A333327 - cp's OEIS frontend

A333327 Primes p such that, if p = Sum_{0<=i<=k} d_i10^i is the decimal expansion, p mod (d_i10^i) is prime for 0<=i<=k.

n	a(n)
1	17
2	23
3	37
4	47
5	53
6	83
7	113
8	317
9	353
10	367
11	397
12	443
13	467
14	479
15	647
16	653
17	683
18	743
19	773
20	953
21	983
22	997
23	1223
24	1283
25	1367
26	1373
27	1433
28	1523
29	1823
30	1997
31	2137
32	2467
33	2677
34	2887
35	3167
36	3389
37	3617
38	3727
39	3967
40	4283
41	4349
42	4523
43	4643
44	5197
45	5827
46	5839
47	5857
48	6113
49	6173
50	6317
51	6337
52	6353
53	6653
54	6863

[17, 23, 37, 47, 53, 83, 113, 317, 353, 367, 397, 443, 467, 479, 647, 653, 683, 743, 773, 953, 983, 997, 1223, 1283, 1367, 1373, 1433, 1523, 1823, 1997, 2137, 2467, 2677, 2887, 3167, 3389, 3617, 3727, 3967, 4283, 4349, 4523, 4643, 5197, 5827, 5839, 5857, 6113, 6173, 6317, 6337, 6353, 6653, 6863]

cp's OEIS Frontend

A333327 Primes p such that, if p = Sum_{0<=i<=k} d_i10^i is the decimal expansion, p mod (d_i10^i) is prime for 0<=i<=k.

Table of values

List of values

cp's OEIS Frontend

A333327 Primes p such that, if p = Sum_{0<=i<=k} d_i*10^i is the decimal expansion, p mod (d_i*10^i) is prime for 0<=i<=k.

Table of values

List of values

A333327 Primes p such that, if p = Sum_{0<=i<=k} d_i10^i is the decimal expansion, p mod (d_i10^i) is prime for 0<=i<=k.