A309161 - cp's OEIS frontend

A309161 a(n) = (x(n)^2 + 1)/m(n), with m(n) = A002559(n) (Markoff numbers) and x(n)= A324601(n), for n >= 3. The Markoff uniqueness conjecture is assumed to be true.

n	a(n)
3	1
4	2
5	5
6	5
7	13
8	29
9	29
10	34
11	74
12	29
13	34
14	25
15	233
16	433
17	202
18	985
19	457
20	1130
21	541
22	1597
23	2042
24	4181
25	5741
26	145
27	6466
28	7561
29	2957
30	2378
31	16501
32	5
33	3733
34	1157
35	53
36	62210
37	27845
38	75025
39	96557
40	43970
41	59153
42	5857
43	160373
44	219658
45	252005
46	294685
47	126226
48	426389
49	559945
50	514229
51	733
52	514
53	1278649
54	706225
55	3001
56	1441889
57	1716469
58	61913
59	187045
60	12994

[1, 2, 5, 5, 13, 29, 29, 34, 74, 29, 34, 25, 233, 433, 202, 985, 457, 1130, 541, 1597, 2042, 4181, 5741, 145, 6466, 7561, 2957, 2378, 16501, 5, 3733, 1157, 53, 62210, 27845, 75025, 96557, 43970, 59153, 5857, 160373, 219658, 252005, 294685, 126226, 426389, 559945, 514229, 733, 514, 1278649, 706225, 3001, 1441889, 1716469, 61913, 187045, 12994]

cp's OEIS Frontend

A309161 a(n) = (x(n)^2 + 1)/m(n), with m(n) = A002559(n) (Markoff numbers) and x(n)= A324601(n), for n >= 3. The Markoff uniqueness conjecture is assumed to be true.

Table of values

List of values