A308935 - cp's OEIS frontend

A308935 a(n) is the smallest m > n such that n^2(n^2 + 1) divides m^2(m^2 + 1).

n	a(n)
1	2
2	8
3	12
4	64
5	18
6	216
7	35
8	112
9	360
10	818
11	660
12	348
13	208
14	2744
15	693
16	4096
17	493
18	450
19	3420
20	4832
21	1071
22	2112
23	1242
24	13824
25	7800
26	17576
27	1998
28	4368
29	10133
30	1560
31	1178
32	1280
33	3597
34	3060
35	8582
36	46656
37	5032
38	1292
39	29640
40	12768
41	1189
42	14868
43	3182
44	13112
45	36468
46	6670

[2, 8, 12, 64, 18, 216, 35, 112, 360, 818, 660, 348, 208, 2744, 693, 4096, 493, 450, 3420, 4832, 1071, 2112, 1242, 13824, 7800, 17576, 1998, 4368, 10133, 1560, 1178, 1280, 3597, 3060, 8582, 46656, 5032, 1292, 29640, 12768, 1189, 14868, 3182, 13112, 36468, 6670]

cp's OEIS Frontend

A308935 a(n) is the smallest m > n such that n^2(n^2 + 1) divides m^2(m^2 + 1).

Table of values

List of values

cp's OEIS Frontend

A308935 a(n) is the smallest m > n such that n^2*(n^2 + 1) divides m^2*(m^2 + 1).

Table of values

List of values

A308935 a(n) is the smallest m > n such that n^2(n^2 + 1) divides m^2(m^2 + 1).