A063075 - cp's OEIS frontend

A063075 Number of partitions of 2n^2 whose Ferrers-plot fits within a 2n X 2n box and cover an n X n box; number of ways to cut a 2n X 2n chessboard into two equal-area pieces along a non-descending line from lower left to upper right and passing through the center.

n	a(n)
0	1
1	2
2	8
3	48
4	390
5	3656
6	37834
7	417540
8	4836452
9	58130756
10	719541996
11	9121965276
12	117959864244
13	1551101290792
14	20689450250926
15	279395018584860
16	3813887739881184
17	52557835511244660
18	730403326965323706

[1, 2, 8, 48, 390, 3656, 37834, 417540, 4836452, 58130756, 719541996, 9121965276, 117959864244, 1551101290792, 20689450250926, 279395018584860, 3813887739881184, 52557835511244660, 730403326965323706]

cp's OEIS Frontend

A063075 Number of partitions of 2n^2 whose Ferrers-plot fits within a 2n X 2n box and cover an n X n box; number of ways to cut a 2n X 2n chessboard into two equal-area pieces along a non-descending line from lower left to upper right and passing through the center.

Table of values

List of values