A297574 - cp's OEIS frontend

A297574 Least integer m > n such that 2^m == 2^n (mod m*n).

n	a(n)
1	2
2	6
3	15
4	6
5	65
6	8
7	16
8	12
9	63
10	30
11	31
12	16
13	85
14	26
15	39
16	20
17	65
18	72
19	73
20	24
21	57
22	32
23	56
24	32
25	1025
26	170
27	513
28	40
29	85
30	42
31	91
32	40
33	93
34	130
35	155
36	144
37	73
38	56
39	111
40	48
41	341
42	48
43	127
44	64
45	585
46	112
47	2048
48	60
49	2107
50	550
51	195
52	64
53	157
54	1026
55	155
56	80
57	219
58	86
59	233
60	64
61	1261
62	82
63	171
64	73
65	257
66	96
67	595
68	140
69	201
70	130
71	281
72	126

[2, 6, 15, 6, 65, 8, 16, 12, 63, 30, 31, 16, 85, 26, 39, 20, 65, 72, 73, 24, 57, 32, 56, 32, 1025, 170, 513, 40, 85, 42, 91, 40, 93, 130, 155, 144, 73, 56, 111, 48, 341, 48, 127, 64, 585, 112, 2048, 60, 2107, 550, 195, 64, 157, 1026, 155, 80, 219, 86, 233, 64, 1261, 82, 171, 73, 257, 96, 595, 140, 201, 130, 281, 126]

cp's OEIS Frontend

A297574 Least integer m > n such that 2^m == 2^n (mod m*n).

Table of values

List of values