Search: id:A076165
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%I A076165
%S A076165 14467,14476,14647,14674,14746,14764,16447,16474,16744,17446,17464,
%T A076165 17644,41467,41476,41647,41674,41746,41764,44167,44176,44617,44671,
%U A076165 44716,44761,46147,46174,46417,46471,46714,46741,47146,47164,47416
%N A076165 Numbers n such that sum of cubes of even digits of n equals sum of cubes 
               of odd digits of n.
%C A076165 Minimal number of digits in n is 5. n such that sum of even digits equals 
               sum of odd digits in A036301.
%e A076165 14467 is OK because 1^3+7^3=4^3+4^3+6^3.
%Y A076165 Cf. A036301.
%Y A076165 Sequence in context: A106725 A144649 A166371 this_sequence A153428 A032736 
               A032738
%Y A076165 Adjacent sequences: A076162 A076163 A076164 this_sequence A076166 A076167 
               A076168
%K A076165 nonn,base
%O A076165 1,1
%A A076165 Zak Seidov (zakseidov(AT)yahoo.com), Nov 01 2002

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