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A201861
Number of ways to place n nonattacking ferses on an n X n board.
8
1, 4, 38, 661, 16286, 527654, 21191208, 1015335608, 56484795166, 3576188894116, 253756155257774, 19937566770720487, 1717714713900798962, 160977153444563000938, 16300053518916522372836, 1773133639291617644092637, 206197950879511078156507433
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OFFSET
1,2
COMMENTS
Fers is a leaper [1,1].
LINKS
Table of n, a(n) for n=1..17.
V. Kotesovec,
Non-attacking chess pieces
, 6ed, 2013, p. 423.
FORMULA
Asymptotic (Kotesovec, 2011): a(n) ~ n^(2n)/n!*exp(-5/2).
CROSSREFS
Cf.
A201243
-
A201248
,
A002465
,
A067965
.
Sequence in context:
A379934
A354686
A177382
*
A379935
A171779
A171203
Adjacent sequences:
A201858
A201859
A201860
*
A201862
A201863
A201864
KEYWORD
nonn
,
hard
AUTHOR
Vaclav Kotesovec
, Dec 06 2011
EXTENSIONS
a(15) from
Vaclav Kotesovec
, Jan 03 2012
a(16) from
Vaclav Kotesovec
, Aug 31 2016
a(17) from
Vaclav Kotesovec
, May 30 2021
STATUS
approved