A245595 - cp's OEIS frontend

A245595 Unique integer r with -prime(n)/2 < r <= prime(n)/2 such that S(n) == r (mod prime(n)), where S(n) is the large Schroeder number A006318(n).

n	a(n)
1	0
2	0
3	2
4	-1
5	-2
6	-1
7	7
8	-5
9	-5
10	11
11	10
12	-11
13	11
14	12
15	2
16	17
17	-2
18	19
19	-15
20	-26
21	33
22	17
23	-22
24	-11
25	18
26	8
27	18
28	-27
29	17
30	51
31	-37
32	-34
33	28
34	-4
35	66
36	-37
37	-69
38	-58
39	45
40	-81
41	-20
42	-86
43	-19
44	17
45	-12
46	-30
47	35
48	-32
49	5
50	-11
51	-8
52	-45
53	12
54	-111
55	-28
56	-71
57	76
58	59
59	102
60	-25

[0, 0, 2, -1, -2, -1, 7, -5, -5, 11, 10, -11, 11, 12, 2, 17, -2, 19, -15, -26, 33, 17, -22, -11, 18, 8, 18, -27, 17, 51, -37, -34, 28, -4, 66, -37, -69, -58, 45, -81, -20, -86, -19, 17, -12, -30, 35, -32, 5, -11, -8, -45, 12, -111, -28, -71, 76, 59, 102, -25]

cp's OEIS Frontend

A245595 Unique integer r with -prime(n)/2 < r <= prime(n)/2 such that S(n) == r (mod prime(n)), where S(n) is the large Schroeder number A006318(n).

Table of values

List of values