A112323 - cp's OEIS frontend

A112323 a(n) = numerator of sum of reciprocals of the terms of the continued fraction for prime(n+1)/prime(n).

n	a(n)
1	3
2	5
3	2
4	10
5	17
6	19
7	13
8	31
9	38
10	11
11	41
12	49
13	31
14	73
15	82
16	93
17	89
18	19
19	115
20	107
21	5
22	136
23	148
24	107
25	31
26	38
27	178
28	161
29	139
30	67
31	220
32	236
33	103
34	256
35	56
36	181
37	47
38	283
39	302
40	313
41	269
42	52
43	287
44	61
45	74
46	65
47	69
48	388
49	341
50	289
51	423
52	359
53	137
54	456
55	467
56	478
57	101
58	107
59	349
60	211

[3, 5, 2, 10, 17, 19, 13, 31, 38, 11, 41, 49, 31, 73, 82, 93, 89, 19, 115, 107, 5, 136, 148, 107, 31, 38, 178, 161, 139, 67, 220, 236, 103, 256, 56, 181, 47, 283, 302, 313, 269, 52, 287, 61, 74, 65, 69, 388, 341, 289, 423, 359, 137, 456, 467, 478, 101, 107, 349, 211]

cp's OEIS Frontend

A112323 a(n) = numerator of sum of reciprocals of the terms of the continued fraction for prime(n+1)/prime(n).

Table of values

List of values

n	a(n)
1	3
2	5
3	2
4	10
5	17
6	19
7	13
8	31
9	38
10	11
11	41
12	49
13	31
14	73
15	82
16	93
17	89
18	19
19	115
20	107
21	5
22	136
23	148
24	107
25	31
26	38
27	178
28	161
29	139
30	67
31	220
32	236
33	103
34	256
35	56
36	181
37	47
38	283
39	302
40	313
41	269
42	52
43	287
44	61
45	74
46	65
47	69
48	388
49	341
50	289
51	423
52	359
53	137
54	456
55	467
56	478
57	101
58	107
59	349
60	211

n	a(n)
1	3
2	5
3	2
4	10
5	17
6	19
7	13
8	31
9	38
10	11
11	41
12	49
13	31
14	73
15	82
16	93
17	89
18	19
19	115
20	107
21	5
22	136
23	148
24	107
25	31
26	38
27	178
28	161
29	139
30	67
31	220
32	236
33	103
34	256
35	56
36	181
37	47
38	283
39	302
40	313
41	269
42	52
43	287
44	61
45	74
46	65
47	69
48	388
49	341
50	289
51	423
52	359
53	137
54	456
55	467
56	478
57	101
58	107
59	349
60	211

n	a(n)
1	3
2	5
3	2
4	10
5	17
6	19
7	13
8	31
9	38
10	11
11	41
12	49
13	31
14	73
15	82
16	93
17	89
18	19
19	115
20	107
21	5
22	136
23	148
24	107
25	31
26	38
27	178
28	161
29	139
30	67
31	220
32	236
33	103
34	256
35	56
36	181
37	47
38	283
39	302
40	313
41	269
42	52
43	287
44	61
45	74
46	65
47	69
48	388
49	341
50	289
51	423
52	359
53	137
54	456
55	467
56	478
57	101
58	107
59	349
60	211