%I A124366
%S A124366 1,2,3,4,5,6,7,8,9,17,18,35,36,103,104,106,107,108,134,135,256,257,295,
%T A124366 296,298,299,306,307,386,387,421,422,468,469,575,576,792,793,865,866,
%U A124366 962,963,1008,1009,1061,1062,1476,1477,1495,1496,2032,2033,2376,2377
%N A124366 Consecutive numbers n and (n+1) that raised to the same exponent m produce 
               two numbers for which the sum of their digits gives n and (n+1).
%e A124366 17^3=4913 (4+9+1+3=17) and 18^3=5832 (5+8+3+2=18)
%e A124366 306^26= 42536043213832457558766474492498614961439017908885402928656941056
%e A124366 (sum of the digits equal to 306) and
%e A124366 307^26= 46301788027092145989912680349353041288862842956233592928809850249
%e A124366 (sum of the digits equal to 307)
%Y A124366 Cf. A124359, A124360, A124361, A124362, A046019, A124364, A124365.
%Y A124366 Sequence in context: A133504 A108971 A124359 this_sequence A048408 A118765 
               A131646
%Y A124366 Adjacent sequences: A124363 A124364 A124365 this_sequence A124367 A124368 
               A124369
%K A124366 nonn,base
%O A124366 1,2
%A A124366 Paolo P. Lava & Giorgio Balzarotti (ppl(AT)spl.at), Oct 30 2006