A247384 - cp's OEIS frontend

A247384 Find the first (maximal) string of consecutive primes of length exactly n which alternate between 4k+1 and 4k+3 or 4k+3 and 4k+1 as in A002144(4n+1) and A002145(4n+3). The first element is a(n).

n	a(n)
1	97
2	11
3	3
4	23
5	47
6	167
7	131
8	2011
9	233
10	23633
11	34499
12	1013
13	9341
14	90659
15	521
16	51749
17	505049
18	1391087
19	2264839
20	2556713
21	17123893
22	2569529
23	15090641
24	18246451
25	6160043
26	1557431471
27	43679609
28	198572029
29	701575297
30	5552898499
31	6639843979
32	61233611783
33	9005520203

[97, 11, 3, 23, 47, 167, 131, 2011, 233, 23633, 34499, 1013, 9341, 90659, 521, 51749, 505049, 1391087, 2264839, 2556713, 17123893, 2569529, 15090641, 18246451, 6160043, 1557431471, 43679609, 198572029, 701575297, 5552898499, 6639843979, 61233611783, 9005520203]

cp's OEIS Frontend

A247384 Find the first (maximal) string of consecutive primes of length exactly n which alternate between 4k+1 and 4k+3 or 4k+3 and 4k+1 as in A002144(4n+1) and A002145(4n+3). The first element is a(n).

Table of values

List of values

cp's OEIS Frontend

A247384 Find the first (maximal) string of consecutive primes of length exactly n which alternate between 4*k+1 and 4*k+3 or 4*k+3 and 4*k+1 as in A002144(4*n+1) and A002145(4*n+3). The first element is a(n).

Table of values

List of values

A247384 Find the first (maximal) string of consecutive primes of length exactly n which alternate between 4k+1 and 4k+3 or 4k+3 and 4k+1 as in A002144(4n+1) and A002145(4n+3). The first element is a(n).