A193764 - cp's OEIS frontend

A193764 The number of dominoes in a largest saturated domino covering of the n X n board (n>=2).

n	a(n)
2	2
3	6
4	12
5	18
6	26
7	37
8	48
9	61
10	76
11	92
12	109
13	129
14	149
15	172
16	196
17	221
18	248
19	277
20	308
21	340
22	373
23	408
24	445
25	484
26	524
27	565
28	608
29	653
30	700
31	748
32	797
33	848
34	901
35	956
36	1012
37	1069
38	1128
39	1189
40	1252
41	1316
42	1381
43	1448
44	1517
45	1588
46	1660
47	1733
48	1808
49	1885
50	1964
51	2044
52	2125

[2, 6, 12, 18, 26, 37, 48, 61, 76, 92, 109, 129, 149, 172, 196, 221, 248, 277, 308, 340, 373, 408, 445, 484, 524, 565, 608, 653, 700, 748, 797, 848, 901, 956, 1012, 1069, 1128, 1189, 1252, 1316, 1381, 1448, 1517, 1588, 1660, 1733, 1808, 1885, 1964, 2044, 2125]

cp's OEIS Frontend

A193764 The number of dominoes in a largest saturated domino covering of the n X n board (n>=2).

Table of values

List of values