A335351 - cp's OEIS frontend

A335351 a(n) is the number of edges formed in a square by dividing each of its sides into n equal parts giving a total of 4n nodes and drawing straight line segments from node k to node (k+n+1) mod 4n, 0 <= k < 4*n.

n	a(n)
1	8
2	48
3	64
4	160
5	208
6	336
7	392
8	576
9	664
10	880
11	936
12	1248
13	1376
14	1632
15	1784
16	2176
17	2344
18	2736
19	2872
20	3304
21	3568
22	4048
23	4224
24	4768
25	5048
26	5616
27	5776
28	6496
29	6744
30	7440
31	7736
32	8392
33	8776
34	9496
35	9712
36	10656
37	11024
38	11808
39	12088
40	13120
41	13464
42	14448
43	14800
44	15736

[8, 48, 64, 160, 208, 336, 392, 576, 664, 880, 936, 1248, 1376, 1632, 1784, 2176, 2344, 2736, 2872, 3304, 3568, 4048, 4224, 4768, 5048, 5616, 5776, 6496, 6744, 7440, 7736, 8392, 8776, 9496, 9712, 10656, 11024, 11808, 12088, 13120, 13464, 14448, 14800, 15736]

cp's OEIS Frontend

A335351 a(n) is the number of edges formed in a square by dividing each of its sides into n equal parts giving a total of 4n nodes and drawing straight line segments from node k to node (k+n+1) mod 4n, 0 <= k < 4*n.

Table of values

List of values

cp's OEIS Frontend

A335351 a(n) is the number of edges formed in a square by dividing each of its sides into n equal parts giving a total of 4*n nodes and drawing straight line segments from node k to node (k+n+1) mod 4*n, 0 <= k < 4*n.

Table of values

List of values

A335351 a(n) is the number of edges formed in a square by dividing each of its sides into n equal parts giving a total of 4n nodes and drawing straight line segments from node k to node (k+n+1) mod 4n, 0 <= k < 4*n.