A145354 - cp's OEIS frontend

A145354 It is conjectured that for each m >= 1 there exist primes Q=Q(m) and P=P(m) with (2m)^2 + 1 <= Q <= (2m+1)^2 - 2m <= P <= (2m+1)^2; then set a(2m-1) = Q, a(2m) = P.

n	a(n)
1	5
2	7
3	17
4	23
5	37
6	43
7	67
8	73
9	101
10	113
11	149
12	157
13	197
14	211
15	257
16	277
17	331
18	347
19	401
20	421
21	487
22	509
23	577
24	601
25	677
26	709
27	787
28	821
29	907
30	937
31	1031
32	1061
33	1163
34	1193
35	1297
36	1361
37	1447
38	1483
39	1601
40	1657
41	1777
42	1811
43	1949
44	1987
45	2129
46	2179
47	2309
48	2357
49	2503
50	2551

[5, 7, 17, 23, 37, 43, 67, 73, 101, 113, 149, 157, 197, 211, 257, 277, 331, 347, 401, 421, 487, 509, 577, 601, 677, 709, 787, 821, 907, 937, 1031, 1061, 1163, 1193, 1297, 1361, 1447, 1483, 1601, 1657, 1777, 1811, 1949, 1987, 2129, 2179, 2309, 2357, 2503, 2551]

cp's OEIS Frontend

A145354 It is conjectured that for each m >= 1 there exist primes Q=Q(m) and P=P(m) with (2m)^2 + 1 <= Q <= (2m+1)^2 - 2m <= P <= (2m+1)^2; then set a(2m-1) = Q, a(2m) = P.

Table of values

List of values