%I A092122
%S A092122 6,154,310,370,2829,3526,15320,20462
%N A092122 Let R_{k}(n) = the digit reversal of n in base k (R_{k}(n) is written 
               in base 10). Sequence gives numbers n such that n = Sum_{d|n, d>1} 
               R_{d}(n).
%e A092122 If n=154: Sum_{d|154, d>1} R_{d}(154) = 89 + 10 + 34 + 11 + 7 + 2 + 1 
               = 154.
%Y A092122 Cf. A004086, A030101-A030108, A056960-A056963.
%Y A092122 Sequence in context: A147796 A003766 A046182 this_sequence A003460 A157626 
               A128120
%Y A092122 Adjacent sequences: A092119 A092120 A092121 this_sequence A092123 A092124 
               A092125
%K A092122 more,nonn,base
%O A092122 1,1
%A A092122 Naohiro Nomoto (pcmusume(AT)m11.alpha-net.ne.jp), Mar 30 2004