A230639 - cp's OEIS frontend

A230639 Let M(1)=0 and for n>1, B(n)=(M(ceiling(n/2))+M(floor(n/2))+2)/2, M(n)=3^B(n)+M(floor(n/2))+1. This sequence gives B(n).

n	a(n)
2	1
3	3
4	5
5	17
6	29
7	139
8	249
9	64570209
10	129140169
11	34315253252541
12	68630377364913
13	1044297913696328396542704032390321722034449074468444246791788357605
14	2088595827392656793085408064780643444068898148936888424953199350297

[1, 3, 5, 17, 29, 139, 249, 64570209, 129140169, 34315253252541, 68630377364913, 1044297913696328396542704032390321722034449074468444246791788357605, 2088595827392656793085408064780643444068898148936888424953199350297]

cp's OEIS Frontend

A230639 Let M(1)=0 and for n>1, B(n)=(M(ceiling(n/2))+M(floor(n/2))+2)/2, M(n)=3^B(n)+M(floor(n/2))+1. This sequence gives B(n).

Table of values

List of values