A106034 - cp's OEIS frontend

A106034 a(n) is the least number such that n*prime(n)+a(n) is a perfect cube.

n	a(n)
1	6
2	2
3	12
4	36
5	9
6	47
7	6
8	64
9	9
10	53
11	2
12	68
13	196
14	127
15	24
16	152
17	328
18	233
19	58
20	308
21	195
22	459
23	288
24	61
25	319
26	118
27	594
28	379
29	214
30	706
31	159
32	721
33	392
34	187
35	617
36	396
37	23
38	665
39	346
40	1080
41	661
42	398
43	1048
44	769
45	396
46	107
47	731
48	1463
49	1044
50	717
51	284
52	1396
53	1051
54	270
55	1490
56	897

[6, 2, 12, 36, 9, 47, 6, 64, 9, 53, 2, 68, 196, 127, 24, 152, 328, 233, 58, 308, 195, 459, 288, 61, 319, 118, 594, 379, 214, 706, 159, 721, 392, 187, 617, 396, 23, 665, 346, 1080, 661, 398, 1048, 769, 396, 107, 731, 1463, 1044, 717, 284, 1396, 1051, 270, 1490, 897]

cp's OEIS Frontend

A106034 a(n) is the least number such that n*prime(n)+a(n) is a perfect cube.

Table of values

List of values