Happy New Eban!
zak seidov
zakseidov at yahoo.com
Tue Dec 27 06:57:16 CET 2005
What about 2006-th terms
in some (core?) important/interesting SEQs?
E.g., I found this one:
A000027(2006) = 2006 (?!)
Happy New 2006th to all US!
zak
--- Alexandre Wajnberg <alexandre.wajnberg at skynet.be>
wrote:
>
>
> May we also add Seq A002006?
>
> ID Number: A002006 (Formerly M2137 and N0849)
> URL:
>
http://www.research.att.com/projects/OEIS?Anum=A002006
> Sequence:
> 2,24,272,3424,46720,676608,10251520,160900608
> Name: Almost trivalent maps.
> Offset: 0
> Author(s): njas
>
>
>
> > De : Marc LeBrun <mlb at fxpt.com>
> > Date : Mon, 26 Dec 2005 13:16:07 -0800
> > À : Sequence Fanatics <seqfan at ext.jussieu.fr>,
> Math Fun
> > <math-fun at mailman.xmission.com>
> > Objet : Happy New Eban!
> >
> > Here's a traditional holiday sampling of factoids
> about 2006 gleaned from
> > the On-Line Encyclopedia of Integer Sequences:
> >
> > Among other things, 2006 is the...
> >
> > A022664 coefficient of x^14 in Product
> (1-n*x^n)^4.
> >
> > A030015 9th element in the binomial transform of
> > 1,2,3,5,7,11,13,17,19,23,....
> >
> > A035939 number of partitions of 38 into parts not
> of the form 7k, 7k+3 or
> > 7k-3.
> > (Also number of partitions with at most
> 2 parts of size 1 and
> > differences
> > between parts at distance 2 are greater
> than 1.)
> >
> > A066967 total of the odd parts in all partitions
> of 16.
> >
> > A078392 sum of the GCDs of each partition of 25.
> >
> > A080149 number for which both 2006^2+1 and
> 2006^2+3 are prime.
> > (Hardy and Littlewood conjectured that
> the set of such twin
> > primes is infinite.)
> >
> > A085945 number of subsets of
> {1,2,3,4,5,6,7,8,9,10,11} with relatively
> > prime elements.
> >
> > A102628 number of partitions of 27 whose number
> of parts is relatively
> > prime to 27.
> >
> > A006933 the 23rd "eban" number (names in English
> containing the letter "e"
> > are banned).
> > (The next "eban year" won't be until
> 2030.)
> >
> >
> >
>
>
>
>
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