A216709 - cp's OEIS frontend

A216709 a(n) is the integer closest to Riemann's prime counting function R(n10^6) minus the prime counting function pi(n10^6).

n	a(n)
1	29
2	-9
3	0
4	33
5	-64
6	24
7	-38
8	-6
9	-53
10	88
11	-3
12	-46
13	-51
14	25
15	34
16	1
17	-18
18	-117
19	-46
20	-36
21	18
22	-77
23	27
24	39
25	3
26	33
27	-6
28	2
29	7
30	-41
31	-139
32	-61
33	-104
34	-108
35	106
36	135
37	198
38	190
39	3
40	-84
41	-102
42	38
43	50
44	52
45	55
46	-131
47	-134
48	-16
49	99
50	-67
51	-53
52	-90
53	-49
54	-9
55	127
56	72
57	-13
58	50
59	-17
60	39
61	-85
62	114

[29, -9, 0, 33, -64, 24, -38, -6, -53, 88, -3, -46, -51, 25, 34, 1, -18, -117, -46, -36, 18, -77, 27, 39, 3, 33, -6, 2, 7, -41, -139, -61, -104, -108, 106, 135, 198, 190, 3, -84, -102, 38, 50, 52, 55, -131, -134, -16, 99, -67, -53, -90, -49, -9, 127, 72, -13, 50, -17, 39, -85, 114]

cp's OEIS Frontend

A216709 a(n) is the integer closest to Riemann's prime counting function R(n10^6) minus the prime counting function pi(n10^6).

Table of values

List of values

cp's OEIS Frontend

A216709 a(n) is the integer closest to Riemann's prime counting function R(n*10^6) minus the prime counting function pi(n*10^6).

Table of values

List of values

A216709 a(n) is the integer closest to Riemann's prime counting function R(n10^6) minus the prime counting function pi(n10^6).