A108692 - cp's OEIS frontend

A108692 It is known that 4472988326827347533 is a quadratic non-residue for all primes between 3 and 283; sequence gives 4472988326827347533 mod prime(n).

n	a(n)
1	1
2	2
3	3
4	3
5	8
6	11
7	7
8	15
9	22
10	27
11	3
12	19
13	6
14	28
15	19
16	2
17	11
18	23
19	51
20	63
21	51
22	69
23	74
24	61
25	19
26	2
27	57
28	103
29	18
30	34
31	111
32	69
33	46
34	56
35	131
36	48
37	139
38	137
39	163
40	59
41	69
42	140
43	62
44	183
45	119
46	42
47	31
48	91
49	6
50	52
51	139
52	190
53	207
54	134
55	151
56	20
57	236
58	142
59	18
60	91
61	32
62	260
63	142
64	171
65	117
66	123
67	47
68	286

[1, 2, 3, 3, 8, 11, 7, 15, 22, 27, 3, 19, 6, 28, 19, 2, 11, 23, 51, 63, 51, 69, 74, 61, 19, 2, 57, 103, 18, 34, 111, 69, 46, 56, 131, 48, 139, 137, 163, 59, 69, 140, 62, 183, 119, 42, 31, 91, 6, 52, 139, 190, 207, 134, 151, 20, 236, 142, 18, 91, 32, 260, 142, 171, 117, 123, 47, 286]

cp's OEIS Frontend

A108692 It is known that 4472988326827347533 is a quadratic non-residue for all primes between 3 and 283; sequence gives 4472988326827347533 mod prime(n).

Table of values

List of values

n	a(n)
1	1
2	2
3	3
4	3
5	8
6	11
7	7
8	15
9	22
10	27
11	3
12	19
13	6
14	28
15	19
16	2
17	11
18	23
19	51
20	63
21	51
22	69
23	74
24	61
25	19
26	2
27	57
28	103
29	18
30	34
31	111
32	69
33	46
34	56
35	131
36	48
37	139
38	137
39	163
40	59
41	69
42	140
43	62
44	183
45	119
46	42
47	31
48	91
49	6
50	52
51	139
52	190
53	207
54	134
55	151
56	20
57	236
58	142
59	18
60	91
61	32
62	260
63	142
64	171
65	117
66	123
67	47
68	286

n	a(n)
1	1
2	2
3	3
4	3
5	8
6	11
7	7
8	15
9	22
10	27
11	3
12	19
13	6
14	28
15	19
16	2
17	11
18	23
19	51
20	63
21	51
22	69
23	74
24	61
25	19
26	2
27	57
28	103
29	18
30	34
31	111
32	69
33	46
34	56
35	131
36	48
37	139
38	137
39	163
40	59
41	69
42	140
43	62
44	183
45	119
46	42
47	31
48	91
49	6
50	52
51	139
52	190
53	207
54	134
55	151
56	20
57	236
58	142
59	18
60	91
61	32
62	260
63	142
64	171
65	117
66	123
67	47
68	286

n	a(n)
1	1
2	2
3	3
4	3
5	8
6	11
7	7
8	15
9	22
10	27
11	3
12	19
13	6
14	28
15	19
16	2
17	11
18	23
19	51
20	63
21	51
22	69
23	74
24	61
25	19
26	2
27	57
28	103
29	18
30	34
31	111
32	69
33	46
34	56
35	131
36	48
37	139
38	137
39	163
40	59
41	69
42	140
43	62
44	183
45	119
46	42
47	31
48	91
49	6
50	52
51	139
52	190
53	207
54	134
55	151
56	20
57	236
58	142
59	18
60	91
61	32
62	260
63	142
64	171
65	117
66	123
67	47
68	286