A224611 - cp's OEIS frontend

A224611 Smallest j such that j2p(n)^3-1=q is prime, j2p(n)q^2-1=r, j2p(n)r^2-1=s, where r and s are also prime.

n	a(n)
1	902
2	145
3	771
4	1060
5	3569
6	520
7	938
8	294
9	2457
10	3911
11	1650
12	483
13	8604
14	3450
15	2345
16	548
17	25004
18	1635
19	5767
20	14519
21	2518
22	6394
23	198
24	7961
25	4272
26	8370
27	4146
28	654
29	4489
30	6987
31	222
32	5426
33	5250
34	17670
35	7691
36	360
37	3994
38	20821
39	9008
40	6525
41	9204
42	1464
43	6111
44	6625
45	11229
46	3315
47	62340
48	735
49	6962
50	5236

[902, 145, 771, 1060, 3569, 520, 938, 294, 2457, 3911, 1650, 483, 8604, 3450, 2345, 548, 25004, 1635, 5767, 14519, 2518, 6394, 198, 7961, 4272, 8370, 4146, 654, 4489, 6987, 222, 5426, 5250, 17670, 7691, 360, 3994, 20821, 9008, 6525, 9204, 1464, 6111, 6625, 11229, 3315, 62340, 735, 6962, 5236]

cp's OEIS Frontend

A224611 Smallest j such that j2p(n)^3-1=q is prime, j2p(n)q^2-1=r, j2p(n)r^2-1=s, where r and s are also prime.

Table of values

List of values

cp's OEIS Frontend

A224611 Smallest j such that j*2*p(n)^3-1=q is prime, j*2*p(n)*q^2-1=r, j*2*p(n)*r^2-1=s, where r and s are also prime.

Table of values

List of values

A224611 Smallest j such that j2p(n)^3-1=q is prime, j2p(n)q^2-1=r, j2p(n)r^2-1=s, where r and s are also prime.