%I A103135
%S A103135 1,10,27,55,82,83,3,238,721,1445,2166,2153,55,6650,19827,39599,59426,59659,
%T A103135 987,175550,528857,1058701,1587558,1583377,17711,4811626,14395275,28772839,
%U A103135 43168114,43243139,317811,128625934,386588449,773494709,1160083158,1158736889
%V A103135 1,-10,-27,-55,-82,-83,-3,238,721,1445,2166,2153,-55,-6650,-19827,-39599,
               -59426,-59659,
%W A103135 -987,175550,528857,1058701,1587558,1583377,-17711,-4811626,-14395275,
               -28772839,
%X A103135 -43168114,-43243139,-317811,128625934,386588449,773494709,1160083158,
               1158736889
%N A103135 G.f. (-3x^3-18x^2+14x-1)/(3x^4-5x^2+4x-1).
%C A103135 A floretion-generated sequence which emerges as a transformation of A000004. 
               a(6n+6)= A103134(n).
%C A103135 It appears that Fib(6n+1) = a(6n+4) - a(6n+5). - Creighton Dement (creighton.k.dement(AT)uni-oldenburg.de), 
               Jan 31 2005
%H A103135 <a href="Sindx_Rea.html#recLCC">Index entries for sequences related to 
               linear recurrences with constant coefficients</a>
%F A103135 a(n) = -9*A057083(n-1) - Fib(n-2). - Ralf Stephan, May 18 2007
%o A103135 Floretion Algebra Multiplication Program. FAMP code: 4lesforcycseq[ - 
               .25'i + .5'j - .25i' - .5j' + .5k' - .25'ii' + .75'jj' - .25'kk' 
               + .5'ji' + .25'jk' + .25'kj' + .75e ] Note: vesforcycseq = A000004, 
               4lesforseq gives A000045, vesseq gives A057681.
%Y A103135 Cf. A103134.
%Y A103135 Sequence in context: A043887 A161450 A001107 this_sequence A008468 A119548 
               A007705
%Y A103135 Adjacent sequences: A103132 A103133 A103134 this_sequence A103136 A103137 
               A103138
%K A103135 sign,obsc
%O A103135 0,2
%A A103135 Creighton Dement (creighton.k.dement(AT)uni-oldenburg.de), Jan 24 2005
%E A103135 Definition not clear to me. A000004 is the zero sequence! N. J. A. Sloane 
               (njas(AT)research.att.com).