1,2
a(n)/n tends to 2.
n = the set of natural numbers generating "4" using the formula of A089959: floor( 1/({n*k}*(1 - {n*k}) where k = .6180339... = phi^(-1).; {x} = fractional part.
a(5) = 9 since A089959(9) = 4.
Cf. A089959.
Sequence in context: A177688 A190250 A047508 * A067888 A189142 A043337
Adjacent sequences: A089957 A089958 A089959 * A089961 A089962 A089963
nonn
Gary W. Adamson (qntmpkt(AT)yahoo.com), Nov 16 2003