A335701 - cp's OEIS frontend

A335701 Irregular triangle read by rows: consider the structure formed by drawing the lines connecting any two of the 2*(n+2) perimeter points of an (n+1) X 3 rectangular grid of points (or equally, an n X 2 grid of squares); row n gives number of cells with k sides, for k >= 3.

n	a(n)
1	14
2	2
3	48
4	8
5	102
6	36
7	4
8	192
9	92
10	12
11	326
12	194
13	24
14	524
15	336
16	28
17	4
18	802
19	554
20	80
21	1192
22	812
23	128
24	4
25	1634
26	1314
27	112
28	0
29	4
30	2
31	2296
32	1756
33	200
34	20
35	3074
36	2508
37	236
38	22
39	4052
40	3252
41	356
42	28
43	5246
44	4348
45	472
46	28
47	6740
48	5464
49	652
50	28
51	8398
52	7054
53	656
54	74
55	10440
56	8760
57	940
58	52
59	12770
60	11050
61	1040
62	58
63	15512
64	13324
65	1300
66	60
67	4
68	18782
69	16162
70	1600
71	70
72	22384
73	19256
74	1948
75	104

[14, 2, 48, 8, 102, 36, 4, 192, 92, 12, 326, 194, 24, 524, 336, 28, 4, 802, 554, 80, 1192, 812, 128, 4, 1634, 1314, 112, 0, 4, 2, 2296, 1756, 200, 20, 3074, 2508, 236, 22, 4052, 3252, 356, 28, 5246, 4348, 472, 28, 6740, 5464, 652, 28, 8398, 7054, 656, 74, 10440, 8760, 940, 52, 12770, 11050, 1040, 58, 15512, 13324, 1300, 60, 4, 18782, 16162, 1600, 70, 22384, 19256, 1948, 104]

cp's OEIS Frontend

A335701 Irregular triangle read by rows: consider the structure formed by drawing the lines connecting any two of the 2*(n+2) perimeter points of an (n+1) X 3 rectangular grid of points (or equally, an n X 2 grid of squares); row n gives number of cells with k sides, for k >= 3.

Table of values

List of values