0,2

a(n) is the numerator of b(n)=a(n)/3^(2^n)=a(n)/A011764(n) which is a logistic chaotic sequence of reals in (0,1) with b(n)=4*b(n-1)*(1-b(n-1)) starting at b(0)=1/3; the truncated values of b(n) start: 0.333..., 0.888..., 0.395..., 0.955..., 0.168..., 0.560..., 0.985..., 0.057..., 0.215..., etc.

Sequence in context: A120781 A139286 A139306 this_sequence A031445 A131547 A044085

Adjacent sequences: A079268 A079269 A079270 this_sequence A079272 A079273 A079274

frac,nonn

Henry Bottomley (se16(AT)btinternet.com), Feb 06 2003