%I A147716
%S A147716 1,14,1,196,28,1,2744,588,42,1,38416,10976,1176,56,1,537824,192080,
%T A147716 27440,1960,70,1,7529536,3226944,576240,54880,2940,84,1,105413504,
%U A147716 52706752,11294304,1344560,96040,4116,98,1,1455789056,843308032
%N A147716 Triangle of coefficients in expansion of (14+x)^n.
%C A147716 Triangle T(n,k), read by rows, given by [14, 0, 0, 0, 0, 0, 0, ...] DELTA 
               [1, 0, 0, 0, 0, 0, 0, ...] where DELTA is the operator defined in 
               A084938 .
%F A147716 T(n,k)=Binomial(n,k)*14^(n-k).
%e A147716 Triangle begins : 1 ; 14, 1 ; 196, 28, 1 ; 2744, 588, 42, 1 ; 38416, 
               10976, 1176, 56, 1 ; 537824, 192080, 27440, 1960, 70, 1 ;...
%Y A147716 Cf. A130595, A023531, A007318, A038207, A027465, A038231, A038243, A038255, 
               A027466, A038279, A038291, A038303, A038315, A038327, A133371, A027467
%Y A147716 Sequence in context: A097181 A040209 A071713 this_sequence A040192 A040191 
               A040193
%Y A147716 Adjacent sequences: A147713 A147714 A147715 this_sequence A147717 A147718 
               A147719
%K A147716 easy,nonn,tabl
%O A147716 0,2
%A A147716 Philippe DELEHAM (kolotoko(AT)wanadoo.fr), Nov 11 2008