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A134772 Let f(M,N)=2^(-M)*sum_{i=0..N} {(-1)^{i}M!N!(2M-2i)!}/{i!(M-i)!(N-i)!6^{N-i}}; then a(n) = f(2n,n). 4
1, 0, 28, 14400, 27165600, 134289792000, 1445549490000000, 29865588836219136000, 1081114481157129619200000, 64007711015400701105356800000, 5873237165016878140678626432000000, 799901135455942846519287494400000000000, 156064894765355001368149078831725782016000000 (list; graph; refs; listen; history; internal format)
OFFSET

0,3

CROSSREFS

A variant of A132202. Bisections: A137942, A144649. Cf. A134648, A152296.

Sequence in context: A159407 A099058 A159415 * A085408 A159419 A147291

Adjacent sequences:  A134769 A134770 A134771 * A134773 A134774 A134775

KEYWORD

nonn

AUTHOR

N. J. A. Sloane (njas(AT)research.att.com), Oct 18 2009

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Last modified February 16 20:28 EST 2012. Contains 205962 sequences.