tetralogue

tetralogue = 10^(10^(10^10)) = 10^^4. The term was coined by Sbiis Saibian

This number is maybe "tetronomical" as its so big (in laymansense)

In Sbiis Saibian's tetralogue @ ULNL, he shows many layman "bigger" responses to 10^^4.

1+(10^^4)

smallest integer above 10^^4.

10+(10^^4) / tetralogiateen

Joyce style googology.

(10^^4)+(10^^4)

why not double the number

(10^^4)+(10^^4)+(10^^4)

3 times is better than 2.

(10^^4)*10 / tetraloguety / tetralogue-bunch

Again, joyce-style googology.

(10^^4)*100,000 / tetralogiacrowd

Sbiis prefixes

(10^^4)*10,000,000,000 = (10^^4)*(10^^2) / tetralogiaswarm

Again, Sbiis' Prefixes. 

11^10^10^10 ~ E10,000,000,000.017614522824#2

(10^^4)^2 = 100^(10^10^10) / gartetralogue

Now we jump to tetralogue squared. we can continue with other prefixes.

(10^^4)^3 = 1000^(10^10^10) / thrartetralogue

(10^^4)^4 = 10000^(10^10^10)

Sbiis saibian calls this number "quartetralogue", formerly "frartetralogue" in analogy to qu(attuor) or f(ou)r + (g)ar.

(10^^4)^10 = (10^10)^(10^10^10) / decartetralogue

(10^^4)^100 = (10^100)^(10^10^10) / hundrartetralogue

Cuz why not.

(10^10^10^10)^(10^10) = (10^10^10)^(10^10^10) / fztrialogue

(10^10^10^10)^(10^100) = (10^10^100)^(10^10^10)

(10^10^10^10)^(10^10^8) = (10^10^10^8)^(10^10^10)

10^(11^10^10)

FINALLY WE REACHED 10^11^10^10. this is larger than a tetralogue to googolbong.