Positive integers with binary expansion (b(1), ..., b(m)) such that Sum_{i = 1..m-k} b(i)*b(i+k) is odd for all k = 0..m-1.
A360388
Positive integers with binary expansion (b(1), ..., b(m)) such that Sum_{i = 1..m-k} b(i)*b(i+k) is odd for all k = 0..m-1.
Terms
- a(0) =1a(1) =11a(2) =13a(3) =2787a(4) =3189a(5) =36783a(6) =37063a(7) =43331a(8) =47803a(9) =49813a(10) =56669a(11) =58121a(12) =62961a(13) =9205487a(14) =16215601a(15) =23070091a(16) =23248907a(17) =27264653a(18) =27475981a(19) =43469906355a(20) =55167946629a(21) =75985591407a(22) =80056245671a(23) =81489328999a(24) =83389490039a(25) =87235136243a(26) =88437433811a(27) =90400346819
External references
- oeis: A360388