A241896 - cp's OEIS frontend

A241896 Increasingly ordered odd primes p(m) with p(m) = (sum of the digits of all primes p(i) in base 3 for i=1, 2, ..., m-1) + (sum of digits of m-1 in base 3).

n	a(n)
1	3
2	5
3	7
4	11
5	17
6	29
7	37
8	695641
9	695687
10	695749
11	695881
12	699943
13	700199
14	715457
15	883433
16	883451
17	883471
18	883621
19	992111
20	992357
21	992591
22	993683
23	1308563
24	1309999
25	1310041
26	1310359
27	1310993
28	1313161
29	1314191
30	1314377
31	1317271
32	1324567
33	1326097
34	1326109
35	1326649
36	1760113
37	1760287
38	1766509
39	1766537
40	3173761
41	3204779
42	3204827
43	4539191

[3, 5, 7, 11, 17, 29, 37, 695641, 695687, 695749, 695881, 699943, 700199, 715457, 883433, 883451, 883471, 883621, 992111, 992357, 992591, 993683, 1308563, 1309999, 1310041, 1310359, 1310993, 1313161, 1314191, 1314377, 1317271, 1324567, 1326097, 1326109, 1326649, 1760113, 1760287, 1766509, 1766537, 3173761, 3204779, 3204827, 4539191]

cp's OEIS Frontend

A241896 Increasingly ordered odd primes p(m) with p(m) = (sum of the digits of all primes p(i) in base 3 for i=1, 2, ..., m-1) + (sum of digits of m-1 in base 3).

Table of values

List of values