A332926 - cp's OEIS frontend

A332926 2*a(n) are the perimeters of distinct triangles with integer sides i <= j <= k, whose area equals 6 times their perimeter. Terms occurring more than once belong to different triangles.

n	a(n)
1	63
2	64
3	65
4	68
5	70
6	70
7	72
8	77
9	77
10	80
11	81
12	82
13	84
14	85
15	88
16	90
17	91
18	93
19	95
20	99
21	105
22	108
23	110
24	112
25	112
26	115
27	117
28	125
29	126
30	126
31	128
32	135
33	136
34	140
35	143
36	145
37	152
38	152
39	153
40	154
41	160
42	165
43	168
44	174
45	180
46	182
47	182
48	187
49	198
50	203
51	203
52	203
53	205
54	205
55	208
56	217

[63, 64, 65, 68, 70, 70, 72, 77, 77, 80, 81, 82, 84, 85, 88, 90, 91, 93, 95, 99, 105, 108, 110, 112, 112, 115, 117, 125, 126, 126, 128, 135, 136, 140, 143, 145, 152, 152, 153, 154, 160, 165, 168, 174, 180, 182, 182, 187, 198, 203, 203, 203, 205, 205, 208, 217]

cp's OEIS Frontend

A332926 2*a(n) are the perimeters of distinct triangles with integer sides i <= j <= k, whose area equals 6 times their perimeter. Terms occurring more than once belong to different triangles.

Table of values

List of values

n	a(n)
1	63
2	64
3	65
4	68
5	70
6	70
7	72
8	77
9	77
10	80
11	81
12	82
13	84
14	85
15	88
16	90
17	91
18	93
19	95
20	99
21	105
22	108
23	110
24	112
25	112
26	115
27	117
28	125
29	126
30	126
31	128
32	135
33	136
34	140
35	143
36	145
37	152
38	152
39	153
40	154
41	160
42	165
43	168
44	174
45	180
46	182
47	182
48	187
49	198
50	203
51	203
52	203
53	205
54	205
55	208
56	217

n	a(n)
1	63
2	64
3	65
4	68
5	70
6	70
7	72
8	77
9	77
10	80
11	81
12	82
13	84
14	85
15	88
16	90
17	91
18	93
19	95
20	99
21	105
22	108
23	110
24	112
25	112
26	115
27	117
28	125
29	126
30	126
31	128
32	135
33	136
34	140
35	143
36	145
37	152
38	152
39	153
40	154
41	160
42	165
43	168
44	174
45	180
46	182
47	182
48	187
49	198
50	203
51	203
52	203
53	205
54	205
55	208
56	217

n	a(n)
1	63
2	64
3	65
4	68
5	70
6	70
7	72
8	77
9	77
10	80
11	81
12	82
13	84
14	85
15	88
16	90
17	91
18	93
19	95
20	99
21	105
22	108
23	110
24	112
25	112
26	115
27	117
28	125
29	126
30	126
31	128
32	135
33	136
34	140
35	143
36	145
37	152
38	152
39	153
40	154
41	160
42	165
43	168
44	174
45	180
46	182
47	182
48	187
49	198
50	203
51	203
52	203
53	205
54	205
55	208
56	217