Search: id:A055085
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%I A055085
%S A055085 2,11,75,978,8350,160773,2217404,45623244,1093265784,37206483195,1587937206284
%N A055085 Smallest integer containing all digits in all bases from 2 to n.
%C A055085 a(12) is the first entry whose expansion in base n does not begin with 
               a 1. - Tom Womack.
%e A055085 75 is the smallest integer containing 0 and 1 in base 2 (1001011), 0, 
               1 and 2 in base 3 (2210) and 0, 1, 2 and 3 in base 4 (1023), hence 
               a(4) = 75
%e A055085 a(12) = 1587937206284 is 217904B5A638 in base 12; 562493178A90 in base 
               11.
%Y A055085 A051640 uses a weaker definition.
%Y A055085 Sequence in context: A158265 A112894 A049363 this_sequence A118802 A053481 
               A110329
%Y A055085 Adjacent sequences: A055082 A055083 A055084 this_sequence A055086 A055087 
               A055088
%K A055085 nonn,base
%O A055085 2,1
%A A055085 Ulrich Schimke (ulrschimke(AT)aol.com)
%E A055085 One more term from David Wasserman (wasserma(AT)spawar.navy.mil), Mar 
               25 2002
%E A055085 a(12) from Tom Womack (tom(AT)womack.net), Jun 19 2007

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