A364108 - cp's OEIS frontend

A364108 a(n) is the larger coefficient of the pair (x, y) such that (x^2-y^2)/r, 2xy/r, (x^2+y^2)/r are the 2 legs and hypotenuse of the least Pythagorean triple having area A006991(n).

n	a(n)
1	5
2	2
3	16
4	325
5	8
6	4
7	4
8	50
9	24336
10	4901
11	3
12	1600
13	9
14	777925
15	1250
16	13
17	25
18	72
19	14561856
20	1873180325
21	125
22	12079525
23	39200
24	9
25	192
26	7
27	3600
28	2816
29	26
30	169000000
31	85
32	338
33	17956
34	1444
35	14112
36	1445
37	44715091781
38	50
39	8780605285453456
40	2725
41	10
42	37
43	716311250
44	144
45	306317326339867638016

[5, 2, 16, 325, 8, 4, 4, 50, 24336, 4901, 3, 1600, 9, 777925, 1250, 13, 25, 72, 14561856, 1873180325, 125, 12079525, 39200, 9, 192, 7, 3600, 2816, 26, 169000000, 85, 338, 17956, 1444, 14112, 1445, 44715091781, 50, 8780605285453456, 2725, 10, 37, 716311250, 144, 306317326339867638016]

cp's OEIS Frontend

A364108 a(n) is the larger coefficient of the pair (x, y) such that (x^2-y^2)/r, 2xy/r, (x^2+y^2)/r are the 2 legs and hypotenuse of the least Pythagorean triple having area A006991(n).

Table of values

List of values

cp's OEIS Frontend

A364108 a(n) is the larger coefficient of the pair (x, y) such that (x^2-y^2)/r, 2*x*y/r, (x^2+y^2)/r are the 2 legs and hypotenuse of the least Pythagorean triple having area A006991(n).

Table of values

List of values

A364108 a(n) is the larger coefficient of the pair (x, y) such that (x^2-y^2)/r, 2xy/r, (x^2+y^2)/r are the 2 legs and hypotenuse of the least Pythagorean triple having area A006991(n).