A079759 - cp's OEIS frontend

A079759 Let b(0)=0. For n >= 1, b(n) is the least k > b(n-1)+1 such that k divides (k-1)!/b(n-1)!, and a(n) = (b(n)-1)!/(b(n-1)!*b(n)).

n	a(n)
1	1
2	20
3	4620
4	12697776
5	159845400
6	941432800
7	158800433792
8	1895312483064000
9	3438271897004237230080
10	933561026438040
11	2562849175892544
12	640904462719404383808000
13	1528364130975
14	2352733350786
15	959393282698730880000
16	6142080926952

[1, 20, 4620, 12697776, 159845400, 941432800, 158800433792, 1895312483064000, 3438271897004237230080, 933561026438040, 2562849175892544, 640904462719404383808000, 1528364130975, 2352733350786, 959393282698730880000, 6142080926952]

cp's OEIS Frontend

A079759 Let b(0)=0. For n >= 1, b(n) is the least k > b(n-1)+1 such that k divides (k-1)!/b(n-1)!, and a(n) = (b(n)-1)!/(b(n-1)!*b(n)).

Table of values

List of values