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A245228
Number of nonisomorphic subsets of n cards of a standard deck of 52 cards under action of symmetric group S_4 acting on the suits.
1
1, 13, 169, 1755, 16432, 134459, 962988, 6009159, 32819436, 157702259, 671225412, 2546958349, 8668626707, 26607292908, 74002375408, 187274148048, 432761029519, 915980606957, 1780453974039, 3185285527359, 5254786194372, 8006264748053, 11280519244644, 14712774203725, 17777183437949, 19909964116172, 20675571474936, 19909964116172, 17777183437949, 14712774203725, 11280519244644, 8006264748053, 5254786194372, 3185285527359, 1780453974039, 915980606957, 432761029519, 187274148048, 74002375408, 26607292908, 8668626707, 2546958349, 671225412, 157702259, 32819436, 6009159, 962988, 134459, 16432, 1755, 169, 13, 1
OFFSET
0,2
COMMENTS
More than the usual number of terms are given in order to show the full sequence.
REFERENCES
F. Harary and R. Palmer, Graphical Enumeration.
EXAMPLE
The term for n=1 is 13 because the action of the suit permutation group on the set of cards renders the single suit of a single card irrelevant.
CROSSREFS
Sequence in context: A207178 A188749 A045589 * A093151 A188869 A014956
KEYWORD
nonn,fini,full
AUTHOR
Marko Riedel, Jul 13 2014
STATUS
approved