I believe the Fibbonacci sequence is relevent here but I believe I have discovered the structure of time: 0>x>=50 0>y>=x Fundamentally it states the next number is counted and then COUNTED TO, i.e.: 11 212 3123 41234 512345 up to fifty. This is not nonsense! If a graph is drawn dividing y by x and then multiplying it by one hundred I find a pattern that never repeats over a fifty millisecond interval. I recommend viewing the above graph with qbasic (or another such program that is capable of drawing graphs.) Whatever the answer ((y/x)*100) over fifty, such answer DOES NOT REPEAT from fifty to one-hundred. I have found similar results by counting manually: 11 212 3123 41234 512345 and such counting takes excactly one-second. Of course this is only true up to ten, but it appears to be accurate enough.