A324598 - cp's OEIS frontend

A324598 Irregular triangle with the representative solutions of the Diophantine equation x^2 + x - 1 congruent to 0 modulo N(n), with N(n) = A089270(n), for n >= 1.

n	a(n)
1	0
2	2
3	3
4	7
5	4
6	14
7	5
8	23
9	12
10	18
11	6
12	34
13	7
14	47
15	25
16	33
17	17
18	43
19	8
20	62
21	29
22	49
23	9
24	79
25	42
26	52
27	22
28	78
29	10
30	98
31	36
32	84
33	11
34	119
35	63
36	75
37	52
38	93
39	40
40	108
41	27
42	123
43	12
44	142
45	74
46	104
47	13
48	167
49	88
50	102
51	61
52	137
53	47
54	157
55	14
56	194
57	80
58	128
59	32
60	178

[0, 2, 3, 7, 4, 14, 5, 23, 12, 18, 6, 34, 7, 47, 25, 33, 17, 43, 8, 62, 29, 49, 9, 79, 42, 52, 22, 78, 10, 98, 36, 84, 11, 119, 63, 75, 52, 93, 40, 108, 27, 123, 12, 142, 74, 104, 13, 167, 88, 102, 61, 137, 47, 157, 14, 194, 80, 128, 32, 178]

cp's OEIS Frontend

A324598 Irregular triangle with the representative solutions of the Diophantine equation x^2 + x - 1 congruent to 0 modulo N(n), with N(n) = A089270(n), for n >= 1.

Table of values

List of values

n	a(n)
1	0
2	2
3	3
4	7
5	4
6	14
7	5
8	23
9	12
10	18
11	6
12	34
13	7
14	47
15	25
16	33
17	17
18	43
19	8
20	62
21	29
22	49
23	9
24	79
25	42
26	52
27	22
28	78
29	10
30	98
31	36
32	84
33	11
34	119
35	63
36	75
37	52
38	93
39	40
40	108
41	27
42	123
43	12
44	142
45	74
46	104
47	13
48	167
49	88
50	102
51	61
52	137
53	47
54	157
55	14
56	194
57	80
58	128
59	32
60	178

n	a(n)
1	0
2	2
3	3
4	7
5	4
6	14
7	5
8	23
9	12
10	18
11	6
12	34
13	7
14	47
15	25
16	33
17	17
18	43
19	8
20	62
21	29
22	49
23	9
24	79
25	42
26	52
27	22
28	78
29	10
30	98
31	36
32	84
33	11
34	119
35	63
36	75
37	52
38	93
39	40
40	108
41	27
42	123
43	12
44	142
45	74
46	104
47	13
48	167
49	88
50	102
51	61
52	137
53	47
54	157
55	14
56	194
57	80
58	128
59	32
60	178

n	a(n)
1	0
2	2
3	3
4	7
5	4
6	14
7	5
8	23
9	12
10	18
11	6
12	34
13	7
14	47
15	25
16	33
17	17
18	43
19	8
20	62
21	29
22	49
23	9
24	79
25	42
26	52
27	22
28	78
29	10
30	98
31	36
32	84
33	11
34	119
35	63
36	75
37	52
38	93
39	40
40	108
41	27
42	123
43	12
44	142
45	74
46	104
47	13
48	167
49	88
50	102
51	61
52	137
53	47
54	157
55	14
56	194
57	80
58	128
59	32
60	178