A320260 - cp's OEIS frontend

A320260 Number of ordered pairs (j,k) with 0 < j < k < prime(n)/2 such that (j(j+1) mod prime(n)) > (k(k+1) mod prime(n)).

n	a(n)
1	0
2	0
3	1
4	1
5	3
6	8
7	13
8	10
9	19
10	41
11	44
12	70
13	83
14	75
15	100
16	143
17	167
18	210
19	188
20	225
21	290
22	306
23	322
24	401
25	503
26	554
27	481
28	541
29	634
30	686
31	848
32	858
33	1048
34	981
35	1203
36	1099
37	1468
38	1332
39	1421
40	1700
41	1646
42	1831
43	2054
44	2077
45	2135
46	2017
47	2356
48	2698
49	2712
50	2851
51	3022
52	3112
53	3386
54	3447
55	3838
56	3551
57	4062
58	3956
59	4466
60	4569

[0, 0, 1, 1, 3, 8, 13, 10, 19, 41, 44, 70, 83, 75, 100, 143, 167, 210, 188, 225, 290, 306, 322, 401, 503, 554, 481, 541, 634, 686, 848, 858, 1048, 981, 1203, 1099, 1468, 1332, 1421, 1700, 1646, 1831, 2054, 2077, 2135, 2017, 2356, 2698, 2712, 2851, 3022, 3112, 3386, 3447, 3838, 3551, 4062, 3956, 4466, 4569]

cp's OEIS Frontend

A320260 Number of ordered pairs (j,k) with 0 < j < k < prime(n)/2 such that (j(j+1) mod prime(n)) > (k(k+1) mod prime(n)).

Table of values

List of values

cp's OEIS Frontend

A320260 Number of ordered pairs (j,k) with 0 < j < k < prime(n)/2 such that (j*(j+1) mod prime(n)) > (k*(k+1) mod prime(n)).

Table of values

List of values

A320260 Number of ordered pairs (j,k) with 0 < j < k < prime(n)/2 such that (j(j+1) mod prime(n)) > (k(k+1) mod prime(n)).