%I A119548
%S A119548 1,10,27,126,370,451,1242,1387,1540,1701,2232,3520,4000,5076,5662,5967,
%T A119548 6930,7965,9072,10251,10660,11502,14220,15687,17226,20520,24102,25360,
%U A119548 26001,27972,29326,30015,32130,32851,38907,41310,45475,46332,48070
%N A119548 10-gonal numbers which are divisible by the sum of their digits.
%e A119548 5662 is in the sequence because (1) it is a decagonal number, (2) the 
               sum of its digits is 5+6+6+2=19 and (3) 5662 is divisible by 19.
%Y A119548 Cf. A001107.
%Y A119548 Sequence in context: A001107 A103135 A008468 this_sequence A007705 A022422 
               A113962
%Y A119548 Adjacent sequences: A119545 A119546 A119547 this_sequence A119549 A119550 
               A119551
%K A119548 base,nonn
%O A119548 1,2
%A A119548 Luc Stevens (lms022(AT)yahoo.com), May 28 2006