A337298 - cp's OEIS frontend

A337298 Sum of the coordinates of all relatively prime pairs of divisors of n, (d1,d2), such that d1 <= d2.

n	a(n)
1	2
2	5
3	6
4	10
5	8
6	21
7	10
8	19
9	16
10	29
11	14
12	46
13	16
14	37
15	36
16	36
17	20
18	61
19	22
20	64
21	46
22	53
23	26
24	91
25	34
26	61
27	44
28	82
29	32
30	141
31	34
32	69
33	66
34	77
35	64
36	136
37	40
38	85
39	76
40	127
41	44
42	181
43	46
44	118
45	106
46	101
47	50
48	176
49	60
50	133
51	96
52	136
53	56
54	173
55	92
56	163
57	106
58	125
59	62
60	316
61	64
62	133
63	136
64	134
65	106
66	261
67	70

[2, 5, 6, 10, 8, 21, 10, 19, 16, 29, 14, 46, 16, 37, 36, 36, 20, 61, 22, 64, 46, 53, 26, 91, 34, 61, 44, 82, 32, 141, 34, 69, 66, 77, 64, 136, 40, 85, 76, 127, 44, 181, 46, 118, 106, 101, 50, 176, 60, 133, 96, 136, 56, 173, 92, 163, 106, 125, 62, 316, 64, 133, 136, 134, 106, 261, 70]

cp's OEIS Frontend

A337298 Sum of the coordinates of all relatively prime pairs of divisors of n, (d1,d2), such that d1 <= d2.

Table of values

List of values

n	a(n)
1	2
2	5
3	6
4	10
5	8
6	21
7	10
8	19
9	16
10	29
11	14
12	46
13	16
14	37
15	36
16	36
17	20
18	61
19	22
20	64
21	46
22	53
23	26
24	91
25	34
26	61
27	44
28	82
29	32
30	141
31	34
32	69
33	66
34	77
35	64
36	136
37	40
38	85
39	76
40	127
41	44
42	181
43	46
44	118
45	106
46	101
47	50
48	176
49	60
50	133
51	96
52	136
53	56
54	173
55	92
56	163
57	106
58	125
59	62
60	316
61	64
62	133
63	136
64	134
65	106
66	261
67	70

n	a(n)
1	2
2	5
3	6
4	10
5	8
6	21
7	10
8	19
9	16
10	29
11	14
12	46
13	16
14	37
15	36
16	36
17	20
18	61
19	22
20	64
21	46
22	53
23	26
24	91
25	34
26	61
27	44
28	82
29	32
30	141
31	34
32	69
33	66
34	77
35	64
36	136
37	40
38	85
39	76
40	127
41	44
42	181
43	46
44	118
45	106
46	101
47	50
48	176
49	60
50	133
51	96
52	136
53	56
54	173
55	92
56	163
57	106
58	125
59	62
60	316
61	64
62	133
63	136
64	134
65	106
66	261
67	70

n	a(n)
1	2
2	5
3	6
4	10
5	8
6	21
7	10
8	19
9	16
10	29
11	14
12	46
13	16
14	37
15	36
16	36
17	20
18	61
19	22
20	64
21	46
22	53
23	26
24	91
25	34
26	61
27	44
28	82
29	32
30	141
31	34
32	69
33	66
34	77
35	64
36	136
37	40
38	85
39	76
40	127
41	44
42	181
43	46
44	118
45	106
46	101
47	50
48	176
49	60
50	133
51	96
52	136
53	56
54	173
55	92
56	163
57	106
58	125
59	62
60	316
61	64
62	133
63	136
64	134
65	106
66	261
67	70