User blog:MachineGunSuper/Googolpie

'''This number simply puts Gπ to shame. I mean the notation used to get Gπ isn't enough for this Googolpie. However, in order to understand this number, plese check Gπ : http://googology.wikia.com/wiki/User_blog:MachineGunSuper/Grand_PI''' Now, to get to this number we must use a notation called 'Powerbox', witch is just repeated factorial.

x ❸ = x !!!

where x = the number

❸ = the amount of '!'s

eg: 3  ⓳ = 3!!!!!!!!!!!!!!!!!!!

Now, that is an amazingly huge number already.

So, let's get it started.

G π  ⓳ ⓳ = G π !!!!!!!.......!!!!!! =  N 1

undefined



                                                       1919 times



 N 1  ⓳ ⓴=  N 1   !!!!!!.....!!!!!!! =  N 2

undefined



                         1920

                          times



 N 2 ⓳❷❶ =  N 2  !!!!!!......!!!!! =  N 3

                                                               1921 times

 And so on....



<p class="MsoNormal"> Now we do this untill we reach...

<p class="MsoNormal"> NGπ ? ? ?= 1 Googolpie

<p class="MsoNormal">

<p class="MsoNormal"> The reason that after  N <sub style="font-weight:400;">Gπ we put "?" is because we don't know

<p class="MsoNormal"><sub style="font-weight:400;"> the real value of G π, therefore we don't know what number to

<p class="MsoNormal"> put in the circles. All that we know is that.. It's a real big

<p class="MsoNormal"> number. For example,  <sub style="font-weight:400;"> G π is bigger than a billion, a

<p class="MsoNormal"> million,  2^{2^{33}}... <sub style="font-weight:400;"> G π would probably be bigger.

<p class="MsoNormal"> And 1googolpie is MUCH MUCH larger than  <sub style="font-weight:400;"> G π, and MUCH

<p class="MsoNormal"> MUCH MUCH MUCH larger than  π alone.

<p class="MsoNormal">

<p class="MsoNormal"> undefined

<p class="MsoNormal"> undefined

<p class="MsoNormal"> undefined