Random Walk II
- Patrick De Geest has pointed out that the sum remians negative
even up to n = 6300, the limit of his data base.
I also note that if you start at 10^10000+x,-y to 10^10556+x,-y
this interval adds-329,720 being negative at the end of this interval also.
Milton L. Brown
miltbrown AT earthlink.net
Let 10^n+x be the smallest PRP(prime) past 10^n
let 10^n-y be the largest PRP (prime) before 10^n
Then f(n) = x-y and F(n) = sum f(m) for m = 1 to n
F(n) is negative for values of n in the first set of brackets,
and positive for values of n in the second set of brackets below.
F(n) remains negative for after n = 2652
[2653,*] where * at 4999 the sum is -653,126