List of Numbers/Super uncomputable numbers

## {1000,101,999998} (Mibbion) — {googol,googol,googol-2} (Boogagoogol)

* Mibbion, {1000,1,999998}
* Deka-megaxis, {10,10,999999}
* Milliosun, {10,6,1000000}
* Mejiston, {10,11,1000001}
* Bibbion, {1000,2,9999999998}
* Deka-gigaxis, {10,10,9999999999}
* Billionplaton, {1000000000,2,1000000000}
* Billiosun, {10,9,1000000000}
* Gijiston, {10,11,1000000001}
* Grand expiston, {10,11,100000000001}
* Tribbion, {1000,4,999999999998}
* Deka-teraxis, {10,10,999999999999}
* Trilliosun, {10,11,trillion+1}
* Astiston, {10,11,1000000000001}
* Threedupalton, {7625597484987,2,7625597484987}
* Quadribbion, {1000,5,1015-2}
* Deka-metaxis, {10,10,1015-1}
* Luniston, {10,11,1015+1}
* Quintibbion, {1000,6,1018-2}
* Deka-hekaxis, {10,10,1018-1}
* Fermiston, {10,11,1018+1}
* Sextibbion, {1000,7,1021-2}
* Deka-zettaxis, {10,10,1021-1}
* Joviston, {10,11,1024+1}
* Septibbion, {1000,8,1024-2}
* Deka-yottaxis, {10,10,1024-1}
* Soliston, {10,11,(1024)+1}
* Octibbion, {1000,9,1027-2}
* Deka-xennaxis, {10,10,1027-1}
* Betiston, {10,11,(1027)+1}
* Nonibbion, {1000,10,1030-2}
* Deka-wekaxis, {10,10,1030-1}
* Glociston, {10,11,(1030)+1}
* Decibbion, {1000,11,1033-2}
* Deka-vundaxis, {10,10,1033-1}
* Gaxiston, {10,11,(1033)+1}
* Deka-udaxis, {10,10,1036-1}
* Supiston, {10,11,(1036)+1}
* Deka-tredaxis, {10,10,1039-1}
* Versiston, {10,11,(1039)+1}
* Deka-sortaxis, {10,10,1042-1}
* Multiston, {10,11,(1042)+1}
* Deka-rintaxis, {10,10,1045-1}
* Pyriston, {10,11,(1045)+1}
* Deka-quexaxis, {10,10,1048-1}
* Deka-peptaxis, {10,10,1051-1}
* Deka-ochaxis, {10,10,1054-1}
* Deka-nenaxis, {10,10,1057-1}
* Deka-mingaxis, {10,10,1060-1}
* Deka-trakaxis, {10,10,1090-1}
* Boogagoogol, {googol,googol,googol-2}

## {googol,googol,googol-2} (Boogagoogol) — {1000,2,{1000,2,6}-2} (Mabion)

* Boogagoogol, {googol,googol,googol-2}
* Deka-googaxis, {10,10,10100-1}
* Hecta-googaxis, {10,100,10100-1}
* Googolplaton, {googol,googol,googol-1}
* Colton, {10,10,10100}
* Coltonillion, 1000{10,10,10100}+1
* Googolplate or Googoldex (assigned to a different number), {10,100,10100}
* Googolsuplex, Egoogol##googol
* Googiston, {10,11,10100+1}
* Deka-tekaxis, {10,10,10120-1}
* Deka-pekaxis, {10,10,10150-1}
* Deka-exakaxis, {10,10,10180-1}
* Deka-zakaxis, {10,10,10210-1}
* Deka-yokaxis, {10,10,10240-1}
* Deka-nekaxis, {10,10,10270-1}
* Deka-hotaxis, {10,10,10300-1}
* Centibbion, {1000,101,10303-2}
* Deka-botaxis, {10,10,10600-1}
* Deka-trotaxis, {10,10,10900-1}
* Deka-totaxis, {10,10,101200-1}
* Deka-potaxis, {10,10,101500-1}
* Deka-exotaxis, {10,10,101800-1}
* Deka-zotaxis, {10,10,102100-1}
* Deka-yootaxis, {10,10,102400-1}
* Deka-notaxis, {10,10,102700-1}
* Mabbion, {1000,2,103000-2}
* Deka-kalaxis, {10,10,103000-1}
* Millibbion, {1000,1001,103003-2}
* Myribbion, {1000,10001,1030003-2}
* Micribbion, {1000,106+1,micrillion-2}
* Nanibbion, {1000,109+1,nanillion-2}
* Picibbion, {1000,1012+1,picillion-2}
* Femtibbion, {1000,1015+1,femtillion-2}
* Attibbion, {1000,1018+1,attillion-2}
* Zeptibbion, {1000,1021+1,zeptillion-2}
* Guegol, {10,100,19876543211021}
* Guegolillion, 1,000guegol+1
* Guegolallion, guegol+11,000
* Guegolplex, {10,guegol,19876543211021}
* Guegolillien, 1,000guegolillion+1
* Guegolilliin, 1,000guegolillien+1
* Guegolillian, 1,000guegolilliin+1
* Yoctibbion, {1000,1024+1,yoctillion-2}

* Boogagoogolplex, {googolplex,googolplex,googolplex-2}
* Babbion, {1000,3,31000-2}
* Trabbion, {1000,4,41000-2}
* Quadrabbion, {1000,5,51000-2}
* Milliosub, {10,6,610}
* Quintabbion, {1000,6,61000-2}
* Grand killiston, {10,11,(1110)+1}
* Decabbion, {1000,11,111000-2}
* Boogagiggol, {giggol,giggol,giggol-2}
* Giggolplate, {10,100,10010}
* Giggiston, {10,11,(10010)+1}
* Centabbion, {1000,101,1011000-2}
* Meebion, {1000,2,10001000-2}
* Tritriplex, {3,3,1,2} = {3,3,tritri}
* Twothraton, {twodaton,2,twodaton}
* Milliosutr, {10,6,{10,6,3}}
* Grand megiston, {10,11,megiston+1}
* Gaggolplate, {10,100,{10,100,3}}
* Gaggiston, {10,11,{10,100,3}+1}
* Grahalplex or Graham grahal, {3,3,grahal} or G2
* Mibion, {1000,2,{1000,2,4}-2}
* Grand gigiston, {10,11,gigiston+1}
* Geegolplate, {10,100,{10,100,4}}
* Geegiston, {10,11,{10,100,4}+1}
* Mobbion, {1000,2,{1000,2,5}-2}
* Grand teriston, {10,11,teriston+1}
* Gigolplate, {10,100,{10,100,5}}
* Giegiston, {10,11,{10,100,5}+1}
* Mabion, {1000,2,{1000,2,6}-2}

## {10,11,petiston+1} (Boogagoogol) — {1000,2,{1000,2,6}-2} (Mabion)

* Grand petiston, {10,11,petiston+1}
* Goggolplate, {10,100,{10,100,6}}
* Goggiston, {10,11,{10,100,6}+1}
* Grand existon, {10,11,existon+1}
* Gagolplate, {10,100,{10,100,7}}
* Gagiston, {10,11,{10,100,7}+1}
* Grand zettiston, {10,11,zettiston+1}
* Grand yottiston, {10,11,yottiston+1}
* Boogaboogol, {boogol,boogol,boogol-2}
* Minimusboogolplex, log10({10, 10, minimusboogol})
* Boogolplex(2), {10,10,{10,10,100}}
* Maximusboogolplex, 10{10, 10, maximusboogol}
* Boogolillionplex, 103×{10, 10, boogolillion}+3
* Boogiston, {10,11,{10,10,100}+1}
* Googildex, {10,100,{10,100,100}}
* Gugolda-suplex or Gooldasuplex, E100##100#2 ≈ {10,100,gugold}
* Googildexigong, {10,100000,googilgong}
* Gugolda-suplexigong or Gooldasuplexigong, E100000##100000#2 ≈ {10,100000,gugoldagong}
* Mitrion, {1000,2,{1000,2,999998}-2}
* Milliobun, {10,6,Milliosun}
* Bitrion, {1000,3,{1000,3,999999998}-2}
* Billionduplaton, {billionplaton,2,billionplaton}
* Tritrion, {1000,3,{1000,4,1012-2}-2}
* Threedaton, {threeduplaton,2,threeduplaton}
* Quadritrion, {1000,3,{1000,5,1015-2}-2}
* Quintitrion, {1000,3,{1000,6,1018-2}-2}
* Sextitrion, {1000,3,{1000,7,1021-2}-2}
* Septitrion, {1000,3,{1000,8,1024-2}-2}
* Octitrion, {1000,3,{1000,9,1027-2}-2}
* Nonitrion, {1000,3,{1000,10,1030-2}-2}
* Decitrion, {1000,3,{1000,11,1033-2}-2}
* Coltonplex, {10,10,colton}
* Second coltonplex, {10,10,10colton}
* Googolduplate, {10,100,{10,100,10100}}
* Googoldexplex (assigned to a different number), {10,100,10{10,100,10100}}
* Giggolduplate, {10,100,{10,100,10010}}
* Tritriduplex, {3,4,1,2} = {3,3,tritriplex}
* Twotetraton, {twothraton,2,twothraton}
* Boogolduplex, {10,10,boogolplex}
* Googildudex, {10,100,googildex}
* Gugolda-dusuplex or Gooldadusuplex, E100##100#3 ≈ {10,100,gugolda-suplex}
* Miquadrion, {1000,2,{1000,2,{1000,2,999998}}-2}
* Milliotrun, {10,6,Milliobun}
* Billiontriplaton, {billionduplaton,2,billionduplaton}
* Threedudaton, {threedaton,2,threedaton}
* Googoltriplate, {10,100,{10,100,{10,100,10100}}}
* Twopentaton, {twotetraton,2,twotetraton}
* Boogoltriplex, {10,10,boogolduplex}
* Miquintion, {1000,2,{1000,2,{1000,2,{1000,2,999998}}}-2}
* Threesuplaton, {threedudaton,2,threedudaton}
* Twohaton, {twotpentaton,2,twopentaton}
* Threedusuplaton, {threesuplaton,2,threesuplaton}
* Boogolquadriplex, {10,10,boogoltriplex}
* Misextion, {1000,2,{1000,2,{1000,2,{1000,2,{1000,2,999998}}}}-2}
* Boogolquinplex, {10,10,boogolquadriplex}
* Miseption, {1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,999998}}}}}-2}
* Boogolsexplex, {10,10,boogolquinplex}
* Mioction, {1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,999998}}}}}}-2}
* Boogolseptiplex, {10,10,boogolsexplex}
* Minonion, {1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,999998}}}}}}}-2}
* Boogoloctiplex, {10,10,boogolseptaplex}
* Midecion, {1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,{1000,2,999998}}}}}}}}-2}
* Boogolnoniplex, {10,10,boogoloctoplex}
* Boogoldecaplex, {10,10,boogolnonplex}
* Boogolundecaplex, {10,10,boogoldecaplex}
* Boogoldozenplex, {10,10,boogolundecaplex}
* Boogolbakerplex, {10,10,boogoldozenplex}
* Boogollargeplex, {10,10,boogolbakerplex}
* Boogolfivetenplex, {10,10,boogollargeplex}
* Boogoltimeplex, {10,10,boogolfivetenplex}
* Boogolmailplex, {10,10,boogoltimeplex}
* Boogolvigintiplex, boogolplexplexplex...plexplexplex (20 plex's)
* Boogoltrigintiplex, boogolplexplexplex...plexplexplex (30 plex's)
* Graham's nummer, GGGG...GGG4 (30+2+2 = 34 G's)
* Boogolquadragintiplex, boogolplexplexplex...plexplexplex (40 plex's)
* Braham's nummer, GGGG...GGG4 (30\*2+2 = 62 G's)
* Minimusgraham, log10(Graham's number)
* Graham's number, 3^^...^^3, with 3^^...^^3 ^'s, with 3^^...^^3 ^'s, with...64 times...with 3^^...^^3 ^'s, with 3^^^^3 ^'s or GGGG...GGG4 (30+2\*2 = 64 G's)
* Maximusgraham, 10Graham's number
* Grahamillion, 103\*Graham's number+3
* Grahamilliob, 3\*Graham's number+310
* Minimuscorporal, log10({10,100,1,2})
* Corporal or Unoogoogol or Boogoogol, {10,100,1,2}
* Maximuscorporal, 10{10,100,1,2}
* Corporalillion, 103\*{10,100,1,2}+3
* Corporalillien, 103\*103\*{10,100,1,2}+3+3
* Corporalilliin, 103\*103\*103\*{10,100,1,2}+3+3+3
* Graatagold or Graatada, E100##100#100 ≈ {10,100,1,2}
* Boogolcentiplex, boogolplexplexplex...plexplexplex (100 plex's)
* Graatadasuplex, E100##(E100##100#100)
* Braham's number, GGGG...GGG4 (30\*2\*2 = 120 G's)
* Traham's nummer, GGGG...GGG4 (302+2 = 902 G's)
* Boogolmilliplex, boogolplexplexplex...plexplexplex (1000 plex's)
* Graham's numtrer, GGGG...GGG4 ((30+2)2 = 1024 G's)
* Traham's number, GGGG...GGG4 (302\*2 = 1800 G's)
* Braham's numtrer, GGGG...GGG4 ((30\*2)2 = 3600 G's)
* Boogolmyriplex, boogolplexplexplex...plexplexplex (10000 plex's)
* Graatagoldagong, E100000##100000#100000
* Boogollakhplex, boogolplexplexplex...plexplexplex (100000 plex's)
* Traham's numtrer, GGGG...GGG4 ((302)2 = 810000 G's)
* Mihyperion, {1000,2,mi-(999999)-ion-2} ~ {1000,1000000,1,2}
* Milliohysun, {10,6,Millio-(999999)-un} ~ {1000000,1000000,1,2}
* Boogolmicriplex, boogolplexplexplex...plexplexplex (1000000 plex's)
* Boogolcroreplex, boogolplexplexplex...plexplexplex (10000000 plex's)
* Boogolawkplex, boogolplexplexplex...plexplexplex (100000000 plex's)
* Bihyperion, {1000,3,bi-(999999999)-ion-2} ~ {1000,1000000000,1,2}
* Billiondaton, {billionplatonplaton...999,999,999 platon's...platonplaton,2,billionplatonplaton...999,999,999 platon's...platonplaton}
* Boogolnaniplex, boogolplexplexplex...plexplexplex (1000000000 plex's)
* Trihyperion, {1000,4,tri-(1012-1)-ion-2} ~ {1000,1012,1,2}
* Boogolpiciplex, boogolplexplexplex...plexplexplex (1012 plex's)
* Boogolfemtiplex, boogolplexplexplex...plexplexplex (1015 plex's)
* Boogolattiplex, boogolplexplexplex...plexplexplex (1018 plex's)
* Boogolzeptiplex, boogolplexplexplex...plexplexplex (1021 plex's)
* Boogolyoctiplex, boogolplexplexplex...plexplexplex (1024 plex's)
* Boogolxoniplex, boogolplexplexplex...plexplexplex (1027 plex's)
* Boogolveciplex, boogolplexplexplex...plexplexplex (1030 plex's)
* Boogolmeciplex, boogolplexplexplex...plexplexplex (1033 plex's)
* Boogoldueciplex, boogolplexplexplex...plexplexplex (1036 plex's)
* Quadrraham's number, GGGG...GGG4 ((230)\*2 = 4.117822641\*1044 G's)
* Graham's numquadrer, GGGG...GGG4 (2(30+2) = 1461501637330902918203684832716283019655932542976 G's)
* Quadrraham's numtrer, GGGG...GGG4 ((230)2 G's)
* Googoldate, googolplateplateplate...plateplateplate (googol plate's)
* Googolsudex, Egoogol##googol##2 ≈ {10,googol,1,2}
* Milliohybun, {10,6,Millio-(milliob -1)-un} ~ {1000000,10^^6,1,2}
* Quintraham's number, GGGG...GGG4 ({30,2,3}\*2 G's)
* Quintraham's numtrer, GGGG...GGG4 ({30,2,3}2 G's)
* Graham's numquinter, GGGG...GGG4 ({30+2,2,3} G's)
* Sextraham's number, GGGG...GGG4 ({30,2,4}\*2 G's)
* Graham's numsexter, GGGG...GGG4 ({30+2,2,4} G's)
* Septraham's number, GGGG...GGG4 ({30,2,5}\*2 G's)
* Graham's numsepter, GGGG...GGG4 ({30+2,2,5} G's)
* Octraham's number, GGGG...GGG4 ({30,2,6}\*2 G's)
* Octraham's numtrer, GGGG...GGG4 ({30,2,6}2 G's)
* Graham's numocter, GGGG...GGG4 ({30+2,2,6} G's)
* Nonraham's number, GGGG...GGG4 ({30,2,7}\*2 G's)
* Decraham's number, GGGG...GGG4 ({30,2,8}\*2 G's)
* Undecraham's number, GGGG...GGG4 ({30,2,9}\*2 G's)
* Dodecraham's number, GGGG...GGG4 ({30,2,10}\*2 G's)
* Tredecraham's number, GGGG...GGG4 ({30,2,11}\*2 G's)
* Vigintraham's number, GGGG...GGG4 ({30,2,18}\*2 G's)
* Centraham's number, GGGG...GGG4 ({30,2,98}\*2 G's)
* Millraham's number, GGGG...GGG4 ({30,2,998}\*2 G's)
* Micrraham's number, GGGG...GGG4 ({30,2,999998}\*2 G's)
* Nanraham's number, GGGG...GGG4 ({30,2,999999998}\*2 G's)
* Picraham's number, GGGG...GGG4 ({30,2,(1012)-2}\*2 G's)
* Femtraham's number, GGGG...GGG4 ({30,2,(1015)-2}\*2 G's)
* Attraham's number, GGGG...GGG4 ({30,2,(1018)-2}\*2 G's)
* Zeptraham's number, GGGG...GGG4 ({30,2,(1021)-2}\*2 G's)
* Yoctraham's number, GGGG...GGG4 ({30,2,(1024)-2}\*2 G's)
* Grahamplex, GGGG...GGG4 (Graham's number G's)
* Corporalplex, {10,corporal,1,2}

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