A382120 - cp's OEIS frontend

A382120 Numbers k in A024619 such that there exists a prime p | k for which p^(m+1) == r (mod k), where r is also in A024619, and a prime q | k for which q^(m+1) == r (mod k), where r is a prime power.

n	a(n)
1	10
2	18
3	20
4	21
5	22
6	26
7	28
8	30
9	34
10	36
11	38
12	40
13	42
14	46
15	48
16	50
17	52
18	54
19	55
20	57
21	58
22	60
23	68
24	72
25	74
26	78
27	82
28	84
29	86
30	93
31	94
32	96
33	98
34	100
35	106
36	108
37	110
38	111
39	114
40	116
41	117
42	118
43	122
44	124
45	126
46	129
47	132
48	134
49	136
50	142
51	146
52	147
53	148
54	150
55	156
56	158
57	162
58	164
59	165

[10, 18, 20, 21, 22, 26, 28, 30, 34, 36, 38, 40, 42, 46, 48, 50, 52, 54, 55, 57, 58, 60, 68, 72, 74, 78, 82, 84, 86, 93, 94, 96, 98, 100, 106, 108, 110, 111, 114, 116, 117, 118, 122, 124, 126, 129, 132, 134, 136, 142, 146, 147, 148, 150, 156, 158, 162, 164, 165]

cp's OEIS Frontend

A382120 Numbers k in A024619 such that there exists a prime p | k for which p^(m+1) == r (mod k), where r is also in A024619, and a prime q | k for which q^(m+1) == r (mod k), where r is a prime power.

Table of values

List of values

n	a(n)
1	10
2	18
3	20
4	21
5	22
6	26
7	28
8	30
9	34
10	36
11	38
12	40
13	42
14	46
15	48
16	50
17	52
18	54
19	55
20	57
21	58
22	60
23	68
24	72
25	74
26	78
27	82
28	84
29	86
30	93
31	94
32	96
33	98
34	100
35	106
36	108
37	110
38	111
39	114
40	116
41	117
42	118
43	122
44	124
45	126
46	129
47	132
48	134
49	136
50	142
51	146
52	147
53	148
54	150
55	156
56	158
57	162
58	164
59	165

n	a(n)
1	10
2	18
3	20
4	21
5	22
6	26
7	28
8	30
9	34
10	36
11	38
12	40
13	42
14	46
15	48
16	50
17	52
18	54
19	55
20	57
21	58
22	60
23	68
24	72
25	74
26	78
27	82
28	84
29	86
30	93
31	94
32	96
33	98
34	100
35	106
36	108
37	110
38	111
39	114
40	116
41	117
42	118
43	122
44	124
45	126
46	129
47	132
48	134
49	136
50	142
51	146
52	147
53	148
54	150
55	156
56	158
57	162
58	164
59	165

n	a(n)
1	10
2	18
3	20
4	21
5	22
6	26
7	28
8	30
9	34
10	36
11	38
12	40
13	42
14	46
15	48
16	50
17	52
18	54
19	55
20	57
21	58
22	60
23	68
24	72
25	74
26	78
27	82
28	84
29	86
30	93
31	94
32	96
33	98
34	100
35	106
36	108
37	110
38	111
39	114
40	116
41	117
42	118
43	122
44	124
45	126
46	129
47	132
48	134
49	136
50	142
51	146
52	147
53	148
54	150
55	156
56	158
57	162
58	164
59	165