%I A095924
%S A095924 5,37,211,251,32467,96377,96377,5647409,12285587,202924901,3916407479
%N A095924 a(n) is the smallest prime of earlier set of n consecutive good primes 
               version 1 (see A046869).
%D A095924 Puzzle 273 of The Prime puzzles & Problem connection (www.primepuzzles.net).
%H A095924 Carlos. Rivera <a href="http://www.primepuzzles.net/puzzles/puzz_273.htm">
               Consecutive 'good' primes</a>
%e A095924 A good prime (version 1) is a prime p=prime(n) such that prime(n)^2 > 
               prime(n-1)*prime(n+1), so 5 is a good prime because 5=prime(3); prime(2)=3; 
               prime(4)=7 & 5^2 > 3*7.
%e A095924 a(11)=3916407479 because the 11 consecutive primes 3916407479, 3916407527, 
               3916407569, 3916407611, 3916407653, 3916407679, 3916407697, 3916407713, 
               3916407727, 3916407739 & 3916407751 are good primes and 3916407479 
               is the smallest prime with this property.
%Y A095924 Cf. A046869, A028388, A096473.
%Y A095924 Sequence in context: A006468 A144954 A146195 this_sequence A088582 A088583 
               A015548
%Y A095924 Adjacent sequences: A095921 A095922 A095923 this_sequence A095925 A095926 
               A095927
%K A095924 more,nonn
%O A095924 1,1
%A A095924 Enoch Haga and Farideh Firoozbakht (Enokh(AT)comcast.net--mymontain(AT)yahoo.com), 
               Jul 12 2004