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A136122 Integer log of (numerator of convergent to E / denominator of convergent to E) = A001414(A007676/A007677) = A001414(A007676)-A001414(A007677). 2

%I #2 Sep 24 2013 00:41:43

%S 2,3,3,7,12,22,39,122,48,5,879,837,12864,31082,16125,12468,1048203,

%T -18599,31975,-10373904,8012,-21693,-1788161,-508374,-1326713,-281258,

%U 78675955,563498273327,551589853,2233965,34039922629,-2425388265169,325756512,-5767155,-781377548147642

%N Integer log of (numerator of convergent to E / denominator of convergent to E) = A001414(A007676/A007677) = A001414(A007676)-A001414(A007677).

%C The integer log of a fraction p/q is A001414(p) - A001414(q).

%t Substitute Pi for E in A136121.

%K easy,sign

%O 0,1

%A _Carlos Alves_, Dec 16 2007

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Last modified April 19 14:10 EDT 2024. Contains 371792 sequences. (Running on oeis4.)