This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.
%I A348074 #46 Dec 21 2022 04:49:36 %S A348074 1,4,1,10,3,16,1,22,7,28,5,34,3,40,1,46,15,52,13,58,11,64,9,70,7,76,5, %T A348074 82,3,88,1,94,31,100,29,106,27,112,25,118,23,124,21,130,19,136,17,142, %U A348074 15,148,13,154,11,160,9,166,7,172,5,178,3,184,1,190,63 %N A348074 a(n) = A035327(n) if n is even, 3n + 1 if n is odd. %e A348074 n parity function a(n) %e A348074 = ===== ========= ====== %e A348074 0 even A035327(0) 1 %e A348074 1 odd 3*1 + 1 4 %e A348074 2 even A035327(2) 1 %e A348074 3 odd 3*3 + 1 10 %e A348074 4 even A035327(4) 3 %e A348074 5 odd 3*5 + 1 16 %o A348074 (Python) %o A348074 def A348074(n): %o A348074 if n%2==0: %o A348074 if n==0: return 1 %o A348074 else: return (1<<int.bit_length(n)) - n - 1 #A035327(n) %o A348074 else: return 3*n+1 %o A348074 (Python) %o A348074 def A348074(n): return 3*n+1 if n&1 or n==0 else (~n)^(-1<<n.bit_length()) # _Chai Wah Wu_, Dec 20 2022 %Y A348074 Cf. A006370, A035327. %K A348074 nonn %O A348074 0,2 %A A348074 _Alexander Van Plantinga_, Sep 27 2021