OFFSET
1,1
FORMULA
z = Sum_{n>=1} (5^n mod 2^n) / 5^n = Sum_{n>=1} A029757(n) / 5^n.
EXAMPLE
z = 0.29036054146982277130809461092439599709283621858704\
97898022777398229606260278451631464907983110109230\
00941545301717536541184545041920209936184148266193\
45560061283623671385240800155746118024134819360960\
04975532010154856783010592635208001206034224504288\
68709199272487962506077008849077084442477839576367\
39796048023434177527610014191473439280227784839521\
53755837195252122355246487888500246551317747557030\
20808674351984895348164983096465432641383339907483\
96807465278185792027753412945335820788419423791331...
INFINITE SERIES.
z = 1/5 + 1/5^2 + 5/5^3 + 1/5^4 + 21/5^5 + 9/5^6 + 45/5^7 + 225/5^8 + 357/5^9 + 761/5^10 + 1757/5^11 + 2641/5^12 + 5013/5^13 + 489/5^14 + 18829/5^15 + 28609/5^16 + 11973/5^17 + 59865/5^18 + 37181/5^19 + 185905/5^20 +...+ A029757(n)/5^n +...
CROSSREFS
KEYWORD
nonn,cons
AUTHOR
Paul D. Hanna, Dec 03 2015
STATUS
approved