1,1

No other terms below 2^65.

Terms a(2) and a(3) are of the form (2^(2k+1)+1)/3 = A007583(k).

Terms A007583(k) belong to this sequence for k in A303009. Correspondingly, a(4) <= A007583(A303009(3)) = (2^83+1)/3 = 3223802185639011132549803.

If a(n) is not divisible by 3, then it also belongs to A175625.

Table of n, a(n) for n=1..3.

a(n) = 2*A303447(n) + 1.

Numbers (a(n)-1)/2 are listed in A303447.

Subsequence of A006970 and A300193.

Cf. A175625, A175942, A298758.

Sequence in context: A172767 A122557 A284101 * A251513 A103123 A107618

Adjacent sequences: A303445 A303446 A303447 * A303449 A303450 A303451

bref,hard,more,nonn

Max Alekseyev, Apr 24 2018

a(1) from Amiram Eldar, Jan 26 2018

approved