%I A003997
%S A003997 1,8,9,27,28,35,36,64,65,72,73,91,92,99,100,125,126,133,134,152,153,
%T A003997 160,161,189,190,197,198,216,217,224,225,243,244,251,252,280,281,288,
%U A003997 289,307,308,315,316,341,342,343,344,349,350,351,352,368,369,370,371
%N A003997 Sum of distinct nonzero cubes.
%D A003997 R. Sprague, Ueber Zerlegungen in n-te Potenzen mit lauter verschiedenen 
               Grundzahlen, Math. Z. 51, (1948). 466-468.
%D A003997 D. Wells, The Penguin Dictionary of Curious and Interesting Numbers, 
               entry 12758.
%p A003997 (1+x)*(1+x^8)*(1+x^27)*(1+x^64)*(1+x^125)*(1+x^216)*(1+x^343)*(1+x^512)*(1+x^729)*(1+x^1000)
%Y A003997 Complement of A001476. Cf. A003995.
%Y A003997 Sequence in context: A108219 A041317 A042311 this_sequence A114090 A139753 
               A046874
%Y A003997 Adjacent sequences: A003994 A003995 A003996 this_sequence A003998 A003999 
               A004000
%K A003997 nonn
%O A003997 1,2
%A A003997 N. J. A. Sloane (njas(AT)research.att.com).
%E A003997 12758 is the largest of 2788 positive integers not in this sequence - 
               Jud McCranie (j.mccranie(AT)comcast.net)