A316113 - cp's OEIS frontend

A316113 a(n) is the least sum of a tuple containing n as an element where the denominator of the sum of reciprocals isn't divisible by any of the prime factors of n.

n	a(n)
1	1
2	4
3	9
4	10
5	20
6	11
7	35
8	22
9	30
10	22
11	66
12	22
13	91
14	37
15	28
16	46
17	119
18	32
19	152
20	31
21	41
22	68
23	184
24	37
25	110
26	106
27	93
28	53
29	261
30	51
31	279
32	94
33	69
34	121
35	59
36	60
37	370
38	192
39	97
40	64
41	451
42	54
43	430
44	94
45	65
46	186
47	517
48	74
49	259
50	112
51	122
52	97
53	583
54	95
55	92
56	92
57	158
58	263
59	767
60	77
61	671

[1, 4, 9, 10, 20, 11, 35, 22, 30, 22, 66, 22, 91, 37, 28, 46, 119, 32, 152, 31, 41, 68, 184, 37, 110, 106, 93, 53, 261, 51, 279, 94, 69, 121, 59, 60, 370, 192, 97, 64, 451, 54, 430, 94, 65, 186, 517, 74, 259, 112, 122, 97, 583, 95, 92, 92, 158, 263, 767, 77, 671]

cp's OEIS Frontend

A316113 a(n) is the least sum of a tuple containing n as an element where the denominator of the sum of reciprocals isn't divisible by any of the prime factors of n.

Table of values

List of values

n	a(n)
1	1
2	4
3	9
4	10
5	20
6	11
7	35
8	22
9	30
10	22
11	66
12	22
13	91
14	37
15	28
16	46
17	119
18	32
19	152
20	31
21	41
22	68
23	184
24	37
25	110
26	106
27	93
28	53
29	261
30	51
31	279
32	94
33	69
34	121
35	59
36	60
37	370
38	192
39	97
40	64
41	451
42	54
43	430
44	94
45	65
46	186
47	517
48	74
49	259
50	112
51	122
52	97
53	583
54	95
55	92
56	92
57	158
58	263
59	767
60	77
61	671

n	a(n)
1	1
2	4
3	9
4	10
5	20
6	11
7	35
8	22
9	30
10	22
11	66
12	22
13	91
14	37
15	28
16	46
17	119
18	32
19	152
20	31
21	41
22	68
23	184
24	37
25	110
26	106
27	93
28	53
29	261
30	51
31	279
32	94
33	69
34	121
35	59
36	60
37	370
38	192
39	97
40	64
41	451
42	54
43	430
44	94
45	65
46	186
47	517
48	74
49	259
50	112
51	122
52	97
53	583
54	95
55	92
56	92
57	158
58	263
59	767
60	77
61	671

n	a(n)
1	1
2	4
3	9
4	10
5	20
6	11
7	35
8	22
9	30
10	22
11	66
12	22
13	91
14	37
15	28
16	46
17	119
18	32
19	152
20	31
21	41
22	68
23	184
24	37
25	110
26	106
27	93
28	53
29	261
30	51
31	279
32	94
33	69
34	121
35	59
36	60
37	370
38	192
39	97
40	64
41	451
42	54
43	430
44	94
45	65
46	186
47	517
48	74
49	259
50	112
51	122
52	97
53	583
54	95
55	92
56	92
57	158
58	263
59	767
60	77
61	671