reserve x,y,y1,y2 for set;
reserve C for non empty set;
reserve c for Element of C;
reserve f,h,g,h1 for Membership_Func of C;
reserve C1,C2 for non empty set;
reserve f,g for RMembership_Func of C1,C2;

theorem
  f\g = Zmf(C1,C2) implies f c= g
proof
  Zmf(C1,C2) = EMF [:C1,C2:];
  hence thesis by Th26;
end;
