Sophie

Sophie

distrib > Mandriva > 2010.0 > i586 > media > contrib-release > by-pkgid > bd5c3d824c3db63ffd9226c15941e6ad > files > 720

mozart-1.4.0-1mdv2010.0.i586.rpm

%%%
%%% Authors:
%%%   Gert Smolka <smolka@ps.uni-sb.de>
%%%
%%% Copyright:
%%%   Gert Smolka, 1998
%%%
%%% Last change:
%%%   $Date: 1999-01-18 22:56:07 +0100 (Mon, 18 Jan 1999) $ by $Author: schulte $
%%%   $Revision: 10513 $
%%%
%%% This file is part of Mozart, an implementation
%%% of Oz 3
%%%    http://www.mozart-oz.org
%%%
%%% See the file "LICENSE" or
%%%    http://www.mozart-oz.org/LICENSE.html
%%% for information on usage and redistribution
%%% of this file, and for a DISCLAIMER OF ALL
%%% WARRANTIES.
%%%

declare
proc {Solution Sol}
   A B C D E F G H I J K L M N O P Q R S T
   N1 N2 R1 R2 R3
in
   %% the solution consists of digits
   Sol = [A B C D E F G H I J K L M N O P Q R S T]
   Sol ::: 0#9
   %% each digit occurs exactly twice
   {ForAll {List.number 0 9 1}
    proc {$ I} {FD.exactly 2 Sol I} end}
   %% no leading zeros
   [A D G J M P] ::: compl(0)
   %% the 2 operands and 3 intermediate results
   [N1 N2 R1 R2 R3]:::1#999
   N1 =: 100*A+10*B+C
   N2 =: 100*D+10*E+F
   R1 =: 100*G+10*H+I
   R2 =: 100*J+10*K+L
   R3 =: 100*M+10*N+O
   %% compute intermediate results (method 1)
   F*N1 =: R1
   E*N1 =: R2
   D*N1 =: R3
   %% compute intermediate results (method 2)
   local
      proc {Mul I [X1 X2 X3] [Y1 Y2 Y3]}
         C1 C2
      in
         [C1 C2]:::0#9
         I*X3      =: Y3 + 10*C1
         I*X2 + C1 =: Y2 + 10*C2
         I*X1 + C2 =: Y1
      end
   in
      {Mul F [A B C] [G H I]}
      {Mul E [A B C] [J K L]}
      {Mul D [A B C] [M N O]}
   end
   %% add up intermediate results (method 1)
   100*R3+10*R2+R1 =: 10000*P+1000*Q+100*R+10*S+T
   %% add up intermediate results (method 2)
   local C1 C2 C3 in
      [C1 C2 C3] ::: [0 1 2]
      I=T
      H+L      =: S + 10*C1
      G+K+O+C1 =: R + 10*C2
      J+N  +C2 =: Q + 10*C3
      M    +C3 =: P
   end
   %% break symmetry
   N1 =<: N2
   %% reduce search space
   F\=:1 %else C=I=T
   F\=:0 %else F=I=T=0
   C\=:1 %else F=I=T
   C\=:0 %else C=I=T=0
   %% distribution strategy
   {FD.distribute ff Sol}
end
{ExploreAll Solution}