User blog:Swooped me in one hit/new number.

I have decided to invent a brand new number that will be bigger than any number I have written about so far.

I have decided to call it Lauffer number of the 1st kind.

Lauffers number follows my swoops notation in its construction mainly (n)-(p)-(o)-((x))

Here are the instructions or as I like to call them the recipe for making this number.

step 1: begin (n) make it equal to 1000 followed by a power tower of 1000 1000's

In other words there is a tower of 1000 1000's stacked onto the base number 1000.

Like this: 1000^1000^1000^1000^1000^1000..^1000 (1000 1000's in the tower not including the first 1000)

Once you have got that out of the way you move onto the (p) function what this does is raises the number you got previously to the power of itself you then repeat this process again you then raise that number to the power of itself. you then raise that number to power of itself you repeat the process of raising of repeating and raising to the power of itself (n) times in other words you have to repeat the process I just described that ridiculous number you started with number of times. now that completes the 1st half of the process the next part is to incorporate the (o) into the notation what this does is that it repeats what you did for (p) (n)-(p) times making a number so large it transcends the imagination literally. But that isn't the end you now have to incorporate the dreaded ((x)) what this does is that it repeats what you did for o   (n)-(p)-(o) times wow now thats big.

So there you have it Lauffers number or in other words a one way ticket into madness.

I would like to know what people think about this number as well as how well it would stand against other numbers on the wiki.