Search: id:A097060
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%I A097060
%S A097060 12,24,36,48,52,71,341,682,1285,5532,8166,17593,28421,74733,90711,
%T A097060 759664,901921,1593583,4808691,6615651,6738984,8366363,8422611,26435142,
%U A097060 54734431,57133931,79112422,89681171,351247542,428899438,489044741,578989902
%N A097060 Revrepfigits (reverse replicating Fibonacci-like digits): Numbers n such
that their reversal occurs in a sequence generated by starting with
the n digits of a number and then continuing the sequence with a
number that is the sum of the previous n terms.
%C A097060 Numbers ending in zero are not permitted since the zeros are dropped
upon reversal. However, terms with internal zeros such as 90711 are
permitted. Conjectures: 1. Sequence is infinite. 2. Revrepfigits
are more rare than repfigits.
%C A097060 There are no 12-digit revrepfigits.
%D A097060 J. Earls, Mathematical Bliss, Pleroma Publications, 2009, pages 11-13.
ASIN: B002ACVZ6O [From Jason Earls (zevi_35711(AT)yahoo.com), Nov
21 2009]
%H A097060 Bernardo Boncompagni and Anton Vrba, Table of n,
a(n) for n = 1..59
%H A097060 Carlos Rivera,
Primepuzzles.net Puzzle 384
%H A097060 Eric Weisstein's World of Mathematics, Keith Number
%e A097060 8166 is in the sequence since the sequence 8,1,6,6,21,34,67,128,250,479,
924,1781,3434,6618, ..., contains the reversal of 8166.
%Y A097060 Cf. A007629.
%Y A097060 Sequence in context: A103291 A103292 A059691 this_sequence A066085 A094529
A044852
%Y A097060 Adjacent sequences: A097057 A097058 A097059 this_sequence A097061 A097062
A097063
%K A097060 base,nonn,new
%O A097060 1,1
%A A097060 Jason Earls (zevi_35711(AT)yahoo.com), Sep 15 2004
%E A097060 More terms from Bernardo Boncompagni (redgolpe(AT)redgolpe.com) and Anton
Vrba (antonvrba(AT)yahoo.com), Jan 05 2007
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