User blog comment:Swooped me in one hit/How does everyone feel about my Notation?/@comment-29310326-20170218165445/@comment-25601061-20170218183643

(n)-(p) means that you repeat the  (n) operation) (n) times you then repeat that  another  (n) times then repeat that another (n) times so in total you repeat this process (n) times.

Is this like, first take (n), then repeat it (n) times, then repeat it (n) times, then repeat it (n) times again, then continue repeating (n) times until you have repeated (n)2 times? And why use another number p if it does nothing in the definition?

''(n)-(p)-(o) means take what you did for (n)-(p) and repeat it (n)-(p)^(n)-(p)... times where the number of (n)-(p)'s is equal

(n)-(p)^(n)-(p)''

Is this like, repeat (n)-(p) (n)-(p)^^(n)-(p)(n)-(p) times? And again, o is useless and does nothing in the definition.

The next stage is to place the ((x)) in the notation what this does is that it repeats what you did in the previous stage and raises it to a power tower of itself, itself many times.

Is this like, repeat (n)-(p)-(o) once, then let that number be n, then define f(x,1) = x^^x and f(x,y) = f(x,y-1)^^x, and then (n)-(p)-(o)-((x)) = f(n,n)? And of course, x does nothing in the definition AGAIN.

For example so suppose you have a tower with a height 6*10^180 you repeat the process of what I called extending and repeat it that many times and do that many cycles of repeats.

I assume you're talking about a power tower, but you didn't define what extending means, and then i assume you take the result, call it a, repeat it a times, call this new number b, and repeat b b times? And how is this even related to the notation?

now for the final part of the notation the ((y)) raises the number you got previously to the power of itself that many times and you repeat it that many times for that many cycles you then repeat this processthat many times and so and so and so forth until you have repeated the process that many times.

So...raise (n)-(p)-(o)-((x)) to the power of itself, then raise it to the power of itself again, then repeat (n)-(p)-(o)-((x)) times, then call the result n, repeat n n times, call the result m, repeat m m times, then call the result x, repeat x x times, then define a function x(a,b) where x(a,1) = a and x(a,b) is repeating x(a,b-1) x(a,b-1) times, then (n)-(p)-(o)-((x))-((y)) = x(n,b), where b is...wait, what is the value of b? And I'm not gonna comment on y not appearing in the definition.

Swoop, your definitions aren't clear enough. That's the problem with your notations.