User blog:Swooped me in one hit/improvements on my dash notation.

Well as you know my dash notation is expressed like this: n-n-n-n.. where n= a number and the dash represent ^'s.

With that out of the way I am going to give some examples after that I shall explain some of my ideas to improve the notation or at least expand on it.

n-n lets say the 1st n=2 and the 2nd n=7

2-7=2^7=128

n-n = 10-200

10^200

n-n-n=15-16-17

15^16^17

= 10^3.471208714100*10^20.

Lets say that you are only allowed to use the numbers 1-9 is their of creating bigger numbers than the one above yes their is instead of using 2 dashes you use 3.

n-n-n-n

5-5-5-5

5^5^5^5

10^1.3357404839*10^2184

Look what we can do with just 3 dashes already the numbers are escalating rapidly.

but we don't stop their we can go even further how about 4 dashes.

n-n-n-n-n

2-2-2-2-2

8^4^7^6^5

10^10^1.8280956653*10^6571

This is already far bigger than a googolplex or 10^10^100.

Now hopefully you understand that by adding more and more dashes you will get bigger and bigger numbers but now I will show you a process that will make the numbers so large that us mortals couldn't even begin to picture their size.

I call this process repeating.

Example: 5-5-5-5-5-(R-5) this means to take 5-5-5-5-5 and repeat it 5 times to look like this.

5-5-5-5-5-5-5-5-5-5-5-5-5-5-5-5-5-5-5-5-5

5^5^5^5^5^5^5^5^5^5^5^5^5^5^5^5^5^5^5^5^5

On robert munafos hyper calc this comes to 19 PT (2184.12572208885)

By performing my repeating function on it the numbers you get out will be immensely large.

You can play around with this function to produce even larger numbers.