A236395 - cp's OEIS frontend

A236395 a(n) = Fibonacci(p) mod p^2, where p = prime(n).

n	a(n)
1	1
2	2
3	5
4	13
5	89
6	64
7	152
8	210
9	91
10	378
11	869
12	443
13	1641
14	85
15	1832
16	2066
17	296
18	1465
19	2009
20	4474
21	3211
22	5057
23	2572
24	4184
25	2909
26	10000
27	9475
28	10164
29	1418
30	9378
31	7238
32	4193
33	14795
34	17793
35	8941
36	4531
37	21194
38	13528
39	24214
40	18683
41	15574
42	28237
43	8978
44	15632
45	5515
46	20299
47	11817
48	24529
49	34049
50	2062
51	23765
52	29159
53	21932
54	31376
55	65791
56	20776
57	43848
58	27101
59	29638

[1, 2, 5, 13, 89, 64, 152, 210, 91, 378, 869, 443, 1641, 85, 1832, 2066, 296, 1465, 2009, 4474, 3211, 5057, 2572, 4184, 2909, 10000, 9475, 10164, 1418, 9378, 7238, 4193, 14795, 17793, 8941, 4531, 21194, 13528, 24214, 18683, 15574, 28237, 8978, 15632, 5515, 20299, 11817, 24529, 34049, 2062, 23765, 29159, 21932, 31376, 65791, 20776, 43848, 27101, 29638]

cp's OEIS Frontend

A236395 a(n) = Fibonacci(p) mod p^2, where p = prime(n).

Table of values

List of values