A036771 - cp's OEIS frontend

A036771 Number of labeled rooted trees with a degree constraint: ((3n)!/(6^n)) binomial(3*n + 1, n).

n	a(n)
0	1
1	4
2	420
3	201600
4	264264000
5	734557824000
6	3723191087616000
7	31125877492469760000
8	399532678960326912000000
9	7462849882264211635200000000
10	194563959280510261541299200000000
11	6847568575944052279580806348800000000
12	316573366618757452963440048714547200000000

[1, 4, 420, 201600, 264264000, 734557824000, 3723191087616000, 31125877492469760000, 399532678960326912000000, 7462849882264211635200000000, 194563959280510261541299200000000, 6847568575944052279580806348800000000, 316573366618757452963440048714547200000000]

cp's OEIS Frontend

A036771 Number of labeled rooted trees with a degree constraint: ((3n)!/(6^n)) binomial(3*n + 1, n).

Table of values

List of values

cp's OEIS Frontend

A036771 Number of labeled rooted trees with a degree constraint: ((3*n)!/(6^n)) * binomial(3*n + 1, n).

Table of values

List of values

A036771 Number of labeled rooted trees with a degree constraint: ((3n)!/(6^n)) binomial(3*n + 1, n).