A282794 - cp's OEIS frontend

A282794 Indices k of nontrivial Riemann zeta zeros such that floor(Im(zetazero(k))/(2Pi)log(Im(zetazero(k))/(2Pie)) + 7/8) - k + 1 = -1.

n	a(n)
1	136
2	213
3	256
4	379
5	399
6	509
7	531
8	580
9	639
10	696
11	705
12	779
13	795
14	809
15	871
16	994
17	1018
18	1048
19	1073
20	1088
21	1096
22	1113
23	1137
24	1158
25	1167
26	1209
27	1233
28	1265
29	1296
30	1321
31	1331
32	1346
33	1404
34	1445
35	1487

[136, 213, 256, 379, 399, 509, 531, 580, 639, 696, 705, 779, 795, 809, 871, 994, 1018, 1048, 1073, 1088, 1096, 1113, 1137, 1158, 1167, 1209, 1233, 1265, 1296, 1321, 1331, 1346, 1404, 1445, 1487]

cp's OEIS Frontend

A282794 Indices k of nontrivial Riemann zeta zeros such that floor(Im(zetazero(k))/(2Pi)log(Im(zetazero(k))/(2Pie)) + 7/8) - k + 1 = -1.

Table of values

List of values

cp's OEIS Frontend

A282794 Indices k of nontrivial Riemann zeta zeros such that floor(Im(zetazero(k))/(2*Pi)*log(Im(zetazero(k))/(2*Pi*e)) + 7/8) - k + 1 = -1.

Table of values

List of values

A282794 Indices k of nontrivial Riemann zeta zeros such that floor(Im(zetazero(k))/(2Pi)log(Im(zetazero(k))/(2Pie)) + 7/8) - k + 1 = -1.