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jkw886
Answered 2021-01-13 22:27:42

The biggest number referred to regularly is a googolplex (10googol), which works out as 1010^100

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Trakaplex
Answered 2021-01-15 00:49:15

The schmittyillion I something I coined... I am a googolist guys. Spare me. Schmittyillion is 10^310^310... a googol minus 2 more times raised to the 4182001. The quadrimilliquattuordecicentillion though is one followed by 12345 zeroes according to Googology Wiki I coined that also. I also coined pastavecillion and nastihotillion. As well as tunapotillion as seen below, from Large Numbers to Infinity Wiki on Fandom:

Pastavecillion, 1E(3E(3E(1.5E13)+30)+3)

Nastihotillion, 1E(3E(3E(2.7E13+(300)))+3)

Tunapotillion, 1E(3E(3E(1.2E16)+3E1500)+3)

Termabotillion, 1E(3E(3E(1.2E19)+3E600)+3)

Terminalillion, 1E(3E(3E(1.2E19+(27,000)))+3)

Novopastillion, 1E(3E(3E(2.7E22)+3E(3E(1.5E13))+3)

Trolapetillion, 1E(3E(3E(9E24)+3E15)+3)

Yolopalillion, 1E(3E(3E(2.4E25)+3E(3E(1.5E4))+3)

Yetitrolillion, 1E(3E(3E(2.4E28+(9E24)))+3)

Netipotillion, 1E(3E(3E(2.7E28+(1500)))+3)

Dupasupamegamillillion, 1E(3E(3E(6E36)+3E(3E36)+3,000,003)+3)

Pupanecterillion, 1E(3E(3E(1.5E37)+3E282)+3)

Pupitreetillion, 1E(3E(3E(1.5E37+(9E27)))+3)

Yersohotillion, 1E(3E(3E(2.4E40)+3E(3E300))+3)

Multiversillion, 1E(3E(3E(3E42+(3E39)))+3)

Taxapermillion, 1E(3E(3E(1.5E37)+3E(1.5E19))+3)

Peyratolillion, 1E(3E(3E(1.5E46)+3E(1.2E25))+3)

Dousatonlillion, 1E(3E(3E(6E60)+3E(1.2E55))+3)

Torsobultillion, 1E(3E(3E(1.2E64)+3E(3E(6E42))+3)

Tripahorsillion, 1E(3E(3E(9E111)+3E(3E63))+3)

Tipapotillion, 1E(3E(3E(1.2E112)+3E1500)+3)

Tipahousillion, 1E(3E(3E(1.2E112)+3E(3E60))+3)

Datanetillion, 1E(3E(3E(6E120)+3E(2.7E28))+3)

Portapotyrillion, 1E(3E(3E(1.5E241)+3E(1.5E48)+3)

Banananodolillion, 1E(3E(3E(6E300)+3E(6E24)+3)

Yebrosupillion, 1E(3E(3E(2.4E3001)+3E(3E(3E36))+3)

Mayodipillion, 1E(3E(3E(3E(3E12)))+3E(3E(6E111))+3)

Jonathan Bowers is known for his illion system. For example millillion is the 1000th illion, but micrillion is the millionth, nanillion the billionth, etc. He divides his illions in tiers. Each tier depends on how many base powers of ten there are. If the top exponent is over 3000, it should be placed in the tier above. If it is lower than three, it should be put in the tier below. All listed above are Tier 4 and 5 -illions, which are bigger than both googolplexian (googolplex zeroes) and googoltriplex (googolplexian zeroes). Like I said, all of these are still no match for Schmittyillion which is in Tier Googol. Another number I coined is inphixillion, in tier googolillion (10^(3*googol+3)), which is probably the largest googolism by record.

I hope you learned a lot from this! -Trakaplex๐Ÿ˜…

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doggoman360
Answered 2021-01-13 19:14:35

Come on it is obviously infinity with 1 and infinite zeros.

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Connor Frazier
Answered 2021-01-14 20:47:29

you are both right in a way

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