A195996 - cp's OEIS frontend

A195996 Positive integers c for which there is a (-2/3)-Pythagorean triple (a,b,c) satisfying a<=b.

n	a(n)
1	3
2	6
3	17
4	9
5	17
6	12
7	43
8	11
9	19
10	15
11	34
12	81
13	18
14	33
15	57
16	21
17	34
18	131
19	27
20	51
21	24
22	86
23	193
24	22
25	27
26	38
27	73
28	121
29	30
30	68
31	267
32	51
33	99
34	33
35	43
36	162
37	353
38	36
39	66
40	129
41	85
42	209
43	39
44	114
45	451
46	33
47	57
48	83
49	163
50	42
51	68
52	262
53	561
54	45
55	54
56	102
57	201
58	321
59	48
60	172
61	683

[3, 6, 17, 9, 17, 12, 43, 11, 19, 15, 34, 81, 18, 33, 57, 21, 34, 131, 27, 51, 24, 86, 193, 22, 27, 38, 73, 121, 30, 68, 267, 51, 99, 33, 43, 162, 353, 36, 66, 129, 85, 209, 39, 114, 451, 33, 57, 83, 163, 42, 68, 262, 561, 45, 54, 102, 201, 321, 48, 172, 683]

cp's OEIS Frontend

A195996 Positive integers c for which there is a (-2/3)-Pythagorean triple (a,b,c) satisfying a<=b.

Table of values

List of values

n	a(n)
1	3
2	6
3	17
4	9
5	17
6	12
7	43
8	11
9	19
10	15
11	34
12	81
13	18
14	33
15	57
16	21
17	34
18	131
19	27
20	51
21	24
22	86
23	193
24	22
25	27
26	38
27	73
28	121
29	30
30	68
31	267
32	51
33	99
34	33
35	43
36	162
37	353
38	36
39	66
40	129
41	85
42	209
43	39
44	114
45	451
46	33
47	57
48	83
49	163
50	42
51	68
52	262
53	561
54	45
55	54
56	102
57	201
58	321
59	48
60	172
61	683

n	a(n)
1	3
2	6
3	17
4	9
5	17
6	12
7	43
8	11
9	19
10	15
11	34
12	81
13	18
14	33
15	57
16	21
17	34
18	131
19	27
20	51
21	24
22	86
23	193
24	22
25	27
26	38
27	73
28	121
29	30
30	68
31	267
32	51
33	99
34	33
35	43
36	162
37	353
38	36
39	66
40	129
41	85
42	209
43	39
44	114
45	451
46	33
47	57
48	83
49	163
50	42
51	68
52	262
53	561
54	45
55	54
56	102
57	201
58	321
59	48
60	172
61	683

n	a(n)
1	3
2	6
3	17
4	9
5	17
6	12
7	43
8	11
9	19
10	15
11	34
12	81
13	18
14	33
15	57
16	21
17	34
18	131
19	27
20	51
21	24
22	86
23	193
24	22
25	27
26	38
27	73
28	121
29	30
30	68
31	267
32	51
33	99
34	33
35	43
36	162
37	353
38	36
39	66
40	129
41	85
42	209
43	39
44	114
45	451
46	33
47	57
48	83
49	163
50	42
51	68
52	262
53	561
54	45
55	54
56	102
57	201
58	321
59	48
60	172
61	683