supermans number.
To form this number you first start with you then raise it to the power of 5^4 or 25^2 to get 5^625 you then raise that to the power of 5^625 you then raise that number to the power 5^625 you continue this process on for 5^625 times when you have done all that you find its double factorial you then find the double factorial of the number you have produced after that you are finnished.
Z-2304.
This is defined as the number you get if repeatedly double 16 every planck second by this I mean that after 1 planck second the 16 would become 32 after the next 64 after the next 128 and so and so forth this process of doubling every planck second continues on for the poincare recurrence time of a hypothetical galaxy with a googolplex times the mass of the known universe.
Primus Notation part 2.
This is the second part to my 1st blog Primus notation mainly x(n) too get more detail into this go check out the blog I mentioned before. We start off with x(n) we then place another x-n in front of it like this x(n)-x-n what this does is that it takes x(n) and makes a power tower of x(n) raised to the power of x(n) raised the x(n) and x(n) number of times. For example lets say that x(n) is equal to 5(6) or 5^5^5^5^5^5 if you apply the x(n)-x-n function to it you get 5(6)-5-6 or 5^5^5^5^5^5 raised to the power of itself 5^5^5^5^5^5 number of times now thats a quick escalation.
Too finnish off I have some questions to ask 1st off how well did I do in creating this function? and two how could I improve it?
Primus notation.
For my first blog I will be discussing what I like to call Primus notation or super repeating tower notation.
The notation is written like this x(n) lets say that x is 10 and n is 5 this means that you make a power tower of 5 tens or 10^10^10^10^10.
Another example is x(n) 10(10^3) or a power tower of 1000 tens 10^10^10^10...^10 (one thousand ^10's)
Yet another example is x(n) 100(10^100) or a tower of 100 contained a goool ^100's or 100^100^100...^100 (1 Googol ^100's)
As you can see the growth by inserting in bigger or smaller values for x and n you can get some pretty large numbers.
Too finnish off I have some questions to ask number one do you think that this is a good notation for a beginner? Number two do you think that I have done a good…