Tetragramaton number.
The Tetragramaton number is equal to [3,5,3|3,3,3] or [3,5,3|3,3,3,3] in my array notation.
A new Googolism defined using my array notation.
[3,5,3|3,5,3] = [3,5,3|3,5,5,5] in my array notation.
What are the limits of Googology?
My question is, Have we reached and standstill in Googology or is there more discover?
Personally I feel that we have not even scratched the surface but it might not be the same for everyone else , any suggestions?
What part do Cellullar automata play in Googology?
The question I am asking is , Are there are any cellullar automata that have a relation to Googology?
The next part of my notation analysed.
This is the next rule of my notation that allows for multiple entries into the array:
This part of the notation is defined as: [a,b,c|d,k#p] where #p represents any number of entries into the array after k.
For example [6,6,6|6,6#6] = [6,6,6|6,6,6,6,6,6,6].
As shown by Psi cubed two this part of the notation has a growth rate of f_omega*2.
By the way [6,6,6|6,6#6] is called Hexacentrifocusillion.