%I #16 Apr 17 2016 09:01:11
%S 14,15,23,25,37,39,44,54,55,70,79,88,90,98,102,118,123,134,136,143,
%T 144,151,174,182,202,209,215,226,230,232,245,254,256,257,258,262,264,
%U 267,272,284,287,297,300
%N Integers m such that the base10 digit concatenation 4//m//3//m//2//m//1 is prime.
%C I called this sequence f4i and defined similar sequences {fni} in the comments in A083660: fni(m) is the mth nonnegative integer k such that the concatenation fi(n, k) = n//k//n1//k// ...//3//k//2//k//1 is prime. By this definition f2i = A032702.
%e a(3)=23 because 23 is the third nonnegative integer m such that fi(4,m)= (fi(4,23)=4 // 23 // 3 // 23 // 2 // 23 //1=4233232231 is prime.
%t Do[If[PrimeQ[FromDigits[Join[{4}, IntegerDigits[n], {3}, IntegerDigits[n], {2}, IntegerDigits[n], {1}]]], v=Insert[v, n, 1]], {n, 300}]; v
%Y Cf. A083660, A032702.
%K easy,base,nonn
%O 1,1
%A _Farideh Firoozbakht_, Jun 27 2003
