A338610 - cp's OEIS frontend

A338610 Integers m such that there exist one prime p and one positive integer k, for which the expression k^3 + k^2*p is a perfect cube m^3.

n	a(n)
1	2
2	12
3	36
4	80
5	252
6	810
7	1100
8	1452
9	2366
10	2940
11	5202
12	12696
13	14400
14	16250
15	20412
16	22736
17	27900
18	33792
19	40460
20	52022
21	56316
22	70602
23	75852
24	93150
25	112896
26	120050
27	143312
28	169400
29	198476
30	242172
31	254016
32	291852
33	305252
34	410700
35	518400
36	538002
37	643452
38	689216
39	737100

[2, 12, 36, 80, 252, 810, 1100, 1452, 2366, 2940, 5202, 12696, 14400, 16250, 20412, 22736, 27900, 33792, 40460, 52022, 56316, 70602, 75852, 93150, 112896, 120050, 143312, 169400, 198476, 242172, 254016, 291852, 305252, 410700, 518400, 538002, 643452, 689216, 737100]

cp's OEIS Frontend

A338610 Integers m such that there exist one prime p and one positive integer k, for which the expression k^3 + k^2*p is a perfect cube m^3.

Table of values

List of values