A354691 - cp's OEIS frontend

A354691 Numbers k with the property that 4p+q and 4q+p are primes, where p = prime(k) and q = prime(k+1).

n	a(n)
1	2
2	23
3	74
4	86
5	91
6	96
7	97
8	99
9	100
10	105
11	133
12	174
13	280
14	305
15	357
16	372
17	504
18	554
19	562
20	565
21	660
22	668
23	686
24	716
25	733
26	741
27	789
28	796
29	859
30	885
31	909
32	925
33	993
34	1021
35	1103
36	1131
37	1136
38	1144
39	1191
40	1215
41	1234
42	1248
43	1285
44	1326
45	1334
46	1414
47	1503
48	1559
49	1577
50	1590
51	1607
52	1656
53	1738
54	1751
55	1822
56	1847
57	1894
58	1929
59	2088
60	2090

[2, 23, 74, 86, 91, 96, 97, 99, 100, 105, 133, 174, 280, 305, 357, 372, 504, 554, 562, 565, 660, 668, 686, 716, 733, 741, 789, 796, 859, 885, 909, 925, 993, 1021, 1103, 1131, 1136, 1144, 1191, 1215, 1234, 1248, 1285, 1326, 1334, 1414, 1503, 1559, 1577, 1590, 1607, 1656, 1738, 1751, 1822, 1847, 1894, 1929, 2088, 2090]

cp's OEIS Frontend

A354691 Numbers k with the property that 4p+q and 4q+p are primes, where p = prime(k) and q = prime(k+1).

Table of values

List of values

cp's OEIS Frontend

A354691 Numbers k with the property that 4*p+q and 4*q+p are primes, where p = prime(k) and q = prime(k+1).

Table of values

List of values

A354691 Numbers k with the property that 4p+q and 4q+p are primes, where p = prime(k) and q = prime(k+1).