A262730 - cp's OEIS frontend

A262730 Primes p such that p^2 = pi(x^3) + pi(y^3) for some positive integers x and y, where pi(m) denotes the number of primes not exceeding m.

n	a(n)
1	2
2	3
3	23
4	83
5	199
6	331
7	487
8	1069
9	1289
10	1697
11	2467
12	3463
13	3617
14	3733
15	5153
16	5449
17	6221
18	9203
19	9811
20	9967
21	12473
22	13883
23	14723
24	15791
25	16001
26	18919
27	33589
28	33827
29	46093
30	58321
31	59051
32	59921
33	60289
34	71249
35	84349
36	85133
37	88211
38	124309
39	126047
40	126359
41	127541
42	145679
43	146807
44	153247
45	165233

[2, 3, 23, 83, 199, 331, 487, 1069, 1289, 1697, 2467, 3463, 3617, 3733, 5153, 5449, 6221, 9203, 9811, 9967, 12473, 13883, 14723, 15791, 16001, 18919, 33589, 33827, 46093, 58321, 59051, 59921, 60289, 71249, 84349, 85133, 88211, 124309, 126047, 126359, 127541, 145679, 146807, 153247, 165233]

cp's OEIS Frontend

A262730 Primes p such that p^2 = pi(x^3) + pi(y^3) for some positive integers x and y, where pi(m) denotes the number of primes not exceeding m.

Table of values

List of values