User blog:ANDY3556/My other googologisms

Okay, guys. I'm revealing my other googologisms! A goggel. A goggel is a power tower of 10s, that's 1 googolbang terms high.

A dek. A dek is 10^^^...^^^10 (with 10 up arrows).

A dudek is 10^^^...^^^dek (with 10 arrows again).

A tridek is 10^^^...^^^dudek, again with 10 arrows.

In general, 1 n-dek is 10^^^(10 arrows)^^^((n-1)dek).

Imagine a dekidek. That'd be crazy...

Now, a dekiduo is 10^^(10 arrows)^^10^^(10 arrows)^^10.

A dekitrio is 10^^(10 arrows)^^10^^(10 arrows)^^10^^(10 arrows)^^10.

A dekiquadrio is 10^^(10 arrows)^^10^^(10 arrows)^^10^^(10 arrows)^^10^^(10 arrows)^^10. and so on.

A dekideko is a snuppy. Funny name, I know.

A snuppol is an exponentiational power tower of 10s a snuppy high.

A snuppigol is a tetrational power tower of 10s a snuppy high.

A snuppy^^(snuppy arrows)^^snuppy is called a snoopy.

A snoopol is an exponential power tower of 10s a snoopy high, and the same applies for the snoopigol.

Let's say you had a tetrational power tower of 10s whose height was also a number that would be expressed using a tetrational power tower whose own height was a number expressed using a tetrational power tower, and then that continued 1 snuppy times. This is called a snupplius.

A snooplius is that tower but with the towers going on for 1 snoopy. I beat the googolplex. Not sure when I'll beat Graham's number...

Oh, and the googolplang. 1 x-plang is 10^(199^x-plexian).

A x-plex is 10^x. Thus, 1 duplex is 100.

An x-plexian here is 10^(10^x). Thus, 1 duplexian is now a googol. A fun fact.

A googolplang is that thing, but this number beats the googolplexian! Yeah!

A x-duplang is 10^(199^x-plang).

A x-triplang is 10^(199^x-duplang), and so on.

The confusion comes with the googolgoogolplexplang. Is it the googol-googolplexplang or is it the googolgoogolplex-plang?

Have no fear, for my prefix of googoplexo is here.

That way, a googolgoogolplexplang is now a googolgoogoplexoplang. Still confusing to read.

The googo-prefix is also there for you.

So, what do you think? Are these legit numbers or terrible salad ones?