A387001 - cp's OEIS frontend

A387001 Number of vertices in the diagram called "symmetric representation of sigma(n)" where its "parts" or polygons are dissected into unit squares (see the example).

n	a(n)
1	4
2	8
3	11
4	16
5	17
6	25
7	23
8	32
9	32
10	39
11	35
12	53
13	41
14	53
15	55
16	64
17	53
18	76
19	59
20	83
21	75
22	81
23	71
24	109
25	82
26	95
27	95
28	113
29	89
30	133
31	95
32	128
33	115
34	123
35	119
36	164
37	113
38	137
39	135
40	171
41	125
42	181
43	131
44	173
45	169
46	165
47	143
48	221
49	156
50	194
51	175
52	203
53	161
54	229
55	183
56	233
57	195
58	207
59	179
60	289
61	185
62	221
63	231
64	256

[4, 8, 11, 16, 17, 25, 23, 32, 32, 39, 35, 53, 41, 53, 55, 64, 53, 76, 59, 83, 75, 81, 71, 109, 82, 95, 95, 113, 89, 133, 95, 128, 115, 123, 119, 164, 113, 137, 135, 171, 125, 181, 131, 173, 169, 165, 143, 221, 156, 194, 175, 203, 161, 229, 183, 233, 195, 207, 179, 289, 185, 221, 231, 256]

cp's OEIS Frontend

A387001 Number of vertices in the diagram called "symmetric representation of sigma(n)" where its "parts" or polygons are dissected into unit squares (see the example).

Table of values

List of values

n	a(n)
1	4
2	8
3	11
4	16
5	17
6	25
7	23
8	32
9	32
10	39
11	35
12	53
13	41
14	53
15	55
16	64
17	53
18	76
19	59
20	83
21	75
22	81
23	71
24	109
25	82
26	95
27	95
28	113
29	89
30	133
31	95
32	128
33	115
34	123
35	119
36	164
37	113
38	137
39	135
40	171
41	125
42	181
43	131
44	173
45	169
46	165
47	143
48	221
49	156
50	194
51	175
52	203
53	161
54	229
55	183
56	233
57	195
58	207
59	179
60	289
61	185
62	221
63	231
64	256

n	a(n)
1	4
2	8
3	11
4	16
5	17
6	25
7	23
8	32
9	32
10	39
11	35
12	53
13	41
14	53
15	55
16	64
17	53
18	76
19	59
20	83
21	75
22	81
23	71
24	109
25	82
26	95
27	95
28	113
29	89
30	133
31	95
32	128
33	115
34	123
35	119
36	164
37	113
38	137
39	135
40	171
41	125
42	181
43	131
44	173
45	169
46	165
47	143
48	221
49	156
50	194
51	175
52	203
53	161
54	229
55	183
56	233
57	195
58	207
59	179
60	289
61	185
62	221
63	231
64	256

n	a(n)
1	4
2	8
3	11
4	16
5	17
6	25
7	23
8	32
9	32
10	39
11	35
12	53
13	41
14	53
15	55
16	64
17	53
18	76
19	59
20	83
21	75
22	81
23	71
24	109
25	82
26	95
27	95
28	113
29	89
30	133
31	95
32	128
33	115
34	123
35	119
36	164
37	113
38	137
39	135
40	171
41	125
42	181
43	131
44	173
45	169
46	165
47	143
48	221
49	156
50	194
51	175
52	203
53	161
54	229
55	183
56	233
57	195
58	207
59	179
60	289
61	185
62	221
63	231
64	256