%I A089493
%S A089493 196,879,106,1077,10553,111,1,10583,10022,10071,10331,10128,10210,10132,
%T A089493 10278,113,10746,10748,1057,10122,10123,10248,10337,10220,10204,10212,
%U A089493 10969,10437,10983,10222,10183,12898,128,10119,13694,10036,10292,10173
%N A089493 a(n) = smallest k such that the Reverse and Add! trajectory of A063048(n) 
               joins the trajectory of k.
%C A089493 a(n) <= A063048(n); a(n) = A063048(n) iff the trajectory of A063048(n) 
               does not join the trajectory of any smaller number, i.e. A063048(n) 
               is also a term of A070788.
%C A089493 a(n) determines a 1-1-mapping from the terms of A063048 to the terms 
               of A070788. For the inverse mapping cf. A089494.
%H A089493 <a href="Sindx_Res.html#RAA">Index entries for sequences related to Reverse 
               and Add!</a>
%e A089493 A063048(3) = 1997, the trajectory of 1997 joins the trajectory of 106 
               = A070788(8) at 97768, so a(3) = 106. A063048(7) = 10577, the trajectory 
               of 10577 joins the trajectory of 1 = A070788(1) at 7309126, so a(7) 
               = 1.
%Y A089493 Cf. A063048, A070788, A089494.
%Y A089493 Sequence in context: A119667 A023108 A092231 this_sequence A088753 A063048 
               A006960
%Y A089493 Adjacent sequences: A089490 A089491 A089492 this_sequence A089494 A089495 
               A089496
%K A089493 nonn,base
%O A089493 1,1
%A A089493 Klaus Brockhaus (klaus-brockhaus(AT)t-online.de), Nov 04 2003