Search: id:A040216
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%I A040216
%S A040216 15,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,
%T A040216 4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,
%U A040216 3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3,7,3,4,30,4,3
%N A040216 Continued fraction for sqrt(232).
%H A040216 <a href="Sindx_Con.html#confC">Index entries for continued fractions 
               for constants</a>
%F A040216 a(n)=(1/132)*{-269*(n mod 12)+6*[(n+1) mod 12]+61*[(n+2) mod 12]-27*[(n+3) 
               mod 12]+21*[(n+4) mod 12]+303*[(n+5) mod 12]-269*[(n+6) mod 12]+6*[(n+7) 
               mod 12]+61*[(n+8) mod 12]-27*[(n+9) mod 12]+21*[(n+10) mod 12]+303*[(n+11) 
               mod 12]}-15*[C(2*n,n) mod 2], with n>=0 [From Paolo P. Lava (ppl(AT)spl.at), 
               Apr 23 2009]
%p A040216 with(numtheory): Digits := 300: convert(evalf(sqrt(232)),confrac);
%Y A040216 Sequence in context: A040218 A037924 A040219 this_sequence A111122 A104436 
               A070601
%Y A040216 Adjacent sequences: A040213 A040214 A040215 this_sequence A040217 A040218 
               A040219
%K A040216 nonn,cofr,easy
%O A040216 0,1
%A A040216 N. J. A. Sloane (njas(AT)research.att.com).

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