 ^4.24 ^4.25 ^4.26 ^4.27 ^4.28 ^4.29 ^4.30 ^4.31 ^4.32 ^4.33 ^4.34 ^4.35 ^4.36 ^4.37 ^4.38 ^4.39 ^4.40 ^4.41 ^4.42 ^4.43 ^4.44 ^4.45 ^4.46 ^4.47 ^4.48 ^4.49 ^4.50 ^4.51 ^4.52 ^4.53 ^4.54 ^4.55 ^4.56 ^4.57 ^4.58 ^4.59 ^4.60 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.

[naive-6] 5.0 ^5.1 ^5.2 ^5.3 ^5.4 ^5.5 ^5.6 ^5.7 ^5.8 ^5.9 Naive extension of an uncomputable function.

[oblivion-7] 6.0 ^6.1 ^6.2 Ill-defined uncomputable number (see Oblivion and Utter Oblivion).

[naive2-8] Naive extension based on weaker computable functions applied to the vastly stronger computable one.

[irrational-9] 8.0 ^8.1 Irrational number.

[1] Pointless Googolplex Stuffs - Flenary of Ukrainian Town (retrieved 23 June 2022)

[1]

[note 1]

[note 2]

[note 3]

[note 4]

[note 5]

[note 6]

[note 7]

[note 8]