Created
          January 14, 2010 14:33 
        
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  | let rev = List.fold_left (fun a x -> x::a) [];; | |
| let is_prime x = | |
| let rec pom a = | |
| if a*a > x then true | |
| else | |
| if x mod a = 0 then false | |
| else pom (a+2) | |
| in if x mod 2 = 0 then false | |
| else pom 3;; | |
| let next_ltps base ten = | |
| List.fold_left | |
| (fun a x -> | |
| (List.fold_left (fun acc base -> | |
| let ltp = ten*x + base in if is_prime ltp then ltp::acc else acc) | |
| [] (rev base))@a | |
| ) | |
| [] | |
| [1;2;3;4;5;6;7;8;9];; | |
| let make_tens n = | |
| let rec pom a prev n = | |
| if n = 0 then a | |
| else pom (prev::a) (prev*10) (n-1) | |
| in rev (pom [] 10 n);; | |
| let ltp = | |
| List.fold_left | |
| (fun (acc, prev) ten -> let a = next_ltps prev ten in | |
| (a@acc, a) | |
| ) | |
| ([7;5;3;2],[7;5;3]) | |
| (make_tens 8);; | |
| let ltp n = | |
| let rec pom l n = | |
| match l with | |
| | (h::tl) -> if n = 0 then h | |
| else pom tl (n-1) | |
| | [] -> assert false | |
| and fst (a, _) = a | |
| in pom (rev (fst ltp)) (n - 1);; | |
| let n = read_int () in | |
| print_int (ltp n);; | |
  
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