A374001 - cp's OEIS frontend

A374001 a(n) is the number of elements z of Z_p[i] such that #{z^k, k >= 0} = p^2-1 (where p denotes A002145(n), the n-th prime number congruent to 3 modulo 4).

n	a(n)
1	4
2	16
3	32
4	96
5	160
6	256
7	480
8	704
9	896
10	1280
11	1152
12	1536
13	1920
14	3072
15	3744
16	4608
17	3840
18	4224
19	5760
20	8640
21	7872
22	8448
23	9216
24	9600
25	9984
26	13824
27	16128
28	12288
29	14400
30	20800
31	18432
32	25760
33	23040
34	23040
35	26240
36	38528
37	34176
38	42240
39	31104
40	48640
41	34560
42	48384
43	46080

[4, 16, 32, 96, 160, 256, 480, 704, 896, 1280, 1152, 1536, 1920, 3072, 3744, 4608, 3840, 4224, 5760, 8640, 7872, 8448, 9216, 9600, 9984, 13824, 16128, 12288, 14400, 20800, 18432, 25760, 23040, 23040, 26240, 38528, 34176, 42240, 31104, 48640, 34560, 48384, 46080]

cp's OEIS Frontend

A374001 a(n) is the number of elements z of Z_p[i] such that #{z^k, k >= 0} = p^2-1 (where p denotes A002145(n), the n-th prime number congruent to 3 modulo 4).

Table of values

List of values