A334339 - cp's OEIS frontend

A334339 Least positive integer m such that sigma(m * n) is a cube, where sigma(k) is the sum of the divisors of k.

n	a(n)
1	1
2	51
3	34
4	291
5	22
6	17
7	1
8	1347
9	597
10	11
11	10
12	97
13	892
14	51
15	46
16	1758
17	6
18	3540
19	343
20	1649
21	34
22	5
23	30
24	449
25	2928
26	446
27	199
28	291
29	472
30	23
31	34
32	879
33	235
34	3
35	22
36	1770
37	8661
38	356
39	3007
40	1593
41	884
42	17
43	241
44	298
45	1416
46	15
47	22
48	586
49	133
50	1464
51	2
52	223
53	3
54	1180
55	2
56	1347
57	711
58	236
59	232
60	1062
61	1200
62	17
63	597
64	96771
65	586
66	265
67	577
68	485
69	10
70	11

[1, 51, 34, 291, 22, 17, 1, 1347, 597, 11, 10, 97, 892, 51, 46, 1758, 6, 3540, 343, 1649, 34, 5, 30, 449, 2928, 446, 199, 291, 472, 23, 34, 879, 235, 3, 22, 1770, 8661, 356, 3007, 1593, 884, 17, 241, 298, 1416, 15, 22, 586, 133, 1464, 2, 223, 3, 1180, 2, 1347, 711, 236, 232, 1062, 1200, 17, 597, 96771, 586, 265, 577, 485, 10, 11]

cp's OEIS Frontend

A334339 Least positive integer m such that sigma(m * n) is a cube, where sigma(k) is the sum of the divisors of k.

Table of values

List of values