N-Number Notation

n-Number Notation is a function of which number of different properties are mixed into stuff (Symbols.)

Addition-|

Subtraction-|-

Multiplication-/

Division-\

Exponentation-//

Tertation-///

Petation-////

Hexation-/////

It is sorted in to this.

{1,0,0,1,1, ,1,0,1,1,0,1, ,0,1....} (in Average Binary n-Number Notation)

They are also a "Finite" amount of n-Number Notation, hence n. There is also this. (TNN(ONN)TNN) or something like that.

Here are examples of googol (10^100) here.

{10,//,100} (Average n-Number Notation.)

{10,//(5),100} (One Number Notation.)

{10//(5)={10,//(5),100},100} (Two Number Notation.)

{10//(5)={10//(5)={10,//(5),100},100},100} (Three Number Notation.)

......

and so on.