Pi, the Golden ratio AND the Euler's number? Even after days of processing??? This seems profound!
Did you plot them on a 1d line, or make a 2d Poincaré projection with alternate digits? How did you get the additional digits - did you derive them using a power series, or did you have access to a big lookup table? If you derived them, what level of precision did you use to hold the significand after each iteration? Actionscript can go to double-precision.
I know I found the right forum! People who know what I am talking about haha.
For The golden ration I used the Fibonacci sequence, and would divide each consecutive number for each iteration as it approached the golden ratio. I did run into a problem though with variable length in flash.
For Pi I just used long division and continued to return the remainder as a value.
'e' was just a large text file I pulled from online and read into flash.
I wish I still had these , all of them where on my laptop when the Hard drive went on the fritz I will do some looking latter on for some of my other projects.
As for how the data was used,
Lets say the string was 1,2,3,4,5,6,7,8,9,0,1,2,3,4,5,6,7,8,9,0
I would use it as such,
Graph Object.(X,Y)
X=X+1
Y=Y+2
X=X-3
Y=Y-4
X=X+5
Y=Y+6
X=X-7
Y=Y-7
X=X+8
Y=Y+9
....
..
.
And so on. A strange way of going about it, but I found if truly random I would have an equal number on both sides of addition and subtraction so the net value would remain close to (0)