%I A161752
%S A161752 4150,4151,194979,14459929,564240140138,233411150132317,
%T A161752 114735624485461118832514,832662335985815242605070,
%U A161752 832662335985815242605071,7584178683470015004720746
%N A161752 Numbers equal to the sum of a power of their digits where that power 
               is not equal to the length of the number (i.e. A023052 excluding 
               A005188).
%H A161752 Joseph Myers, <a href="b161752.txt">Table of n, a(n) for n=1..166</a>
%H A161752 Harvey Heinz, <a href="http://www.geocities.com/CapeCanaveral/Launchpad/
               4057/narciss.htm#PDIs">Perfect Digital Invariants</a>
%e A161752 4150 = 4^5 + 1^5 + 5^5 + 0^5 and the exponent 5 is not equal to the length 
               of the number (4)
%Y A161752 Cf. A023052, A005188.
%Y A161752 Sequence in context: A106537 A072896 A052464 this_sequence A145205 A104824 
               A043627
%Y A161752 Adjacent sequences: A161749 A161750 A161751 this_sequence A161753 A161754 
               A161755
%K A161752 base,nonn
%O A161752 1,1
%A A161752 Hans Havermann (pxp(AT)rogers.com), Jun 18 2009