diff --git a/cpp/include/cuopt/linear_programming/mip/solver_settings.hpp b/cpp/include/cuopt/linear_programming/mip/solver_settings.hpp index 466de0588b..d2a7710aed 100644 --- a/cpp/include/cuopt/linear_programming/mip/solver_settings.hpp +++ b/cpp/include/cuopt/linear_programming/mip/solver_settings.hpp @@ -224,8 +224,8 @@ class mip_solver_settings_t { f_t absolute_tolerance = 1.0e-4; f_t relative_tolerance = 1.0e-6; f_t integrality_tolerance = 1.0e-5; - f_t absolute_mip_gap = 0.; - f_t relative_mip_gap = 1.0e-3; + f_t absolute_mip_gap = 1.0e-10; + f_t relative_mip_gap = 1.0e-4; }; /** diff --git a/cpp/include/cuopt/linear_programming/mip/solver_solution.hpp b/cpp/include/cuopt/linear_programming/mip/solver_solution.hpp index 8f958ba2e8..23fec33e56 100644 --- a/cpp/include/cuopt/linear_programming/mip/solver_solution.hpp +++ b/cpp/include/cuopt/linear_programming/mip/solver_solution.hpp @@ -53,6 +53,8 @@ class mip_solution_t : public base_solution_t { f_t max_constraint_violation, f_t max_int_violation, f_t max_variable_bound_violation, + i_t num_nodes, + i_t num_simplex_iterations, std::vector> solution_pool = {}); mip_solution_t(mip_termination_status_t termination_status, rmm::cuda_stream_view stream_view); @@ -71,6 +73,8 @@ class mip_solution_t : public base_solution_t { f_t get_max_constraint_violation() const; f_t get_max_int_violation() const; f_t get_max_variable_bound_violation() const; + i_t get_num_nodes() const; + i_t get_num_simplex_iterations() const; const std::vector& get_variable_names() const; const std::vector>& get_solution_pool() const; void write_to_sol_file(std::string_view filename, rmm::cuda_stream_view stream_view) const; @@ -87,6 +91,8 @@ class mip_solution_t : public base_solution_t { f_t max_constraint_violation_; f_t max_int_violation_; f_t max_variable_bound_violation_; + i_t num_nodes_; + i_t num_simplex_iterations_; std::vector> solution_pool_; }; diff --git a/cpp/include/cuopt/linear_programming/optimization_problem.hpp b/cpp/include/cuopt/linear_programming/optimization_problem.hpp index 24c4def9de..781ba9ae90 100644 --- a/cpp/include/cuopt/linear_programming/optimization_problem.hpp +++ b/cpp/include/cuopt/linear_programming/optimization_problem.hpp @@ -38,14 +38,12 @@ enum class var_t { CONTINUOUS = 0, INTEGER }; enum class problem_category_t : int8_t { LP = 0, MIP = 1, IP = 2 }; /** - * @brief Standard form representation of a Linear Program with a twist from the standard form for - * Quadratic Programs. + * @brief A representation of a linear programming (LP) optimization problem * * @tparam f_t Data type of the variables and their weights in the equations * - * Standard form representation follows the description from the wiki article here: - * https://en.wikipedia.org/wiki/Linear_programming#Standard_form. In other words, - * this structure stores all information used to represent the following LP equation: + * This structure stores all the information necessary to represent the following LP: + * * 
  * Minimize:
  *   dot(c, x)
@@ -63,7 +61,7 @@ enum class problem_category_t : int8_t { LP = 0, MIP = 1, IP = 2 };
  *
  * Objective value can be scaled and offset accordingly:
  * objective_scaling_factor * (dot(c, x) + objective_offset)
- * please refeto to the `set_objective_scaling_factor()` and `set_objective_offset()` method.
+ * please refer to the `set_objective_scaling_factor()` and `set_objective_offset()` methods.
  */
 template 
 class optimization_problem_t {
diff --git a/cpp/include/cuopt/linear_programming/pdlp/solver_settings.hpp b/cpp/include/cuopt/linear_programming/pdlp/solver_settings.hpp
index a98266d071..0ff802b06f 100644
--- a/cpp/include/cuopt/linear_programming/pdlp/solver_settings.hpp
+++ b/cpp/include/cuopt/linear_programming/pdlp/solver_settings.hpp
@@ -214,7 +214,7 @@ class pdlp_solver_settings_t {
    *
    * @note By default there is no time limit.
    * For performance reasons, cuOpt's does not constantly checks for time limit, thus, the solver
-   * might run a few milliseconds over the limit.
+   * might run slightly over the limit.
    * If set along iteration limit, the first limit reached will exit.
    *
    * @param time_limit Time limit to set in seconds
diff --git a/cpp/include/cuopt/linear_programming/pdlp/solver_solution.hpp b/cpp/include/cuopt/linear_programming/pdlp/solver_solution.hpp
index e9043373d4..2754ea99b1 100644
--- a/cpp/include/cuopt/linear_programming/pdlp/solver_solution.hpp
+++ b/cpp/include/cuopt/linear_programming/pdlp/solver_solution.hpp
@@ -93,7 +93,7 @@ class optimization_problem_solution_t : public base_solution_t {
     /** Objective value for the extreme dual ray */
     f_t dual_ray_linear_objective;
 
-    /** Solve time in milliseconds */
+    /** Solve time in seconds */
     double solve_time;
   };
 
@@ -163,7 +163,7 @@ class optimization_problem_solution_t : public base_solution_t {
                                   bool deep_copy);
 
   /**
-   * @brief Set the solve time in milliseconds
+   * @brief Set the solve time in seconds
    *
    * @param ms Time in ms
    */
@@ -177,9 +177,9 @@ class optimization_problem_solution_t : public base_solution_t {
   void set_termination_status(pdlp_termination_status_t termination_status);
 
   /**
-   * @brief Get the solve time in milliseconds
+   * @brief Get the solve time in seconds
    *
-   * @return Time in ms
+   * @return Time in seconds
    */
   double get_solve_time() const;
 
diff --git a/cpp/include/cuopt/linear_programming/solve.hpp b/cpp/include/cuopt/linear_programming/solve.hpp
index dbcf133061..880982ad9d 100644
--- a/cpp/include/cuopt/linear_programming/solve.hpp
+++ b/cpp/include/cuopt/linear_programming/solve.hpp
@@ -38,7 +38,7 @@ namespace cuopt::linear_programming {
  * @tparam f_t Data type of the variables and their weights in the equations
  *
  * @param[in] op_problem  An optimization_problem_t object with a
- * representation of a linear program on standard form.
+ * representation of a linear program
  * @param[in] settings  A pdlp_solver_settings_t object with the settings for the PDLP
  * solver.
  * @param[in] problem_checking  If true, the problem is checked for consistency.
@@ -63,7 +63,7 @@ optimization_problem_solution_t solve_lp(
  *
  * @param[in] handle_ptr  A raft::handle_t object with its corresponding CUDA stream.
  * @param[in] mps_data_model  An optimization_problem_t object with a
- * representation of a linear program on standard form.
+ * representation of a linear program
  * @param[in] settings  A pdlp_solver_settings_t object with the settings for the PDLP
  * solver.
  * @param[in] problem_checking  If true, the problem is checked for consistency.
@@ -86,7 +86,7 @@ optimization_problem_solution_t solve_lp(
  * @tparam f_t Data type of the variables and their weights in the equations
  *
  * @param[in] op_problem  An optimization_problem_t object with a
- * representation of a linear program on standard form.
+ * representation of a linear program
  * @return optimization_problem_solution_t owning container for the solver solution
  */
 template 
@@ -101,7 +101,7 @@ mip_solution_t solve_mip(
  * @tparam f_t Data type of the variables and their weights in the equations
  *
  * @param[in] mps_data_model  An optimization_problem_t object with a
- * representation of a linear program on standard form.
+ * representation of a linear program
  * @return optimization_problem_solution_t owning container for the solver solution
  */
 template 
diff --git a/cpp/include/cuopt/linear_programming/utilities/cython_solve.hpp b/cpp/include/cuopt/linear_programming/utilities/cython_solve.hpp
index e75bf675bc..bd466020a3 100644
--- a/cpp/include/cuopt/linear_programming/utilities/cython_solve.hpp
+++ b/cpp/include/cuopt/linear_programming/utilities/cython_solve.hpp
@@ -84,6 +84,8 @@ struct mip_ret_t {
   double max_constraint_violation_;
   double max_int_violation_;
   double max_variable_bound_violation_;
+  int nodes_;
+  int simplex_iterations_;
 };
 
 struct solver_ret_t {
diff --git a/cpp/libmps_parser/include/mps_parser/data_model_view.hpp b/cpp/libmps_parser/include/mps_parser/data_model_view.hpp
index 4a379ceae4..05f75f7340 100644
--- a/cpp/libmps_parser/include/mps_parser/data_model_view.hpp
+++ b/cpp/libmps_parser/include/mps_parser/data_model_view.hpp
@@ -27,14 +27,11 @@
 namespace cuopt::mps_parser {
 
 /**
- * @brief Standard form representation of a Linear Program with a twist from the standard form for
- * Quadratic Programs.
+ * @brief A representation of a linear programming (LP) optimization problem
  *
  * @tparam f_t  Data type of the variables and their weights in the equations
  *
- * Standard form representation follows the description from the wiki article here:
- * https://en.wikipedia.org/wiki/Linear_programming#Standard_form. In other words,
- * this structure stores all information used to represent the following LP equation:
+ * A linear programming optimization problem is defined as follows:
  * 
  * Minimize:
  *   dot(c, x)
diff --git a/cpp/src/dual_simplex/branch_and_bound.cpp b/cpp/src/dual_simplex/branch_and_bound.cpp
index b099a6ca6e..721b8ecda9 100644
--- a/cpp/src/dual_simplex/branch_and_bound.cpp
+++ b/cpp/src/dual_simplex/branch_and_bound.cpp
@@ -222,13 +222,21 @@ f_t sgn(f_t x)
   return x < 0 ? -1 : 1;
 }
 
+template 
+f_t relative_gap(f_t obj_value, f_t lower_bound)
+{
+  f_t user_mip_gap = obj_value == 0.0
+                       ? (lower_bound == 0.0 ? 0.0 : std::numeric_limits::infinity())
+                       : std::abs(obj_value - lower_bound) / std::abs(obj_value);
+  if (user_mip_gap != user_mip_gap) { return std::numeric_limits::infinity(); }
+  return user_mip_gap;
+}
+
 template 
 std::string user_mip_gap(f_t obj_value, f_t lower_bound)
 {
-  const f_t user_mip_gap = obj_value == 0.0
-                             ? (lower_bound == 0.0 ? 0.0 : std::numeric_limits::infinity())
-                             : std::abs(obj_value - lower_bound) / std::abs(obj_value);
-  if (user_mip_gap != user_mip_gap) {
+  const f_t user_mip_gap = relative_gap(obj_value, lower_bound);
+  if (user_mip_gap == std::numeric_limits::infinity()) {
     return "  -  ";
   } else {
     constexpr int BUFFER_LEN = 32;
@@ -545,7 +553,9 @@ mip_status_t branch_and_bound_t::solve(mip_solution_t& solut
 
   f_t total_lp_iters = 0.0;
   f_t last_log       = 0;
-  while (gap > settings.mip_gap_tol && heap.size() > 0) {
+  while (gap > settings.absolute_mip_gap_tol &&
+         relative_gap(get_upper_bound(), lower_bound) > settings.relative_mip_gap_tol &&
+         heap.size() > 0) {
     // Check if there are any solutions to repair
     std::vector> to_repair;
     global_variables::mutex_repair.lock();
@@ -607,7 +617,8 @@ mip_status_t branch_and_bound_t::solve(mip_solution_t& solut
     const i_t leaf_depth = node_ptr->depth;
     f_t now              = toc(start_time);
     f_t time_since_log   = last_log == 0 ? 1.0 : toc(last_log);
-    if ((nodes_explored % 1000 == 0 || gap < 10 * settings.mip_gap_tol || nodes_explored < 1000) &&
+    if ((nodes_explored % 1000 == 0 || gap < 10 * settings.absolute_mip_gap_tol ||
+         nodes_explored < 1000) &&
           (time_since_log >= 1) ||
         (time_since_log > 60) || now > settings.time_limit) {
       settings.log.printf(" %8d %8lu       %+13.6e  %+10.6e   %4d   %7.1e     %s %9.2f\n",
@@ -789,11 +800,16 @@ mip_status_t branch_and_bound_t::solve(mip_solution_t& solut
     compute_user_objective(original_lp, get_upper_bound()),
     compute_user_objective(original_lp, lower_bound));
 
-  if (gap < settings.mip_gap_tol) {
+  if (gap <= settings.absolute_mip_gap_tol ||
+      relative_gap(get_upper_bound(), lower_bound) <= settings.relative_mip_gap_tol) {
     status = mip_status_t::OPTIMAL;
-    if (gap > 0) {
-      settings.log.printf("Optimal solution found within MIP gap tolerance (%.1e)\n",
-                          settings.mip_gap_tol);
+    if (gap > 0 && gap <= settings.absolute_mip_gap_tol) {
+      settings.log.printf("Optimal solution found within absolute MIP gap tolerance (%.1e)\n",
+                          settings.absolute_mip_gap_tol);
+    } else if (gap > 0 &&
+               relative_gap(get_upper_bound(), lower_bound) <= settings.relative_mip_gap_tol) {
+      settings.log.printf("Optimal solution found within relative MIP gap tolerance (%.1e)\n",
+                          settings.relative_mip_gap_tol);
     } else {
       settings.log.printf("Optimal solution found.\n");
     }
@@ -803,9 +819,10 @@ mip_status_t branch_and_bound_t::solve(mip_solution_t& solut
   }
 
   uncrush_primal_solution(original_problem, original_lp, incumbent.x, solution.x);
-  solution.objective   = incumbent.objective;
-  solution.lower_bound = lower_bound;
-
+  solution.objective          = incumbent.objective;
+  solution.lower_bound        = lower_bound;
+  solution.nodes_explored     = nodes_explored;
+  solution.simplex_iterations = total_lp_iters;
   return status;
 }
 
diff --git a/cpp/src/dual_simplex/phase2.cpp b/cpp/src/dual_simplex/phase2.cpp
index 59489de3d7..4d16d7c076 100644
--- a/cpp/src/dual_simplex/phase2.cpp
+++ b/cpp/src/dual_simplex/phase2.cpp
@@ -325,6 +325,7 @@ i_t phase2_ratio_test(const lp_problem_t& lp,
 template 
 i_t bound_flipping_ratio_test(const lp_problem_t& lp,
                               const simplex_solver_settings_t& settings,
+                              f_t start_time,
                               const std::vector& vstatus,
                               const std::vector& nonbasic_list,
                               const std::vector& x,
@@ -421,6 +422,12 @@ i_t bound_flipping_ratio_test(const lp_problem_t& lp,
       // we hit a variable that is not bounded. Exit
       break;
     }
+
+    if (toc(start_time) > settings.time_limit) { return -2; }
+    if (settings.concurrent_halt != nullptr &&
+        settings.concurrent_halt->load(std::memory_order_acquire) == 1) {
+      return -3;
+    }
   }
   // step_length, nonbasic_entering, and entering_index are defined after the
   // while loop
@@ -1327,6 +1334,7 @@ dual::status_t dual_phase2(i_t phase,
     } else if (bound_flip_ratio) {
       entering_index = phase2::bound_flipping_ratio_test(lp,
                                                          settings,
+                                                         start_time,
                                                          vstatus,
                                                          nonbasic_list,
                                                          x,
@@ -1340,6 +1348,8 @@ dual::status_t dual_phase2(i_t phase,
       entering_index = phase2::phase2_ratio_test(
         lp, settings, vstatus, nonbasic_list, z, delta_z, step_length, nonbasic_entering_index);
     }
+    if (entering_index == -2) { return dual::status_t::TIME_LIMIT; }
+    if (entering_index == -3) { return dual::status_t::CONCURRENT_LIMIT; }
     if (entering_index == -1) {
       if (primal_infeasibility > settings.primal_tol &&
           max_val < settings.steepest_edge_primal_tol) {
diff --git a/cpp/src/dual_simplex/simplex_solver_settings.hpp b/cpp/src/dual_simplex/simplex_solver_settings.hpp
index 0047241f71..8328f23813 100644
--- a/cpp/src/dual_simplex/simplex_solver_settings.hpp
+++ b/cpp/src/dual_simplex/simplex_solver_settings.hpp
@@ -34,7 +34,8 @@ struct simplex_solver_settings_t {
   simplex_solver_settings_t()
     : iteration_limit(std::numeric_limits::max()),
       time_limit(std::numeric_limits::infinity()),
-      mip_gap_tol(1e-3),
+      absolute_mip_gap_tol(0.0),
+      relative_mip_gap_tol(1e-3),
       integer_tol(1e-5),
       primal_tol(1e-6),
       dual_tol(1e-6),
@@ -73,15 +74,16 @@ struct simplex_solver_settings_t {
   void close_log_file() { log.close_log_file(); }
   i_t iteration_limit;
   f_t time_limit;
-  f_t mip_gap_tol;  // Tolerance on mip gap to declare optimal
-  f_t integer_tol;  // Tolerance on integralitiy violation
-  f_t primal_tol;   // Absolute primal infeasibility tolerance
-  f_t dual_tol;     // Absolute dual infeasibility tolerance
-  f_t pivot_tol;    // Simplex pivot tolerance
-  f_t tight_tol;    // A tight tolerance used to check for infeasibility
-  f_t fixed_tol;    // If l <= x <= u with u - l < fixed_tol a variable is consider fixed
-  f_t zero_tol;     // Values below this tolerance are considered numerically zero
-  f_t cut_off;      // If the dual objective is greater than the cutoff we stop
+  f_t absolute_mip_gap_tol;  // Tolerance on mip gap to declare optimal
+  f_t relative_mip_gap_tol;  // Tolerance on mip gap to declare optimal
+  f_t integer_tol;           // Tolerance on integralitiy violation
+  f_t primal_tol;            // Absolute primal infeasibility tolerance
+  f_t dual_tol;              // Absolute dual infeasibility tolerance
+  f_t pivot_tol;             // Simplex pivot tolerance
+  f_t tight_tol;             // A tight tolerance used to check for infeasibility
+  f_t fixed_tol;             // If l <= x <= u with u - l < fixed_tol a variable is consider fixed
+  f_t zero_tol;              // Values below this tolerance are considered numerically zero
+  f_t cut_off;               // If the dual objective is greater than the cutoff we stop
   f_t
     steepest_edge_ratio;  // the ratio of computed steepest edge mismatch from updated steepest edge
   f_t steepest_edge_primal_tol;    // Primal tolerance divided by steepest edge norm
diff --git a/cpp/src/dual_simplex/solution.hpp b/cpp/src/dual_simplex/solution.hpp
index b31f0e0278..245355fcce 100644
--- a/cpp/src/dual_simplex/solution.hpp
+++ b/cpp/src/dual_simplex/solution.hpp
@@ -68,6 +68,8 @@ class mip_solution_t {
   std::vector x;
   f_t objective;
   f_t lower_bound;
+  i_t nodes_explored;
+  i_t simplex_iterations;
 };
 
 }  // namespace cuopt::linear_programming::dual_simplex
diff --git a/cpp/src/linear_programming/pdlp.cuh b/cpp/src/linear_programming/pdlp.cuh
index 333f65fff8..88d20873fc 100644
--- a/cpp/src/linear_programming/pdlp.cuh
+++ b/cpp/src/linear_programming/pdlp.cuh
@@ -61,7 +61,7 @@ class pdlp_solver_t {
    * For full description of algorithm, see https://arxiv.org/abs/2106.04756
    *
    * @param[in] op_problem An problem_t object with a
-   * representation of a linear program on standard form.
+   * representation of a linear program
    */
   pdlp_solver_t(
     problem_t& op_problem,
diff --git a/cpp/src/linear_programming/solve.cu b/cpp/src/linear_programming/solve.cu
index 5618fe2b2c..b8a58d6ab5 100644
--- a/cpp/src/linear_programming/solve.cu
+++ b/cpp/src/linear_programming/solve.cu
@@ -222,27 +222,12 @@ void setup_device_symbols()
 std::atomic global_concurrent_halt;
 
 template 
-optimization_problem_solution_t run_dual_simplex(
-  detail::problem_t& problem, pdlp_solver_settings_t const& settings)
+optimization_problem_solution_t convert_dual_simplex_sol(
+  detail::problem_t& problem,
+  const dual_simplex::lp_solution_t& solution,
+  dual_simplex::lp_status_t status,
+  f_t duration)
 {
-  dual_simplex::user_problem_t user_problem =
-    cuopt_problem_to_simplex_problem(problem);
-
-  auto start_solver = std::chrono::high_resolution_clock::now();
-
-  dual_simplex::simplex_solver_settings_t dual_simplex_settings;
-  dual_simplex_settings.time_limit =
-    settings.get_time_limit().value_or(dual_simplex_settings.time_limit);
-  dual_simplex_settings.iteration_limit = settings.get_iteration_limit();
-  dual_simplex_settings.concurrent_halt = settings.get_concurrent_halt();
-  if (dual_simplex_settings.concurrent_halt != nullptr) {
-    // Don't show the dual simplex log in concurrent mode. Show the PDLP log instead
-    dual_simplex_settings.log.log = false;
-  }
-
-  dual_simplex::lp_solution_t solution(user_problem.num_rows, user_problem.num_cols);
-  auto status =
-    dual_simplex::solve_linear_program(user_problem, dual_simplex_settings, solution);
   auto to_termination_status = [](dual_simplex::lp_status_t status) {
     switch (status) {
       case dual_simplex::lp_status_t::OPTIMAL: return pdlp_termination_status_t::Optimal;
@@ -265,13 +250,11 @@ optimization_problem_solution_t run_dual_simplex(
   rmm::device_uvector final_reduced_cost =
     cuopt::device_copy(solution.z, problem.handle_ptr->get_stream());
   problem.handle_ptr->sync_stream();
-  auto end      = std::chrono::high_resolution_clock::now();
-  auto duration = std::chrono::duration_cast(end - start_solver);
 
   // Should be filled with more information from dual simplex
   typename optimization_problem_solution_t::additional_termination_information_t info;
   info.primal_objective      = solution.user_objective;
-  info.solve_time            = duration.count();
+  info.solve_time            = duration;
   info.number_of_steps_taken = solution.iterations;
 
   auto sol = optimization_problem_solution_t(final_primal_solution,
@@ -282,14 +265,57 @@ optimization_problem_solution_t run_dual_simplex(
                                                        problem.row_names,
                                                        info,
                                                        to_termination_status(status));
+
+  problem.handle_ptr->sync_stream();
+  return sol;
+}
+
+template 
+std::tuple, dual_simplex::lp_status_t, f_t> run_dual_simplex(
+  dual_simplex::user_problem_t& user_problem,
+  pdlp_solver_settings_t const& settings)
+{
+  auto start_solver = std::chrono::high_resolution_clock::now();
+
+  dual_simplex::simplex_solver_settings_t dual_simplex_settings;
+  dual_simplex_settings.time_limit =
+    settings.get_time_limit().value_or(dual_simplex_settings.time_limit);
+  dual_simplex_settings.iteration_limit = settings.get_iteration_limit();
+  dual_simplex_settings.concurrent_halt = settings.get_concurrent_halt();
+  if (dual_simplex_settings.concurrent_halt != nullptr) {
+    // Don't show the dual simplex log in concurrent mode. Show the PDLP log instead
+    dual_simplex_settings.log.log = false;
+  }
+
+  dual_simplex::lp_solution_t solution(user_problem.num_rows, user_problem.num_cols);
+  auto status =
+    dual_simplex::solve_linear_program(user_problem, dual_simplex_settings, solution);
+
+  auto end      = std::chrono::high_resolution_clock::now();
+  auto duration = std::chrono::duration_cast(end - start_solver);
+
   CUOPT_LOG_INFO("Dual simplex finished in %.2f seconds", duration.count() / 1000.0);
 
   if (settings.get_concurrent_halt() != nullptr) {
     // We finished. Tell PDLP to stop if it is still running.
     settings.get_concurrent_halt()->store(1, std::memory_order_release);
   }
-  problem.handle_ptr->sync_stream();
-  return sol;
+
+  return {std::move(solution), status, duration.count() / 1000.0};
+}
+
+template 
+optimization_problem_solution_t run_dual_simplex(
+  detail::problem_t& problem, pdlp_solver_settings_t const& settings)
+{
+  // Convert data structures to dual simplex format and back
+  dual_simplex::user_problem_t dual_simplex_problem =
+    cuopt_problem_to_simplex_problem(problem);
+  auto sol_dual_simplex = run_dual_simplex(dual_simplex_problem, settings);
+  return convert_dual_simplex_sol(problem,
+                                  std::get<0>(sol_dual_simplex),
+                                  std::get<1>(sol_dual_simplex),
+                                  std::get<2>(sol_dual_simplex));
 }
 
 template 
@@ -302,14 +328,14 @@ optimization_problem_solution_t run_pdlp(detail::problem_t&
   auto sol      = solver.run_solver(start_solver);  // Passing it for time limit
   auto end      = std::chrono::high_resolution_clock::now();
   auto duration = std::chrono::duration_cast(end - start_solver);
-  sol.set_solve_time(duration.count());
+  sol.set_solve_time(duration.count() / 1000.0);
   CUOPT_LOG_INFO("PDLP finished");
   if (sol.get_termination_status() != pdlp_termination_status_t::ConcurrentLimit) {
     CUOPT_LOG_INFO("Status: %s   Objective: %.8e  Iterations: %d  Time: %.3fs",
                    sol.get_termination_status_string().c_str(),
                    sol.get_objective_value(),
                    sol.get_additional_termination_information().number_of_steps_taken,
-                   sol.get_solve_time() / 1000.0);
+                   sol.get_solve_time());
   }
 
   const bool do_crossover = settings.get_crossover();
@@ -362,7 +388,7 @@ optimization_problem_solution_t run_pdlp(detail::problem_t&
     auto crossover_end         = std::chrono::high_resolution_clock::now();
     auto crossover_duration =
       std::chrono::duration_cast(crossover_end - start_solver);
-    info.solve_time    = crossover_duration.count();
+    info.solve_time    = crossover_duration.count() / 1000.0;
     auto sol_crossover = optimization_problem_solution_t(final_primal_solution,
                                                                    final_dual_solution,
                                                                    final_reduced_cost,
@@ -381,18 +407,16 @@ optimization_problem_solution_t run_pdlp(detail::problem_t&
 }
 
 template 
-void run_dual_simplex_thread(detail::problem_t& problem,
-                             pdlp_solver_settings_t const& settings,
-                             std::unique_ptr>& sol_ptr)
+void run_dual_simplex_thread(
+  dual_simplex::user_problem_t& problem,
+  pdlp_solver_settings_t const& settings,
+  std::unique_ptr<
+    std::tuple, dual_simplex::lp_status_t, f_t>>& sol_ptr)
 {
-  pdlp_solver_settings_t thread_settings(settings, problem.handle_ptr->get_stream());
-
-  // Load address of concurrent halt into settings
-  thread_settings.set_concurrent_halt(&global_concurrent_halt);
-
   // We will return the solution from the thread as a unique_ptr
-  sol_ptr = std::make_unique>(
-    run_dual_simplex(problem, thread_settings));
+  sol_ptr = std::make_unique<
+    std::tuple, dual_simplex::lp_status_t, f_t>>(
+    run_dual_simplex(problem, settings));
 }
 
 template 
@@ -412,11 +436,17 @@ optimization_problem_solution_t run_concurrent(
   global_concurrent_halt.store(0, std::memory_order_release);
   settings_pdlp.set_concurrent_halt(&global_concurrent_halt);
 
+  // Initialize the dual simplex structures before we run PDLP.
+  // Otherwise, CUDA API calls to the problem stream may occur in both threads and throw graph
+  // capture off
+  dual_simplex::user_problem_t dual_simplex_problem =
+    cuopt_problem_to_simplex_problem(problem);
   // Create a thread for dual simplex
-  std::unique_ptr> sol_dual_simplex_ptr;
+  std::unique_ptr, dual_simplex::lp_status_t, f_t>>
+    sol_dual_simplex_ptr;
   std::thread dual_simplex_thread(run_dual_simplex_thread,
-                                  std::ref(problem),
-                                  std::ref(settings),
+                                  std::ref(dual_simplex_problem),
+                                  std::ref(settings_pdlp),
                                   std::ref(sol_dual_simplex_ptr));
 
   // Run pdlp in the main thread
@@ -424,24 +454,33 @@ optimization_problem_solution_t run_concurrent(
 
   // Wait for dual simplex thread to finish
   dual_simplex_thread.join();
+
+  // copy the dual simplex solution to the device
+  auto sol_dual_simplex = convert_dual_simplex_sol(problem,
+                                                   std::get<0>(*sol_dual_simplex_ptr),
+                                                   std::get<1>(*sol_dual_simplex_ptr),
+                                                   std::get<2>(*sol_dual_simplex_ptr));
+
   f_t end_time = dual_simplex::toc(start_time);
   CUOPT_LOG_INFO("Concurrent time:  %.3fs", end_time);
   // Check status to see if we should return the pdlp solution or the dual simplex solution
-  if (sol_dual_simplex_ptr->get_termination_status() == pdlp_termination_status_t::Optimal ||
-      sol_dual_simplex_ptr->get_termination_status() ==
-        pdlp_termination_status_t::PrimalInfeasible ||
-      sol_dual_simplex_ptr->get_termination_status() == pdlp_termination_status_t::DualInfeasible) {
+  if (sol_dual_simplex.get_termination_status() == pdlp_termination_status_t::Optimal ||
+      sol_dual_simplex.get_termination_status() == pdlp_termination_status_t::PrimalInfeasible ||
+      sol_dual_simplex.get_termination_status() == pdlp_termination_status_t::DualInfeasible) {
     CUOPT_LOG_INFO("Solved with dual simplex");
-    sol_pdlp.copy_from(op_problem.get_handle_ptr(), *sol_dual_simplex_ptr);
-    sol_pdlp.set_solve_time(end_time * 1000.0);
+    sol_pdlp.copy_from(op_problem.get_handle_ptr(), sol_dual_simplex);
+    sol_pdlp.set_solve_time(end_time);
     CUOPT_LOG_INFO("Status: %s   Objective: %.8e  Iterations: %d  Time: %.3fs",
                    sol_pdlp.get_termination_status_string().c_str(),
                    sol_pdlp.get_objective_value(),
                    sol_pdlp.get_additional_termination_information().number_of_steps_taken,
                    end_time);
     return sol_pdlp;
+  } else if (sol_pdlp.get_termination_status() == pdlp_termination_status_t::Optimal) {
+    CUOPT_LOG_INFO("Solved with PDLP");
+    return sol_pdlp;
   } else {
-    CUOPT_LOG_INFO("Solved with PDLP\n");
+    CUOPT_LOG_INFO("Using PDLP solve info");
     return sol_pdlp;
   }
 }
diff --git a/cpp/src/linear_programming/utilities/cython_solve.cu b/cpp/src/linear_programming/utilities/cython_solve.cu
index a0097e7687..4d9fdf87d7 100644
--- a/cpp/src/linear_programming/utilities/cython_solve.cu
+++ b/cpp/src/linear_programming/utilities/cython_solve.cu
@@ -195,7 +195,9 @@ mip_ret_t call_solve_mip(
                     solution.get_presolve_time(),
                     solution.get_max_constraint_violation(),
                     solution.get_max_int_violation(),
-                    solution.get_max_variable_bound_violation()};
+                    solution.get_max_variable_bound_violation(),
+                    solution.get_num_nodes(),
+                    solution.get_num_simplex_iterations()};
   return mip_ret;
 }
 
@@ -275,7 +277,7 @@ std::pair>, double> call_batch_solve(
   auto end      = std::chrono::high_resolution_clock::now();
   auto duration = std::chrono::duration_cast(end - start_solver);
 
-  return {std::move(list), duration.count()};
+  return {std::move(list), duration.count() / 1000.0};
 }
 
 }  // namespace cython
diff --git a/cpp/src/linear_programming/utilities/ping_pong_graph.cuh b/cpp/src/linear_programming/utilities/ping_pong_graph.cuh
index f16d045fc1..ec67ea95dd 100644
--- a/cpp/src/linear_programming/utilities/ping_pong_graph.cuh
+++ b/cpp/src/linear_programming/utilities/ping_pong_graph.cuh
@@ -34,9 +34,9 @@ class ping_pong_graph_t {
   void start_capture(i_t total_pdlp_iterations)
   {
     if (total_pdlp_iterations % 2 == 0 && !even_initialized) {
-      RAFT_CUDA_TRY(cudaStreamBeginCapture(stream_view_.value(), cudaStreamCaptureModeRelaxed));
+      RAFT_CUDA_TRY(cudaStreamBeginCapture(stream_view_.value(), cudaStreamCaptureModeThreadLocal));
     } else if (total_pdlp_iterations % 2 == 1 && !odd_initialized) {
-      RAFT_CUDA_TRY(cudaStreamBeginCapture(stream_view_.value(), cudaStreamCaptureModeRelaxed));
+      RAFT_CUDA_TRY(cudaStreamBeginCapture(stream_view_.value(), cudaStreamCaptureModeThreadLocal));
     }
   }
 
diff --git a/cpp/src/mip/CMakeLists.txt b/cpp/src/mip/CMakeLists.txt
index 1db4e6bda5..7b4440276a 100644
--- a/cpp/src/mip/CMakeLists.txt
+++ b/cpp/src/mip/CMakeLists.txt
@@ -17,6 +17,7 @@ set(MIP_SRC_FILES ${CMAKE_CURRENT_SOURCE_DIR}/problem/problem.cu)
 
 list(PREPEND
   MIP_SRC_FILES
+  ${CMAKE_CURRENT_SOURCE_DIR}/problem/write_mps.cu
   ${CMAKE_CURRENT_SOURCE_DIR}/solve.cu
   ${CMAKE_CURRENT_SOURCE_DIR}/solver.cu
   ${CMAKE_CURRENT_SOURCE_DIR}/solver_settings.cu
diff --git a/cpp/src/mip/diversity/diversity_manager.cuh b/cpp/src/mip/diversity/diversity_manager.cuh
index 8dcf4fa105..5c99c80494 100644
--- a/cpp/src/mip/diversity/diversity_manager.cuh
+++ b/cpp/src/mip/diversity/diversity_manager.cuh
@@ -76,7 +76,7 @@ class diversity_manager_t {
   all_recombine_stats recombine_stats;
   std::mt19937 rng;
   i_t current_step{0};
-  solver_stats_t& stats;
+  solver_stats_t& stats;
   std::vector> initial_sol_vector;
 };
 
diff --git a/cpp/src/mip/feasibility_jump/feasibility_jump.cu b/cpp/src/mip/feasibility_jump/feasibility_jump.cu
index a0bee74f7e..349c94ee9a 100644
--- a/cpp/src/mip/feasibility_jump/feasibility_jump.cu
+++ b/cpp/src/mip/feasibility_jump/feasibility_jump.cu
@@ -41,7 +41,11 @@
 
 namespace cuopt::linear_programming::detail {
 
+#if FJ_SINGLE_STEP
+static constexpr int iterations_per_graph = 1;
+#else
 static constexpr int iterations_per_graph = 50;
+#endif
 
 __constant__ fj_settings_t device_settings;
 
@@ -71,11 +75,13 @@ fj_t::fj_t(mip_solver_context_t& context_, fj_settings_t in_
   setval_launch_dims = get_launch_dims_max_occupancy(
     (void*)update_assignment_kernel, TPB_setval, pb_ptr->handle_ptr);
   resetmoves_launch_dims = get_launch_dims_max_occupancy(
-    (void*)reset_moves_kernel, TPB_resetmoves, pb_ptr->handle_ptr);
-  resetmoves_bin_launch_dims = get_launch_dims_max_occupancy(
-    (void*)reset_moves_kernel, TPB_resetmoves, pb_ptr->handle_ptr);
+    (void*)compute_mtm_moves_kernel, TPB_resetmoves, pb_ptr->handle_ptr);
+  resetmoves_bin_launch_dims =
+    get_launch_dims_max_occupancy((void*)compute_mtm_moves_kernel,
+                                  TPB_resetmoves,
+                                  pb_ptr->handle_ptr);
   update_weights_launch_dims = get_launch_dims_max_occupancy(
-    (void*)update_search_weights_kernel, TPB_updateweights, pb_ptr->handle_ptr);
+    (void*)handle_local_minimum_kernel, TPB_localmin, pb_ptr->handle_ptr);
   lift_move_launch_dims = get_launch_dims_max_occupancy(
     (void*)update_lift_moves_kernel, TPB_liftmoves, pb_ptr->handle_ptr);
   load_balancing_workid_map_launch_dims = get_launch_dims_max_occupancy(
@@ -113,18 +119,17 @@ fj_t::~fj_t()
 }
 
 template 
-void fj_t::reset_weights(const rmm::cuda_stream_view& climber_stream)
+void fj_t::reset_weights(const rmm::cuda_stream_view& climber_stream, f_t weight)
 {
   // unless reset explicitly, the values are kept across runs and across climbers
-  constexpr f_t ten = 10.;
-  max_cstr_weight.set_value_async(ten, climber_stream);
+  max_cstr_weight.set_value_async(weight, climber_stream);
   objective_weight.set_value_to_zero_async(climber_stream);
   thrust::uninitialized_fill(
-    rmm::exec_policy(climber_stream), cstr_weights.begin(), cstr_weights.end(), ten);
+    rmm::exec_policy(climber_stream), cstr_weights.begin(), cstr_weights.end(), weight);
   thrust::uninitialized_fill(
-    rmm::exec_policy(climber_stream), cstr_left_weights.begin(), cstr_left_weights.end(), ten);
+    rmm::exec_policy(climber_stream), cstr_left_weights.begin(), cstr_left_weights.end(), weight);
   thrust::uninitialized_fill(
-    rmm::exec_policy(climber_stream), cstr_right_weights.begin(), cstr_right_weights.end(), ten);
+    rmm::exec_policy(climber_stream), cstr_right_weights.begin(), cstr_right_weights.end(), weight);
 }
 
 template 
@@ -164,6 +169,7 @@ fj_t::climber_data_t::view_t fj_t::climber_data_t::view()
   v.constraint_upper_bounds_csr = make_span(fj.constraint_upper_bounds_csr);
   v.cstr_coeff_reciprocal       = make_span(fj.cstr_coeff_reciprocal);
   v.incumbent_lhs               = make_span(incumbent_lhs);
+  v.incumbent_lhs_sumcomp       = make_span(incumbent_lhs_sumcomp);
   v.jump_move_scores            = make_span(jump_move_scores);
   v.jump_move_infeasibility     = make_span(jump_move_infeasibility);
   v.jump_move_delta             = make_span(jump_move_delta);
@@ -201,6 +207,7 @@ fj_t::climber_data_t::view_t fj_t::climber_data_t::view()
   v.best_excess                       = best_excess.data();
   v.best_l1_distance                  = best_l1_distance.data();
   v.best_objective                    = best_objective.data();
+  v.saved_solution_objective          = saved_solution_objective.data();
   v.incumbent_quality                 = incumbent_quality.data();
   v.incumbent_objective               = incumbent_objective.data();
   v.weight_update_increment           = fj.weight_update_increment;
@@ -297,6 +304,10 @@ void fj_t::climber_init(i_t climber_idx, const rmm::cuda_stream_view&
                climber->incumbent_lhs.begin(),
                climber->incumbent_lhs.end(),
                (f_t)0);
+  thrust::fill(rmm::exec_policy(climber_stream),
+               climber->incumbent_lhs_sumcomp.begin(),
+               climber->incumbent_lhs_sumcomp.end(),
+               (f_t)0);
   thrust::fill(rmm::exec_policy(climber_stream),
                climber->jump_move_scores.begin(),
                climber->jump_move_scores.end(),
@@ -379,11 +390,27 @@ void fj_t::climber_init(i_t climber_idx, const rmm::cuda_stream_view&
   f_t h_incumbent_obj = compute_objective_from_vec(
     climber->incumbent_assignment, pb_ptr->objective_coefficients, pb_ptr->handle_ptr);
   climber->incumbent_objective.set_value_async(h_incumbent_obj, climber_stream);
+  f_t inf = std::numeric_limits::infinity();
+  climber->best_objective.set_value_async(inf, climber_stream);
+  climber->saved_solution_objective.set_value_async(inf, climber_stream);
   climber->violation_score.set_value_to_zero_async(climber_stream);
   climber->best_l1_distance.set_value_to_zero_async(climber_stream);
   climber->weighted_violation_score.set_value_to_zero_async(climber_stream);
   init_lhs_and_violation<<<256, 256, 0, climber_stream.value()>>>(view);
 
+  // initialize the best_objective values according to the initial assignment
+  f_t best_obj = compute_objective_from_vec(
+    climber->incumbent_assignment, pb_ptr->objective_coefficients, pb_ptr->handle_ptr);
+  if (climber->violated_constraints.set_size.value(climber_stream) == 0) {
+    climber->best_excess.set_value_to_zero_async(climber_stream);
+    climber->best_objective.set_value_async(best_obj, climber_stream);
+    climber->saved_solution_objective.set_value_async(best_obj, climber_stream);
+  } else {
+    f_t excess = climber->violation_score.value(climber_stream);
+    climber->best_excess.set_value_async(excess, climber_stream);
+  }
+  climber_stream.synchronize();
+
   climber->break_condition.set_value_to_zero_async(climber_stream);
   climber->temp_break_condition.set_value_to_zero_async(climber_stream);
   climber->local_minimums_reached.set_value_to_zero_async(climber_stream);
@@ -397,6 +424,8 @@ void fj_t::climber_init(i_t climber_idx, const rmm::cuda_stream_view&
   climber->full_refresh_iteration.set_value_to_zero_async(climber_stream);
   climber->iterations_until_feasible_counter.set_value_to_zero_async(climber_stream);
 
+  climber_stream.synchronize();
+
   view = climber->view();
 
   // Compute the prefix sum to map any csr offsets to the corresponding variable indices
@@ -563,6 +592,11 @@ void fj_t::load_balancing_score_update(const rmm::cuda_stream_view& st
   if (pb_ptr->binary_indices.size() > 0) data.load_balancing_bin_finished_event.stream_wait(stream);
   if (pb_ptr->nonbinary_indices.size() > 0)
     data.load_balancing_nonbin_finished_event.stream_wait(stream);
+
+#if FJ_DEBUG_LOAD_BALANCING
+  expand_device_copy(data.jump_move_delta_check, data.jump_move_delta, stream);
+  expand_device_copy(data.jump_move_score_check, data.jump_move_scores, stream);
+#endif
 }
 
 template 
@@ -583,10 +617,19 @@ void fj_t::run_step_device(const rmm::cuda_stream_view& climber_stream
   // ensure an updated copy of the settings is used device-side
   raft::copy(v.settings, &settings, 1, climber_stream);
 
-  bool is_binary_pb = pb_ptr->n_variables == thrust::count(handle_ptr->get_thrust_policy(),
+  bool is_binary_pb       = pb_ptr->n_variables == thrust::count(handle_ptr->get_thrust_policy(),
                                                            pb_ptr->is_binary_variable.begin(),
                                                            pb_ptr->is_binary_variable.end(),
                                                            1);
+  bool use_load_balancing = false;
+  if (settings.load_balancing_mode == fj_load_balancing_mode_t::ALWAYS_OFF) {
+    use_load_balancing = false;
+  } else if (settings.load_balancing_mode == fj_load_balancing_mode_t::ALWAYS_ON) {
+    use_load_balancing = true;
+  } else if (settings.load_balancing_mode == fj_load_balancing_mode_t::AUTO) {
+    use_load_balancing =
+      pb_ptr->n_variables > settings.parameters.load_balancing_codepath_min_varcount;
+  }
 
   cudaGraph_t graph;
   void* kernel_args[]            = {&v};
@@ -624,25 +667,43 @@ void fj_t::run_step_device(const rmm::cuda_stream_view& climber_stream
         }
 
         // don't run the LB codepath if this is a small instance (n_var below threshold)
-        if (pb_ptr->n_variables > settings.parameters.load_balancing_codepath_min_varcount) {
+        if (use_load_balancing) {
           load_balancing_score_update(climber_stream, climber_idx);
         } else {
           if (is_binary_pb) {
-            cudaLaunchCooperativeKernel((void*)reset_moves_kernel,
-                                        grid_resetmoves_bin,
-                                        blocks_resetmoves_bin,
-                                        reset_moves_args,
-                                        0,
-                                        climber_stream);
+            cudaLaunchCooperativeKernel(
+              (void*)compute_mtm_moves_kernel,
+              grid_resetmoves_bin,
+              blocks_resetmoves_bin,
+              reset_moves_args,
+              0,
+              climber_stream);
           } else {
-            cudaLaunchCooperativeKernel((void*)reset_moves_kernel,
-                                        grid_resetmoves,
-                                        blocks_resetmoves,
-                                        reset_moves_args,
-                                        0,
-                                        climber_stream);
+            cudaLaunchCooperativeKernel(
+              (void*)compute_mtm_moves_kernel,
+              grid_resetmoves,
+              blocks_resetmoves,
+              reset_moves_args,
+              0,
+              climber_stream);
           }
         }
+#if FJ_DEBUG_LOAD_BALANCING
+        if (use_load_balancing) {
+          cudaLaunchCooperativeKernel((void*)compute_mtm_moves_kernel,
+                                      grid_resetmoves_bin,
+                                      blocks_resetmoves_bin,
+                                      reset_moves_args,
+                                      0,
+                                      climber_stream);
+          cudaLaunchCooperativeKernel((void*)load_balancing_sanity_checks,
+                                      512,
+                                      128,
+                                      kernel_args,
+                                      0,
+                                      climber_stream);
+        }
+#endif
 
         cudaLaunchKernel((void*)update_lift_moves_kernel,
                          grid_lift_move,
@@ -675,7 +736,7 @@ void fj_t::run_step_device(const rmm::cuda_stream_view& climber_stream
                        0,
                        climber_stream);
 
-      cudaLaunchCooperativeKernel((void*)update_search_weights_kernel,
+      cudaLaunchCooperativeKernel((void*)handle_local_minimum_kernel,
                                   grid_update_weights,
                                   blocks_update_weights,
                                   kernel_args,
@@ -735,7 +796,6 @@ i_t fj_t::host_loop(solution_t& solution, i_t climber_idx)
     objective_weight.set_value_to_zero_async(handle_ptr->get_stream());
   }
   f_t obj = -std::numeric_limits::infinity();
-  data.best_excess.set_value_async(obj, handle_ptr->get_stream());
   data.incumbent_quality.set_value_async(obj, handle_ptr->get_stream());
 
   cuopt_assert((settings.termination & fj_termination_flags_t::FJ_TERMINATION_TIME_LIMIT) ||
@@ -758,20 +818,23 @@ i_t fj_t::host_loop(solution_t& solution, i_t climber_idx)
       limit_reached = true;
     }
 
+#if !FJ_SINGLE_STEP
     if (steps % 500 == 0)
+#endif
+    {
       CUOPT_LOG_TRACE(
-        "------- " FJ_LOG_PREFIX
-        "step %d viol %.3f [%d], quality %.3f, obj %.3f, best quality %.3f, minima %d, maxw %g, "
-        "objw %g\n",
+        "FJ "
+        "step %d viol %.2g [%d], obj %.8g, best %.8g, mins %d, maxw %g, "
+        "objw %g",
         steps,
         data.violation_score.value(climber_stream),
         data.violated_constraints.set_size.value(climber_stream),
-        -data.incumbent_quality.value(climber_stream),
         data.incumbent_objective.value(climber_stream),
         data.best_objective.value(climber_stream),
         data.local_minimums_reached.value(climber_stream),
         max_cstr_weight.value(climber_stream),
         objective_weight.value(climber_stream));
+    }
 
     if (!limit_reached) { run_step_device(climber_stream, climber_idx); }
 
@@ -785,7 +848,6 @@ i_t fj_t::host_loop(solution_t& solution, i_t climber_idx)
     // feasible solution found!*view.break_condition
     if (steps % settings.parameters.sync_period == 0 || limit_reached) {
       i_t break_condition = data.break_condition.value(climber_stream);
-      CUOPT_LOG_TRACE("mode %d break_condition %d", (i_t)settings.mode, break_condition);
       if (settings.mode == fj_mode_t::GREEDY_DESCENT) {
         if (!limit_reached && !break_condition) { continue; }
       }
@@ -834,10 +896,11 @@ i_t fj_t::host_loop(solution_t& solution, i_t climber_idx)
                   same_sol,
                   max_cstr_weight.value(climber_stream));
 #endif
-  CUOPT_LOG_TRACE("EXIT step %d, best objective %f best_excess %f",
+  CUOPT_LOG_TRACE("EXIT step %d, best objective %f best_excess %f, feas %d",
                   data.iterations.value(climber_stream),
-                  -data.best_excess.value(climber_stream),
-                  solution.get_total_excess());
+                  solution.get_user_objective(),
+                  solution.get_total_excess(),
+                  solution.get_feasible());
 
   return steps;
 }
@@ -884,6 +947,7 @@ void fj_t::resize_vectors(const raft::handle_t* handle_ptr)
   climbers[0]->farthest_l1_sol.resize(pb_ptr->n_variables, handle_ptr->get_stream());
   climbers[0]->incumbent_assignment.resize(pb_ptr->n_variables, handle_ptr->get_stream());
   climbers[0]->incumbent_lhs.resize(pb_ptr->n_constraints, handle_ptr->get_stream());
+  climbers[0]->incumbent_lhs_sumcomp.resize(pb_ptr->n_constraints, handle_ptr->get_stream());
   climbers[0]->jump_move_scores.resize(pb_ptr->n_variables, handle_ptr->get_stream());
   climbers[0]->jump_move_delta.resize(pb_ptr->n_variables, handle_ptr->get_stream());
   climbers[0]->jump_move_infeasibility.resize(pb_ptr->n_variables, handle_ptr->get_stream());
@@ -933,6 +997,8 @@ i_t fj_t::solve(solution_t& solution)
   pb_ptr->check_problem_representation(true);
   resize_vectors(solution.handle_ptr);
 
+  bool is_initial_feasible = solution.compute_feasibility();
+
   // TODO only call this when the size is different
   device_init(handle_ptr->get_stream());
   // TODO check if we are returning the initial solution
@@ -960,11 +1026,21 @@ i_t fj_t::solve(solution_t& solution)
 
   f_t effort_rate = (f_t)iterations / timer.elapsed_time();
 
-  CUOPT_LOG_TRACE("GPU solver took %g\n", timer.elapsed_time());
-  CUOPT_LOG_TRACE("limit reached, effort rate %g steps/secm %d steps\n", effort_rate, iterations);
+  CUOPT_LOG_TRACE("GPU solver took %g", timer.elapsed_time());
+  CUOPT_LOG_TRACE("limit reached, effort rate %g steps/secm %d steps", effort_rate, iterations);
   reset_cuda_graph();
   cuopt_assert(solution.test_number_all_integer(), "All integers must be rounded");
-  return solution.compute_feasibility();
+  bool is_new_feasible = solution.compute_feasibility();
+
+  if (is_initial_feasible && !is_new_feasible) {
+    CUOPT_LOG_ERROR(
+      "Feasibility jump caused feasible solution to become infeasible\n"
+      "Best excess is %g",
+      climbers[0]->best_excess.value(handle_ptr->get_stream()));
+    cuopt_assert(false, "Feasibility jump caused feasible solution to become infeasible");
+  }
+
+  return is_new_feasible;
 }
 
 #if MIP_INSTANTIATE_FLOAT
diff --git a/cpp/src/mip/feasibility_jump/feasibility_jump.cuh b/cpp/src/mip/feasibility_jump/feasibility_jump.cuh
index f0a7c7e337..673229d4db 100644
--- a/cpp/src/mip/feasibility_jump/feasibility_jump.cuh
+++ b/cpp/src/mip/feasibility_jump/feasibility_jump.cuh
@@ -29,17 +29,18 @@
 
 #include 
 
-#define PRINT_TIMERS 0
+#define FJ_DEBUG_LOAD_BALANCING 0
+#define FJ_SINGLE_STEP          0
 
 namespace cuopt::linear_programming::detail {
 
-static constexpr int TPB_resetmoves    = raft::WarpSize * 4;
-static constexpr int TPB_heavyvars     = raft::WarpSize * 16;
-static constexpr int TPB_heavycstrs    = raft::WarpSize * 4;
-static constexpr int TPB_updateweights = raft::WarpSize * 4;
-static constexpr int TPB_setval        = raft::WarpSize * 16;
-static constexpr int TPB_liftmoves     = raft::WarpSize * 4;
-static constexpr int TPB_loadbalance   = raft::WarpSize * 4;
+static constexpr int TPB_resetmoves  = raft::WarpSize * 4;
+static constexpr int TPB_heavyvars   = raft::WarpSize * 16;
+static constexpr int TPB_heavycstrs  = raft::WarpSize * 4;
+static constexpr int TPB_localmin    = raft::WarpSize * 4;
+static constexpr int TPB_setval      = raft::WarpSize * 16;
+static constexpr int TPB_liftmoves   = raft::WarpSize * 4;
+static constexpr int TPB_loadbalance = raft::WarpSize * 4;
 
 struct fj_hyper_parameters_t {
   // The number of moves to evaluate, if there are many positive-score
@@ -86,7 +87,7 @@ enum fj_move_type_t {
   FJ_MOVE_BEGIN = 0,
   FJ_MOVE_LIFT  = FJ_MOVE_BEGIN,
   FJ_MOVE_BREAKTHROUGH,
-  FJ_MOVE_SIZE
+  FJ_MOVE_SIZE,
 };
 
 enum class fj_mode_t {
@@ -96,6 +97,8 @@ enum class fj_mode_t {
   EXIT_NON_IMPROVING  // iterate until we are don't improve the best
 };
 
+enum class fj_load_balancing_mode_t { ALWAYS_ON, AUTO, ALWAYS_OFF };
+
 enum class fj_candidate_selection_t { WEIGHTED_SCORE, FEASIBLE_FIRST };
 
 struct fj_settings_t {
@@ -111,6 +114,7 @@ struct fj_settings_t {
   bool update_weights         = true;
   bool feasibility_run        = true;
   bool keep_farthest_l1_sol   = false;
+  fj_load_balancing_mode_t load_balancing_mode{fj_load_balancing_mode_t::AUTO};
 };
 
 struct fj_move_t {
@@ -200,7 +204,7 @@ class fj_t {
   void climber_init(i_t climber_idx);
   void climber_init(i_t climber_idx, const rmm::cuda_stream_view& stream);
   void set_fj_settings(fj_settings_t settings_);
-  void reset_weights(const rmm::cuda_stream_view& stream);
+  void reset_weights(const rmm::cuda_stream_view& stream, f_t weight = 10.);
   void randomize_weights(const raft::handle_t* handle_ptr);
   void copy_weights(const weight_t& weights, const raft::handle_t* handle_ptr);
   i_t host_loop(solution_t& solution, i_t climber_idx = 0);
@@ -282,6 +286,7 @@ class fj_t {
     rmm::device_scalar best_excess;
     rmm::device_scalar best_l1_distance;
     rmm::device_scalar best_objective;
+    rmm::device_scalar saved_solution_objective;
     rmm::device_scalar incumbent_quality;
     rmm::device_scalar incumbent_objective;
     rmm::device_scalar last_minimum_iteration;
@@ -306,6 +311,8 @@ class fj_t {
     rmm::device_uvector farthest_l1_sol;
     rmm::device_uvector incumbent_assignment;
     rmm::device_uvector incumbent_lhs;
+    // compensation term of the Kahan summation algorithm
+    rmm::device_uvector incumbent_lhs_sumcomp;
     rmm::device_uvector move_last_update;
     rmm::device_uvector move_delta;
     rmm::device_uvector move_score;
@@ -342,6 +349,8 @@ class fj_t {
         best_excess(-std::numeric_limits::infinity(), fj.handle_ptr->get_stream()),
         best_l1_distance(0., fj.handle_ptr->get_stream()),
         best_objective(+std::numeric_limits::infinity(), fj.handle_ptr->get_stream()),
+        saved_solution_objective(+std::numeric_limits::infinity(),
+                                 fj.handle_ptr->get_stream()),
         incumbent_quality(+std::numeric_limits::infinity(), fj.handle_ptr->get_stream()),
         incumbent_objective(0.0, fj.handle_ptr->get_stream()),
         iterations_until_feasible_counter(0, fj.handle_ptr->get_stream()),
@@ -359,6 +368,7 @@ class fj_t {
         tabu_lastinc(fj.pb_ptr->n_variables, fj.handle_ptr->get_stream()),
         incumbent_assignment(fj.pb_ptr->n_variables, fj.handle_ptr->get_stream()),
         incumbent_lhs(fj.pb_ptr->n_constraints, fj.handle_ptr->get_stream()),
+        incumbent_lhs_sumcomp(fj.pb_ptr->n_constraints, fj.handle_ptr->get_stream()),
         jump_move_scores(fj.pb_ptr->n_variables, fj.handle_ptr->get_stream()),
         jump_move_infeasibility(fj.pb_ptr->n_variables, fj.handle_ptr->get_stream()),
         jump_move_delta(fj.pb_ptr->n_variables, fj.handle_ptr->get_stream()),
@@ -408,6 +418,7 @@ class fj_t {
       raft::device_span best_assignment;
       raft::device_span farthest_l1_sol;
       raft::device_span incumbent_lhs;
+      raft::device_span incumbent_lhs_sumcomp;
       raft::device_span jump_move_scores;
       raft::device_span jump_move_infeasibility;
       raft::device_span jump_move_delta_check;
@@ -456,6 +467,7 @@ class fj_t {
       f_t* best_excess;
       f_t* best_l1_distance;
       f_t* best_objective;
+      f_t* saved_solution_objective;
       f_t* incumbent_quality;
       f_t* incumbent_objective;
       f_t weight_update_increment;
@@ -518,6 +530,12 @@ class fj_t {
         return excess_score(cstr, lhs) >= -cstr_tolerance;
       }
 
+      DI bool move_numerically_stable(f_t old_val, f_t new_val, f_t infeasibility) const
+      {
+        return fabs(new_val - old_val) < 1e6 && fabs(new_val) < 1e20 &&
+               fabs(*violation_score - infeasibility) < 1e20;
+      }
+
       DI bool admits_move(i_t var_idx) const
       {
         f_t delta = jump_move_delta[var_idx];
@@ -528,9 +546,17 @@ class fj_t {
             (delta > 0 && iter < tabu_noinc_until[var_idx]))
           return false;
 
+        // give priority to MTM moves.
+        if (jump_move_scores[var_idx].base > 0) return true;
+
 #pragma unroll
         for (i_t move_type = FJ_MOVE_BEGIN; move_type < FJ_MOVE_SIZE; ++move_type) {
           if (move_type == FJ_MOVE_LIFT && violated_constraints.size() > 0) continue;
+          if (move_type == FJ_MOVE_BREAKTHROUGH &&
+              (*best_objective == std::numeric_limits::infinity() ||
+               *incumbent_objective <
+                 *best_objective + 1e-6 - settings->parameters.breakthrough_move_epsilon))
+            continue;
 
           // only select moves that were updated during this iteration
           if (move_last_update(move_type, var_idx) == iter &&
@@ -542,16 +568,11 @@ class fj_t {
 
             jump_move_scores[var_idx] = move_score(move_type, var_idx);
             jump_move_delta[var_idx]  = move_delta(move_type, var_idx);
-            // DEVICE_LOG_DEBUG("{move type %d}, move %d is candidate, improv %g to obj %g\n",
-            //               move_type,
-            //               var_idx,
-            //               obj_delta,
-            //               *incumbent_objective);
             return true;
           }
         }
 
-        return jump_move_scores[var_idx].base > 0;
+        return false;
       }
     };
 
diff --git a/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cu b/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cu
index 5bdd15f80f..d3701ad04b 100644
--- a/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cu
+++ b/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cu
@@ -33,6 +33,24 @@ namespace cg = cooperative_groups;
 
 namespace cuopt::linear_programming::detail {
 
+template 
+static DI f_t KahanBabushkaNeumaierSum(Iterator begin, Iterator end)
+{
+  f_t sum = 0;
+  f_t c   = 0;
+  for (Iterator it = begin; it != end; ++it) {
+    f_t delta = *it;
+    f_t t     = sum + delta;
+    if (fabs(sum) > fabs(delta)) {
+      c += (sum - t) + delta;
+    } else {
+      c += (delta - t) + sum;
+    }
+    sum = t;
+  }
+  return sum + c;
+}
+
 template 
 DI thrust::pair move_objective_score(
   const typename fj_t::climber_data_t::view_t& fj, i_t var_idx, f_t delta)
@@ -47,10 +65,8 @@ DI thrust::pair move_objective_score(
 
   f_t bonus_breakthrough = 0;
 
-  bool old_obj_better = *fj.incumbent_objective <
-                        *fj.best_objective - fj.settings->parameters.breakthrough_move_epsilon;
-  bool new_obj_better = *fj.incumbent_objective + obj_diff <
-                        *fj.best_objective - fj.settings->parameters.breakthrough_move_epsilon;
+  bool old_obj_better = *fj.incumbent_objective < *fj.best_objective;
+  bool new_obj_better = *fj.incumbent_objective + obj_diff < *fj.best_objective;
   if (!old_obj_better && new_obj_better)
     bonus_breakthrough += *fj.objective_weight;
   else if (old_obj_better && !new_obj_better) {
@@ -242,12 +258,14 @@ __global__ void init_lhs_and_violation(typename fj_t::climber_data_t::
   for (i_t cstr_idx = TH_ID_X; cstr_idx < fj.pb.n_constraints; cstr_idx += GRID_STRIDE) {
     auto [offset_begin, offset_end] = fj.pb.range_for_constraint(cstr_idx);
 
-    fj.incumbent_lhs[cstr_idx] = 0;
-    // loop over all constraints that the variable appears in
-    for (i_t j = offset_begin; j < offset_end; ++j) {
-      fj.incumbent_lhs[cstr_idx] +=
-        fj.pb.coefficients[j] * fj.incumbent_assignment[fj.pb.variables[j]];
-    }
+    auto delta_it =
+      thrust::make_transform_iterator(thrust::make_counting_iterator(0), [fj] __device__(i_t j) {
+        return fj.pb.coefficients[j] * fj.incumbent_assignment[fj.pb.variables[j]];
+      });
+    fj.incumbent_lhs[cstr_idx] =
+      KahanBabushkaNeumaierSum(delta_it + offset_begin, delta_it + offset_end);
+    fj.incumbent_lhs_sumcomp[cstr_idx] = 0;
+
     f_t th_violation       = fj.excess_score(cstr_idx, fj.incumbent_lhs[cstr_idx]);
     f_t weighted_violation = th_violation * fj.cstr_weights[cstr_idx];
     atomicAdd(fj.violation_score, th_violation);
@@ -257,7 +275,7 @@ __global__ void init_lhs_and_violation(typename fj_t::climber_data_t::
   }
 }
 
-template 
+template 
 DI typename fj_t::move_score_info_t compute_new_score(
   const typename fj_t::climber_data_t::view_t& fj, i_t var_idx, f_t delta)
 {
@@ -311,10 +329,8 @@ DI typename fj_t::move_score_info_t compute_new_score(
 
   f_t bonus_breakthrough = 0;
 
-  bool old_obj_better = *fj.incumbent_objective <
-                        *fj.best_objective - fj.settings->parameters.breakthrough_move_epsilon;
-  bool new_obj_better = *fj.incumbent_objective + obj_diff <
-                        *fj.best_objective - fj.settings->parameters.breakthrough_move_epsilon;
+  bool old_obj_better = *fj.incumbent_objective < *fj.best_objective;
+  bool new_obj_better = *fj.incumbent_objective + obj_diff < *fj.best_objective;
   if (!old_obj_better && new_obj_better)
     bonus_breakthrough += *fj.objective_weight;
   else if (old_obj_better && !new_obj_better) {
@@ -323,8 +339,8 @@ DI typename fj_t::move_score_info_t compute_new_score(
 
   typename fj_t::move_score_info_t score_info;
 
-  score_info.score.base    = base_obj + base_feas_sum;
-  score_info.score.bonus   = bonus_breakthrough + bonus_robust_sum;
+  score_info.score.base    = round(base_obj + base_feas_sum);
+  score_info.score.bonus   = round(bonus_breakthrough + bonus_robust_sum);
   score_info.infeasibility = base_feas_sum;
 
   if (threadIdx.x == 0) {
@@ -336,9 +352,12 @@ DI typename fj_t::move_score_info_t compute_new_score(
   return score_info;
 }
 
-template 
+template 
 DI thrust::tuple get_mtm_for_constraint(
-  typename fj_t::climber_data_t::view_t& fj, i_t var_idx, i_t cstr_idx, f_t cstr_coeff)
+  const typename fj_t::climber_data_t::view_t& fj,
+  i_t var_idx,
+  i_t cstr_idx,
+  f_t cstr_coeff)
 {
   f_t sign     = -1;
   f_t delta_ij = 0;
@@ -352,6 +371,8 @@ DI thrust::tuple get_mtm_for_constraint(
 
   // process each bound as two separate constraints
   f_t bounds[2] = {c_lb, c_ub};
+  cuopt_assert(isfinite(bounds[0]) || isfinite(bounds[1]), "");
+
   for (i_t bound_idx = 0; bound_idx < 2; ++bound_idx) {
     if (!isfinite(bounds[bound_idx])) continue;
 
@@ -362,8 +383,9 @@ DI thrust::tuple get_mtm_for_constraint(
     f_t rhs = bounds[bound_idx] * sign;
     slack   = rhs - lhs;
 
+    // skip constraints that are violated/satisfied based on the MTM move type
     bool violated = slack < -cstr_tolerance;
-    if (!violated) continue;
+    if (move_type == MTMMoveType::FJ_MTM_VIOLATED ? !violated : violated) continue;
 
     f_t new_val = old_val;
 
@@ -375,9 +397,9 @@ DI thrust::tuple get_mtm_for_constraint(
 }
 
 // find best mixed tight move
-template 
+template 
 DI std::pair::move_score_info_t> compute_best_mtm(
-  typename fj_t::climber_data_t::view_t& fj, i_t var_idx)
+  const typename fj_t::climber_data_t::view_t& fj, i_t var_idx)
 {
   f_t best_val         = fj.incumbent_assignment[var_idx];
   auto best_score_info = fj_t::move_score_info_t::invalid();
@@ -394,6 +416,7 @@ DI std::pair::move_score_info_t> compute_best_mtm(
   f_t v_lb      = fj.pb.variable_lower_bounds[var_idx];
   f_t v_ub      = fj.pb.variable_upper_bounds[var_idx];
   raft::random::PCGenerator rng(fj.settings->seed + *fj.iterations, 0, 0);
+  cuopt_assert(isfinite(v_lb) || isfinite(v_ub), "unexpected free variable");
 
   auto [offset_begin, offset_end] = fj.pb.reverse_range_for_var(var_idx);
   for (auto i = offset_begin; i < offset_end; i += 1) {
@@ -402,12 +425,21 @@ DI std::pair::move_score_info_t> compute_best_mtm(
 
     cuopt_assert(isfinite(fj.incumbent_lhs[cstr_idx]), "");
 
-    // only consider violated constraints
-    if (!fj.violated_constraints.contains(cstr_idx)) continue;
+    if constexpr (move_type == MTMMoveType::FJ_MTM_VIOLATED) {
+      // only consider violated constraints
+      if (!fj.violated_constraints.contains(cstr_idx)) continue;
+    } else if constexpr (move_type == MTMMoveType::FJ_MTM_SATISFIED) {
+      // only consider satisfied constraints
+      if (fj.violated_constraints.contains(cstr_idx)) continue;
+      // sample only a limited amounts of constraints in satisfied mode
+      // reservoir sampling to get 20 random constraints
+      f_t selection_probability = min(1.0, 20.0 / (offset_end - offset_begin));
+      if (rng.next_double() > selection_probability) continue;
+    }
 
     f_t new_val;
     auto [delta_ij, sign, slack, cstr_tolerance] =
-      get_mtm_for_constraint(fj, var_idx, cstr_idx, cstr_coeff);
+      get_mtm_for_constraint(fj, var_idx, cstr_idx, cstr_coeff);
     if (fj.pb.is_integer_var(var_idx)) {
       new_val = cstr_coeff * sign > 0
                   ? floor(old_val + delta_ij + fj.pb.tolerances.integrality_tolerance)
@@ -434,10 +466,13 @@ DI std::pair::move_score_info_t> compute_best_mtm(
 
     auto new_score_info = compute_new_score(fj, var_idx, new_val - old_val);
     if (threadIdx.x == 0) {
-      if (new_score_info.score > best_score_info.score ||
-          (new_score_info.score == best_score_info.score && new_val < best_val)) {
-        best_score_info = new_score_info;
-        best_val        = new_val;
+      // reject this move if it would increase the target variable to a numerically unstable value
+      if (fj.move_numerically_stable(old_val, new_val, new_score_info.infeasibility)) {
+        if (new_score_info.score > best_score_info.score ||
+            (new_score_info.score == best_score_info.score && new_val < best_val)) {
+          best_score_info = new_score_info;
+          best_val        = new_val;
+        }
       }
     }
   }
@@ -456,11 +491,16 @@ DI std::pair::move_score_info_t> compute_best_mtm(
   return std::make_pair(best_val, best_score_info);
 }
 
-template 
+template 
 DI void update_jump_value(typename fj_t::climber_data_t::view_t fj, i_t var_idx)
 {
   cuopt_assert(var_idx >= 0 && var_idx < fj.pb.n_variables, "invalid variable index");
 
+  // skip binary variables when considering MTM satisfied moves
+  if constexpr (move_type == MTMMoveType::FJ_MTM_SATISFIED) {
+    if (fj.pb.is_binary_variable[var_idx]) return;
+  }
+
   // Fast path for binary variables: the only valid jump value not equal to x is ~x
   f_t delta;
   auto best_score_info = fj_t::move_score_info_t::invalid();
@@ -479,9 +519,10 @@ DI void update_jump_value(typename fj_t::climber_data_t::view_t fj, i_
       }
       best_score_info = compute_new_score(fj, var_idx, delta);
     } else {
-      auto [best_val, score_info] = compute_best_mtm(fj, var_idx);
-      delta                       = best_val - fj.incumbent_assignment[var_idx];
-      best_score_info             = score_info;
+      auto [best_val, score_info] =
+        compute_best_mtm(fj, var_idx);
+      delta           = best_val - fj.incumbent_assignment[var_idx];
+      best_score_info = score_info;
     }
   } else {
     delta = 1.0 - 2 * fj.incumbent_assignment[var_idx];
@@ -524,14 +565,13 @@ DI bool check_feasibility(const typename fj_t::climber_data_t::view_t&
                           bool check_integer = true)
 {
   for (i_t cIdx = threadIdx.x; cIdx < fj.pb.n_constraints; cIdx += blockDim.x) {
-    f_t old_lhs = fj.incumbent_lhs[cIdx];
-    f_t lhs     = 0;
-
     auto [offset_begin, offset_end] = fj.pb.range_for_constraint(cIdx);
-    // loop over all constraints that the variable appears in
-    for (i_t j = offset_begin; j < offset_end; ++j)
-      lhs += fj.pb.coefficients[j] * fj.incumbent_assignment[fj.pb.variables[j]];
+    auto delta_it =
+      thrust::make_transform_iterator(thrust::make_counting_iterator(0), [fj] __device__(i_t j) {
+        return fj.pb.coefficients[j] * fj.incumbent_assignment[fj.pb.variables[j]];
+      });
 
+    f_t lhs = KahanBabushkaNeumaierSum(delta_it + offset_begin, delta_it + offset_end);
     cuopt_assert(fj.cstr_satisfied(cIdx, lhs), "constraint violated");
   }
   cuopt_func_call((check_variable_feasibility(fj, check_integer)));
@@ -565,14 +605,15 @@ DI bool save_best_solution(typename fj_t::climber_data_t::view_t& fj)
   if (fj.settings->keep_farthest_l1_sol) { save_best_l1_distance_solution(fj); }
 
   if (FIRST_THREAD) {
-    bool better_objective = *fj.incumbent_objective <= *fj.best_objective;
-    save_sol              = better_objective;
+    bool better_objective = *fj.incumbent_objective < *fj.saved_solution_objective;
+    save_sol              = better_objective && fj.violated_constraints.size() == 0;
     // save least infeasible solution
-    if (*fj.violation_score < 0.) {
-      if (*fj.violation_score > *fj.best_excess) {
+    if (*fj.best_excess < 0 && *fj.violation_score > *fj.best_excess) {
+      if (fj.violated_constraints.size() == 0)
+        *fj.best_excess = 0;
+      else
         *fj.best_excess = *fj.violation_score;
-        save_sol        = true;
-      }
+      save_sol = true;
     }
   }
 
@@ -580,12 +621,14 @@ DI bool save_best_solution(typename fj_t::climber_data_t::view_t& fj)
   if (save_sol) {
     if (FIRST_THREAD) {
       // DEVICE_LOG_TRACE("Updating best objective from %f to %f. vio %f \n",
-      //                  *fj.best_objective,
+      //                  *fj.saved_solution_objective,
       //                  *fj.incumbent_objective,
       //                  *fj.violation_score);
       if (*fj.violation_score == 0.) {
         cuopt_assert(fj.violated_constraints.size() == 0, "Violated constraint and score mismatch");
       }
+
+      if (*fj.best_excess == 0) { *fj.saved_solution_objective = *fj.incumbent_objective; }
     }
     cuopt_func_call((check_variable_feasibility(fj, false)));
     for (i_t i = threadIdx.x; i < fj.pb.n_variables; i += blockDim.x) {
@@ -661,10 +704,10 @@ __global__ void update_assignment_kernel(typename fj_t::climber_data_t
         *fj.constraints_changed_count >= 0 && *fj.constraints_changed_count <= fj.pb.n_constraints,
         "");
       f_t cstr_tolerance = fj.get_corrected_tolerance(cstr_idx);
-      if (new_cost <= -cstr_tolerance && !fj.violated_constraints.contains(cstr_idx))
+      if (new_cost < -cstr_tolerance && !fj.violated_constraints.contains(cstr_idx))
         fj.constraints_changed[atomicAdd(fj.constraints_changed_count, 1)] =
           (cstr_idx << 1) | CONSTRAINT_FLAG_INSERT;
-      else if (new_cost > -cstr_tolerance && fj.violated_constraints.contains(cstr_idx))
+      else if (!(new_cost < -cstr_tolerance) && fj.violated_constraints.contains(cstr_idx))
         fj.constraints_changed[atomicAdd(fj.constraints_changed_count, 1)] =
           cstr_idx << 1 | CONSTRAINT_FLAG_REMOVE;
     }
@@ -672,7 +715,12 @@ __global__ void update_assignment_kernel(typename fj_t::climber_data_t
     __syncthreads();
 
     cuopt_assert(isfinite(fj.jump_move_delta[var_idx]), "delta should be finite");
-    fj.incumbent_lhs[cstr_idx] = old_lhs + cstr_coeff * fj.jump_move_delta[var_idx];
+    // Kahan compensated summation
+    // fj.incumbent_lhs[cstr_idx] = old_lhs + cstr_coeff * fj.jump_move_delta[var_idx];
+    f_t y = cstr_coeff * fj.jump_move_delta[var_idx] - fj.incumbent_lhs_sumcomp[cstr_idx];
+    f_t t = old_lhs + y;
+    fj.incumbent_lhs_sumcomp[cstr_idx] = (t - old_lhs) - y;
+    fj.incumbent_lhs[cstr_idx]         = t;
     cuopt_assert(isfinite(fj.incumbent_lhs[cstr_idx]), "assignment should be finite");
   }
 
@@ -680,18 +728,37 @@ __global__ void update_assignment_kernel(typename fj_t::climber_data_t
   if (FIRST_THREAD) {
     f_t new_val = fj.incumbent_assignment[var_idx] + fj.jump_move_delta[var_idx];
 
-    // reset the score
-    fj.jump_move_scores[var_idx]        = fj_t::move_score_t::invalid();
-    fj.jump_move_infeasibility[var_idx] = -std::numeric_limits::infinity();
-
     cuopt_assert(fj.pb.check_variable_within_bounds(var_idx, new_val),
                  "assignment not within bounds");
     cuopt_assert(isfinite(new_val), "assignment is not finite");
 
     if (fj.pb.is_integer_var(var_idx)) {
       cuopt_assert(fj.pb.is_integer(new_val), "The variable must be integer");
+      new_val = round(new_val);
     }
 
+#if defined(FJ_SINGLE_STEP)
+    DEVICE_LOG_TRACE(
+      "=---- FJ: updated %d [%g/%g] :%.4g+{%.4g}=%.4g score {%g,%g}, d_obj %.2g+%.2g=%.2g, "
+      "infeas %.2g, total viol %d\n",
+      var_idx,
+      fj.pb.variable_lower_bounds[var_idx],
+      fj.pb.variable_upper_bounds[var_idx],
+      fj.incumbent_assignment[var_idx],
+      fj.jump_move_delta[var_idx],
+      fj.incumbent_assignment[var_idx] + fj.jump_move_delta[var_idx],
+      fj.jump_move_scores[var_idx].base,
+      fj.jump_move_scores[var_idx].bonus,
+      *fj.incumbent_objective,
+      fj.jump_move_delta[var_idx] * fj.pb.objective_coefficients[var_idx],
+      *fj.incumbent_objective + fj.jump_move_delta[var_idx] * fj.pb.objective_coefficients[var_idx],
+      fj.jump_move_infeasibility[var_idx],
+      fj.violated_constraints.size());
+#endif
+    // reset the score
+    fj.jump_move_scores[var_idx]        = fj_t::move_score_t::invalid();
+    fj.jump_move_infeasibility[var_idx] = -std::numeric_limits::infinity();
+
     fj.incumbent_assignment[var_idx] = new_val;
 
     *fj.incumbent_objective += fj.pb.objective_coefficients[var_idx] * fj.jump_move_delta[var_idx];
@@ -771,7 +838,8 @@ DI void update_lift_moves(typename fj_t::climber_data_t::view_t fj)
                    "cstr should be satisfied");
 
       auto [delta, sign, slack, cstr_tolerance] =
-        get_mtm_for_constraint(fj, var_idx, cstr_idx, cstr_coeff);
+        get_mtm_for_constraint(
+          fj, var_idx, cstr_idx, cstr_coeff);
 
       // skip this variable if there is no slack
       if (fabs(slack) <= cstr_tolerance) {
@@ -799,6 +867,7 @@ DI void update_lift_moves(typename fj_t::climber_data_t::view_t fj)
     if (lfd_lb >= lfd_ub) continue;
 
     // Now that the life move domain is computed, compute the correct lift move
+    cuopt_assert(isfinite(fj.incumbent_assignment[var_idx]), "invalid assignment value");
     delta = obj_coeff < 0 ? lfd_ub : lfd_lb;
     delta = delta - fj.incumbent_assignment[var_idx];
 
@@ -807,8 +876,7 @@ DI void update_lift_moves(typename fj_t::climber_data_t::view_t fj)
 
     f_t obj_score = -1 * obj_coeff * delta;  // negated to turn this into a positive score
     score.base    = obj_score;
-    if (threadIdx.x == 0 && !fj.pb.integer_equal(delta, (f_t)0)) {
-      cuopt_assert(isfinite(delta), "");
+    if (threadIdx.x == 0 && isfinite(delta) && !fj.pb.integer_equal(delta, (f_t)0)) {
       fj.move_delta(FJ_MOVE_LIFT, var_idx)       = delta;
       fj.move_score(FJ_MOVE_LIFT, var_idx)       = score;
       fj.move_last_update(FJ_MOVE_LIFT, var_idx) = *fj.iterations;
@@ -830,9 +898,14 @@ DI f_t get_breakthrough_move(typename fj_t::climber_data_t::view_t fj,
   f_t obj_coeff = fj.pb.objective_coefficients[var_idx];
   f_t v_lb      = fj.pb.variable_lower_bounds[var_idx];
   f_t v_ub      = fj.pb.variable_upper_bounds[var_idx];
+  cuopt_assert(isfinite(v_lb) || isfinite(v_ub), "unexpected free variable");
+  cuopt_assert(v_lb <= v_ub, "invalid bounds");
+  cuopt_assert(fj.pb.check_variable_within_bounds(var_idx, fj.incumbent_assignment[var_idx]),
+               "invalid incumbent assignment");
+  cuopt_assert(isfinite(obj_coeff), "invalid objective coefficient");
+  cuopt_assert(obj_coeff != 0, "objective coefficient shouldn't be null");
 
-  f_t excess = (*fj.best_objective - fj.settings->parameters.breakthrough_move_epsilon) -
-               *fj.incumbent_objective;
+  f_t excess = (*fj.best_objective) - *fj.incumbent_objective;
 
   cuopt_assert(isfinite(excess) && excess < 0,
                "breakthru move invoked during invalid solver state");
@@ -841,6 +914,7 @@ DI f_t get_breakthrough_move(typename fj_t::climber_data_t::view_t fj,
   f_t new_val = old_val;
 
   f_t delta_ij = excess / obj_coeff;
+
   if (fj.pb.is_integer_var(var_idx)) {
     new_val = obj_coeff > 0 ? floor(old_val + delta_ij + fj.pb.tolerances.integrality_tolerance)
                             : ceil(old_val + delta_ij - fj.pb.tolerances.integrality_tolerance);
@@ -863,7 +937,7 @@ DI void update_breakthrough_moves(typename fj_t::climber_data_t::view_
   // breakthru moves are only considered if we have found a feasible solution before and the
   // incumbent is worse
   if (*fj.best_objective == std::numeric_limits::infinity() ||
-      *fj.incumbent_objective < *fj.best_objective)
+      *fj.incumbent_objective <= *fj.best_objective)
     return;
 
   cuopt_assert(TPB == blockDim.x, "Invalid TPB");
@@ -924,9 +998,18 @@ DI void update_changed_constraints(typename fj_t::climber_data_t::view
 
     // important to always keep this up to date (not only at minimas) as it is used in the
     // generation of moves
-    if (fj.violated_constraints.size() == 0 && *fj.incumbent_objective < *fj.best_objective) {
-      *fj.best_objective = *fj.incumbent_objective;
+    __shared__ bool update_sol;
+    if (threadIdx.x == 0) {
+      if (fj.violated_constraints.size() == 0 && *fj.incumbent_objective < *fj.best_objective) {
+        *fj.best_objective =
+          *fj.incumbent_objective - fj.settings->parameters.breakthrough_move_epsilon;
+        update_sol = true;
+      } else {
+        update_sol = false;
+      }
     }
+    __syncthreads();
+    if (update_sol) { save_best_solution(fj); }
   }
 }
 template 
@@ -988,9 +1071,9 @@ __global__ void compute_iteration_related_variables_kernel(
   compute_iteration_related_variables(fj);
 }
 
-template 
-__global__ void reset_moves_kernel(typename fj_t::climber_data_t::view_t fj,
-                                   bool ForceRefresh)
+template 
+__device__ void compute_mtm_moves(typename fj_t::climber_data_t::view_t fj,
+                                  bool ForceRefresh)
 {
   if (*fj.break_condition) return;
 
@@ -999,6 +1082,9 @@ __global__ void reset_moves_kernel(typename fj_t::climber_data_t::view
   if (*fj.full_refresh_iteration == *fj.iterations) full_refresh = true;
   if (*fj.selected_var == std::numeric_limits::max()) full_refresh = true;
 
+  // always do a full sweep when looking for satisfied mtm moves
+  if constexpr (move_type == MTMMoveType::FJ_MTM_SATISFIED) full_refresh = true;
+
   // only update related variables
   i_t split_begin, split_end;
   if (full_refresh) {
@@ -1048,10 +1134,17 @@ __global__ void reset_moves_kernel(typename fj_t::climber_data_t::view
     }
 
     cuopt_assert(var_idx >= 0 && var_idx < fj.pb.n_variables, "");
-    update_jump_value(fj, var_idx);
+    update_jump_value(fj, var_idx);
   }
 }
 
+template 
+__global__ void compute_mtm_moves_kernel(typename fj_t::climber_data_t::view_t fj,
+                                         bool ForceRefresh)
+{
+  compute_mtm_moves(fj, ForceRefresh);
+}
+
 template 
 __global__ void select_variable_kernel(typename fj_t::climber_data_t::view_t fj)
 {
@@ -1081,7 +1174,8 @@ __global__ void select_variable_kernel(typename fj_t::climber_data_t::
       auto var_idx    = fj.candidate_variables.contents[setidx];
       auto move_score = fj.jump_move_scores[var_idx];
 
-      if (move_score > th_best_score) {
+      if (move_score > th_best_score ||
+          (move_score == th_best_score && var_idx > th_selected_var)) {
         th_best_score   = move_score;
         th_selected_var = var_idx;
       }
@@ -1118,34 +1212,50 @@ __global__ void select_variable_kernel(typename fj_t::climber_data_t::
     *fj.candidate_variables.set_size = 0;
     *fj.selected_var                 = selected_var;
     if (selected_var != std::numeric_limits::max()) {
-      // DEVICE_LOG_INFO(
-      //   "=---- FJ: selected var %d:[%g]=%g best score {%g,%g} (%g %g), total viol %d, out of"
-      //   "%d\n",
-      //   selected_var,
-      //   fj.jump_move_delta[selected_var],
-      //   fj.incumbent_assignment[selected_var] + fj.jump_move_delta[selected_var],
-      //   fj.jump_move_scores[selected_var].base,
-      //   fj.jump_move_scores[selected_var].bonus,
-      //   fj.jump_move_infeasibility[selected_var],
-      //   fj.violated_constraints.size(),
-      //   good_var_count);
+#if FJ_SINGLE_STEP
+      DEVICE_LOG_INFO(
+        "=---- FJ: selected %d [%g/%g] :%.2g+{%.2g}=%.2g score {%g,%g}, d_obj %.2g+%.2g->%.2g, "
+        "infeas %.2g, total viol %d, out of %d\n",
+        selected_var,
+        fj.pb.variable_lower_bounds[selected_var],
+        fj.pb.variable_upper_bounds[selected_var],
+        fj.incumbent_assignment[selected_var],
+        fj.jump_move_delta[selected_var],
+        fj.incumbent_assignment[selected_var] + fj.jump_move_delta[selected_var],
+        fj.jump_move_scores[selected_var].base,
+        fj.jump_move_scores[selected_var].bonus,
+        *fj.incumbent_objective,
+        fj.jump_move_delta[selected_var] * fj.pb.objective_coefficients[selected_var],
+        *fj.incumbent_objective +
+          fj.jump_move_delta[selected_var] * fj.pb.objective_coefficients[selected_var],
+        fj.jump_move_infeasibility[selected_var],
+        fj.violated_constraints.size(),
+        good_var_count);
+#endif
       cuopt_assert(fj.jump_move_scores[selected_var].valid(), "");
     }
   }
 }
 
-template 
+template 
 DI thrust::tuple::move_score_t> gridwide_reduce_best_move(
   typename fj_t::climber_data_t::view_t fj,
-  raft::device_span candidates,
+  CandidateIterator candidates_begin,
+  CandidateIterator candidates_end,
   Callback get_move)
 {
   auto best_score = fj_t::move_score_t::invalid();
   i_t best_var    = std::numeric_limits::max();
   f_t best_delta  = 0;
 
-  for (i_t i = blockIdx.x; i < candidates.size(); i += gridDim.x) {
-    i_t var_idx = candidates[i];
+  for (auto it = candidates_begin + blockIdx.x; it < candidates_end; it += gridDim.x) {
+    i_t var_idx = *it;
 
     // affected by tabu
     f_t delta = get_move(var_idx);
@@ -1161,10 +1271,17 @@ DI thrust::tuple::move_score_t> gridwide_reduc
 
     if (!fj.pb.check_variable_within_bounds(var_idx, fj.incumbent_assignment[var_idx] + delta))
       continue;
+    if (fabs(delta) < fj.pb.tolerances.absolute_tolerance) continue;
+
+    typename fj_t::move_score_info_t loc_best_score_info = {};
+    loc_best_score_info.score                                      = fj.jump_move_scores[var_idx];
+    if constexpr (recompute_score) {
+      loc_best_score_info = compute_new_score(fj, var_idx, delta);
+    }
 
-    auto loc_best_score_info = compute_new_score(fj, var_idx, delta);
     if (threadIdx.x == 0) {
-      if (loc_best_score_info.score > best_score) {
+      if (loc_best_score_info.score > best_score ||
+          (loc_best_score_info.score == best_score && var_idx > best_var)) {
         best_score = loc_best_score_info.score;
         best_var   = var_idx;
         best_delta = delta;
@@ -1191,7 +1308,8 @@ DI thrust::tuple::move_score_t> gridwide_reduc
       auto var_idx    = fj.grid_var_buf[i];
       auto move_score = fj.grid_score_buf[i];
 
-      if (move_score > th_best_score) {
+      if (move_score > th_best_score ||
+          (move_score == th_best_score && var_idx > fj.grid_var_buf[th_best_block])) {
         th_best_score = move_score;
         th_best_block = i;
       }
@@ -1225,18 +1343,31 @@ DI thrust::tuple::move_score_t> best_random_mt
   i_t cstr_idx = fj.violated_constraints.contents[rng.next_u32() % fj.violated_constraints.size()];
   auto [offset_begin, offset_end] = fj.pb.range_for_constraint(cstr_idx);
 
-  return gridwide_reduce_best_move(
+  return gridwide_reduce_best_move(
     fj,
-    raft::device_span(fj.pb.variables.begin() + offset_begin, offset_end - offset_begin),
+    fj.pb.variables.begin() + offset_begin,
+    fj.pb.variables.begin() + offset_end,
     [fj] __device__(i_t var_idx) { return fj.jump_move_delta[var_idx]; });
 }
 
+template 
+DI thrust::tuple::move_score_t> best_sat_cstr_mtm_move(
+  typename fj_t::climber_data_t::view_t fj)
+{
+  // compute all MTM moves within satisfied constraints
+  compute_mtm_moves(fj, true);
+  return gridwide_reduce_best_move(
+    fj, fj.objective_vars.begin(), fj.objective_vars.end(), [fj] __device__(i_t var_idx) {
+      return fj.jump_move_delta[var_idx];
+    });
+}
+
 template 
 DI thrust::tuple::move_score_t>
 best_breakthrough_move_at_local_min(typename fj_t::climber_data_t::view_t fj)
 {
-  return gridwide_reduce_best_move(
-    fj, fj.objective_vars, [fj] __device__(i_t var_idx) {
+  return gridwide_reduce_best_move(
+    fj, fj.objective_vars.begin(), fj.objective_vars.end(), [fj] __device__(i_t var_idx) {
       return get_breakthrough_move(fj, var_idx) - fj.incumbent_assignment[var_idx];
     });
 }
@@ -1244,17 +1375,24 @@ best_breakthrough_move_at_local_min(typename fj_t::climber_data_t::vie
 // when we reach the bottom of a greedy descent, increase the weight of the violated constraints
 // to escape the local minimum (as outlined in the paper)
 template 
-__global__ void update_search_weights_kernel(typename fj_t::climber_data_t::view_t fj)
+__global__ void handle_local_minimum_kernel(typename fj_t::climber_data_t::view_t fj)
 {
   raft::random::PCGenerator rng(fj.settings->seed + *fj.iterations, 0, 0);
   __shared__ typename fj_t::move_score_t shmem[2 * raft::WarpSize];
   if (*fj.break_condition) return;
   // did we reach a local minimum?
   if (*fj.selected_var != std::numeric_limits::max()) return;
+
+  auto best_score = fj_t::move_score_t::invalid();
+  i_t best_var    = std::numeric_limits::max();
+  f_t best_delta  = 0;
+
+  char best_movetype = 'M';
+
   // Local minimum, update weights.
   if (fj.settings->update_weights) update_weights(fj);
 
-  cuopt_assert(blockDim.x == TPB_updateweights, "invalid TPB");
+  cuopt_assert(blockDim.x == TPB_localmin, "invalid TPB");
 
   if (blockIdx.x == 0) {
     bool improving = save_best_solution(fj);
@@ -1269,15 +1407,11 @@ __global__ void update_search_weights_kernel(typename fj_t::climber_da
   // if we're in greedy-descent mode, stop here.
   if (fj.settings->mode == fj_mode_t::GREEDY_DESCENT) return;
 
-  auto best_score = fj_t::move_score_t::invalid();
-  i_t best_var    = std::numeric_limits::max();
-  f_t best_delta  = 0;
-
   // Pick the best move among the variables involved in a random violated constraint.
   if (!fj.violated_constraints.empty()) {
     cg::this_grid().sync();
     thrust::tie(best_var, best_delta, best_score) =
-      best_random_mtm_move(fj);
+      best_random_mtm_move(fj);
     if (FIRST_THREAD && best_score.valid())
       cuopt_assert(fj.pb.check_variable_within_bounds(
                      best_var, fj.incumbent_assignment[best_var] + best_delta),
@@ -1286,21 +1420,44 @@ __global__ void update_search_weights_kernel(typename fj_t::climber_da
 
   // also consider breakthrough moves
   if (*fj.best_objective < std::numeric_limits::infinity() &&
-      *fj.incumbent_objective >
-        *fj.best_objective - fj.settings->parameters.breakthrough_move_epsilon) {
+      *fj.incumbent_objective > *fj.best_objective) {
     cg::this_grid().sync();
     auto [bm_best_var, bm_best_delta, bm_best_score] =
-      best_breakthrough_move_at_local_min(fj);
+      best_breakthrough_move_at_local_min(fj);
     if (bm_best_score > best_score) {
-      best_score = bm_best_score;
-      best_var   = bm_best_var;
-      best_delta = bm_best_delta;
+      best_score    = bm_best_score;
+      best_var      = bm_best_var;
+      best_delta    = bm_best_delta;
+      best_movetype = 'B';
       cuopt_assert(fj.pb.check_variable_within_bounds(
                      best_var, fj.incumbent_assignment[best_var] + best_delta),
                    "assignment not within bounds");
     }
   }
 
+  if (FIRST_THREAD) *fj.selected_var = best_var;
+  cg::this_grid().sync();
+  // still nothing? try sat MTM moves if we are in the feasible region
+  // Attempt to find a valid move by going over MTM moves in valid constraints
+  if (*fj.selected_var == std::numeric_limits::max() &&
+      *fj.incumbent_objective < std::numeric_limits::infinity()) {
+    auto [sat_best_var, sat_best_delta, sat_best_score] =
+      best_sat_cstr_mtm_move(fj);
+
+    if (FIRST_THREAD && sat_best_score.valid())
+      cuopt_assert(fj.pb.check_variable_within_bounds(
+                     sat_best_var, fj.incumbent_assignment[sat_best_var] + sat_best_delta),
+                   "assignment not within bounds");
+
+    if (sat_best_score.base > 0 && sat_best_score > best_score) {
+      if (FIRST_THREAD) {
+        best_score = sat_best_score;
+        best_var   = sat_best_var;
+        best_delta = sat_best_delta;
+      }
+    }
+  }
+
   if (FIRST_THREAD) {
     *fj.selected_var = best_var;
     if (best_var != std::numeric_limits::max()) {
@@ -1340,13 +1497,15 @@ __global__ void update_search_weights_kernel(typename fj_t::climber_da
     const __grid_constant__ typename fj_t::climber_data_t::view_t fj);   \
   template __global__ void load_balancing_mtm_compute_scores(            \
     const __grid_constant__ typename fj_t::climber_data_t::view_t fj);   \
+  template __global__ void load_balancing_sanity_checks(                 \
+    const __grid_constant__ typename fj_t::climber_data_t::view_t fj);   \
   template __global__ void init_lhs_and_violation(                       \
     typename fj_t::climber_data_t::view_t fj);                           \
   template __global__ void update_lift_moves_kernel(                     \
     typename fj_t::climber_data_t::view_t fj);                           \
   template __global__ void update_breakthrough_moves_kernel(             \
     typename fj_t::climber_data_t::view_t fj);                           \
-  template __global__ void update_search_weights_kernel(                 \
+  template __global__ void handle_local_minimum_kernel(                  \
     typename fj_t::climber_data_t::view_t fj);                           \
   template __global__ void update_assignment_kernel(                     \
     typename fj_t::climber_data_t::view_t fj, bool IgnoreLoadBalancing); \
@@ -1354,9 +1513,17 @@ __global__ void update_search_weights_kernel(typename fj_t::climber_da
     typename fj_t::climber_data_t::view_t fj);                           \
   template __global__ void update_best_solution_kernel(                  \
     typename fj_t::climber_data_t::view_t fj);                           \
-  template __global__ void reset_moves_kernel(                    \
+  template __global__ void                                                            \
+  compute_mtm_moves_kernel(         \
+    typename fj_t::climber_data_t::view_t fj, bool);                     \
+  template __global__ void                                                            \
+  compute_mtm_moves_kernel(          \
+    typename fj_t::climber_data_t::view_t fj, bool);                     \
+  template __global__ void                                                            \
+  compute_mtm_moves_kernel(        \
     typename fj_t::climber_data_t::view_t fj, bool);                     \
-  template __global__ void reset_moves_kernel(                     \
+  template __global__ void                                                            \
+  compute_mtm_moves_kernel(         \
     typename fj_t::climber_data_t::view_t fj, bool);                     \
   template __global__ void select_variable_kernel(                       \
     typename fj_t::climber_data_t::view_t fj);
diff --git a/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cuh b/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cuh
index 6e76bf08c6..8c839de2b8 100644
--- a/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cuh
+++ b/cpp/src/mip/feasibility_jump/feasibility_jump_kernels.cuh
@@ -76,7 +76,7 @@ __global__ void update_heavy_constraints_score(
 // when we reach the bottom of a greedy descent, increase the weight of the violated constraints
 // to escape the local minimum (as outlined in the paper)
 template 
-__global__ void update_search_weights_kernel(typename fj_t::climber_data_t::view_t fj);
+__global__ void handle_local_minimum_kernel(typename fj_t::climber_data_t::view_t fj);
 
 template 
 __global__ void update_lift_moves_kernel(typename fj_t::climber_data_t::view_t fj);
@@ -96,9 +96,14 @@ __global__ void update_changed_constraints_kernel(
 template 
 __global__ void update_best_solution_kernel(typename fj_t::climber_data_t::view_t fj);
 
-template 
-__global__ void reset_moves_kernel(typename fj_t::climber_data_t::view_t fj,
-                                   bool ForceRefresh = false);
+enum MTMMoveType { FJ_MTM_VIOLATED, FJ_MTM_SATISFIED };
+
+template 
+__global__ void compute_mtm_moves_kernel(typename fj_t::climber_data_t::view_t fj,
+                                         bool ForceRefresh = false);
 
 template 
 __global__ void select_variable_kernel(typename fj_t::climber_data_t::view_t fj);
diff --git a/cpp/src/mip/feasibility_jump/load_balancing.cuh b/cpp/src/mip/feasibility_jump/load_balancing.cuh
index 5386509c0c..a92c3431b9 100644
--- a/cpp/src/mip/feasibility_jump/load_balancing.cuh
+++ b/cpp/src/mip/feasibility_jump/load_balancing.cuh
@@ -137,7 +137,7 @@ __global__ void load_balancing_prepare_iteration(const __grid_constant__
 
     for (i_t i = blockIdx.x + range.first; i < range.second; i += gridDim.x) {
       i_t var_idx = fj.pb.related_variables[i];
-      update_jump_value(fj, var_idx);
+      update_jump_value(fj, var_idx);
     }
 
     if (FIRST_THREAD) *fj.load_balancing_skip = true;
@@ -410,6 +410,8 @@ __global__ void load_balancing_mtm_compute_candidates(
     cuopt_assert(rcp_cstr_coeff == 1 / fj.pb.reverse_coefficients[csr_offset], "");
     f_t cstr_coeff = fj.pb.reverse_coefficients[csr_offset];
 
+    f_t cstr_tolerance = fj.get_corrected_tolerance(cstr_idx);
+
     f_t old_val   = fj.incumbent_assignment[var_idx];
     f_t obj_coeff = fj.pb.objective_coefficients[var_idx];
     f_t delta     = 0;
@@ -417,7 +419,7 @@ __global__ void load_balancing_mtm_compute_candidates(
     f_t bound = c_lb;
     i_t sign  = -1;
     // if this bound is not violated (or is infinite), switch to the other bound
-    if (fj.incumbent_lhs[cstr_idx] + fj.pb.tolerances.absolute_tolerance >= c_lb) {
+    if (fj.incumbent_lhs[cstr_idx] + cstr_tolerance >= c_lb) {
       bound = c_ub;
       sign  = 1;
     }
@@ -562,6 +564,9 @@ __launch_bounds__(TPB_loadbalance, 16) __global__
           // check if this move candidate would be better than the current assigned one for this
           // variable.
 
+          cuopt_assert(isfinite(candidate.score.base), "invalid score");
+          cuopt_assert(isfinite(candidate.score.bonus), "invalid score");
+
           // early exit, atomic load
           cuda::atomic_ref::move_score_t, cuda::thread_scope_device>
             best_score_ref{fj.jump_move_scores[var_idx]};
@@ -571,10 +576,17 @@ __launch_bounds__(TPB_loadbalance, 16) __global__
               (best_score == candidate.score && candidate.delta < fj.jump_move_delta[var_idx])) {
             // update the best move delta
             acquire_lock(&fj.jump_locks[var_idx]);
-            if (fj.jump_move_scores[var_idx] < candidate.score
-                // determinism for ease of debugging
-                || (fj.jump_move_scores[var_idx] == candidate.score &&
-                    candidate.delta < fj.jump_move_delta[var_idx])) {
+
+            // reject this move if it would increase the target variable to a numerically unstable
+            // value
+            if (!fj.move_numerically_stable(fj.incumbent_assignment[var_idx],
+                                            fj.incumbent_assignment[var_idx] + delta,
+                                            base_feas)) {
+              fj.jump_move_scores[var_idx] = fj_t::move_score_t::invalid();
+            } else if (fj.jump_move_scores[var_idx] < candidate.score
+                       // determinism for ease of debugging
+                       || (fj.jump_move_scores[var_idx] == candidate.score &&
+                           candidate.delta < fj.jump_move_delta[var_idx])) {
               fj.jump_move_delta[var_idx]  = candidate.delta;
               fj.jump_move_scores[var_idx] = candidate.score;
             }
@@ -584,4 +596,71 @@ __launch_bounds__(TPB_loadbalance, 16) __global__
       }
     }
   }
+}
+
+template 
+__global__ void load_balancing_sanity_checks(const __grid_constant__
+                                             typename fj_t::climber_data_t::view_t v)
+{
+  // check that all warps have arrived
+  for (i_t var_idx = blockIdx.x; var_idx < v.pb.n_variables; var_idx += gridDim.x) {
+    auto [offset_begin, offset_end] = v.pb.reverse_range_for_var(var_idx);
+    i_t warp_count                  = (offset_end - offset_begin - 1) / raft::WarpSize + 1;
+
+    if (v.pb.is_binary_variable[var_idx]) continue;
+    i_t candidate_count = v.jump_candidate_count[var_idx];
+    for (i_t i = offset_begin + threadIdx.x; i < offset_begin + candidate_count; i += blockDim.x) {
+      if (!(v.candidate_arrived_workids[i] == warp_count)) {
+        printf("(iter %d) [%d]: %d vs %d\n",
+               *v.iterations,
+               var_idx,
+               v.candidate_arrived_workids[i],
+               warp_count);
+        __trap();
+      }
+
+      if (!isfinite(v.jump_move_delta_check[var_idx])) {
+        printf(
+          "--- (iter %d) [%d]: delta %g\n", *v.iterations, var_idx, v.jump_candidates[i].delta);
+        cuopt_assert(isnan(v.jump_candidates[i].delta), "invalid delta");
+        __trap();
+      }
+    }
+  }
+
+  cg::this_grid().sync();
+
+  for (i_t var_idx = TH_ID_X; var_idx < v.pb.n_variables; var_idx += GRID_STRIDE) {
+    f_t delta_1  = v.jump_move_delta[var_idx];
+    f_t delta_2  = v.jump_move_delta_check[var_idx];
+    auto score_1 = v.jump_move_scores[var_idx];
+    auto score_2 = v.jump_move_score_check[var_idx];
+
+    f_t rel_error = abs((delta_1 - delta_2) / delta_1);
+    if (rel_error > 1e-3) {
+      printf("(iter %d) [%d]: was %g, is %g, error %g\n",
+             *v.iterations,
+             var_idx,
+             delta_1,
+             delta_2,
+             rel_error);
+      __trap();
+    }
+
+    if (!(score_1 == score_1.invalid() && score_2 == score_2.invalid()) &&
+        !(v.pb.integer_equal(score_1.base, score_2.base) &&
+          v.pb.integer_equal(score_1.bonus, score_2.bonus))) {
+      printf("(iter %d) [%d, int:%d]: delta %g/%g was %f/%f, is %f/%f\n",
+             *v.iterations,
+             var_idx,
+             v.pb.is_integer_var(var_idx),
+             delta_1,
+             delta_2,
+             score_1.base,
+             score_1.bonus,
+             score_2.base,
+             score_2.bonus);
+      __trap();
+    }
+  }
 }
\ No newline at end of file
diff --git a/cpp/src/mip/presolve/load_balanced_bounds_presolve.cu b/cpp/src/mip/presolve/load_balanced_bounds_presolve.cu
index 22da3a4375..7f98a42cb0 100644
--- a/cpp/src/mip/presolve/load_balanced_bounds_presolve.cu
+++ b/cpp/src/mip/presolve/load_balanced_bounds_presolve.cu
@@ -178,7 +178,7 @@ bool build_graph(managed_stream_pool& streams,
   cudaEvent_t fork_stream_event;
   cudaEventCreate(&fork_stream_event);
 
-  cudaStreamBeginCapture(handle_ptr->get_stream(), cudaStreamCaptureModeGlobal);
+  cudaStreamBeginCapture(handle_ptr->get_stream(), cudaStreamCaptureModeThreadLocal);
   cudaEventRecord(fork_stream_event, handle_ptr->get_stream());
 
   // dry-run - managed pool tracks how many streams were issued
diff --git a/cpp/src/mip/problem/problem.cu b/cpp/src/mip/problem/problem.cu
index 5c6d2625a0..66adf400b1 100644
--- a/cpp/src/mip/problem/problem.cu
+++ b/cpp/src/mip/problem/problem.cu
@@ -28,11 +28,13 @@
 #include 
 #include 
 
+#include 
 #include 
 #include 
 #include 
 #include 
 #include 
+#include 
 #include 
 #include 
 #include 
@@ -71,11 +73,13 @@ void problem_t::op_problem_cstr_body(const optimization_problem_tget_problem_category() != problem_category_t::LP) {
+  const bool is_mip = original_problem_ptr->get_problem_category() != problem_category_t::LP;
+  if (is_mip) {
     // Resize what is needed for MIP
     raft::common::nvtx::range scope("trivial_presolve");
     variable_types =
@@ -89,7 +93,7 @@ void problem_t::op_problem_cstr_body(const optimization_problem_t(*this, combined_bounds);
 }
 
@@ -403,6 +407,19 @@ void problem_t::check_problem_representation(bool check_transposed,
     "Constraints bounds are invalid");
 
   if (check_mip_related_data) {
+    cuopt_assert(n_integer_vars == integer_indices.size(), "incorrect integer indices structure");
+    cuopt_assert(is_binary_variable.size() == n_variables, "incorrect binary variable table size");
+
+    cuopt_assert(thrust::is_sorted(
+                   handle_ptr->get_thrust_policy(), binary_indices.begin(), binary_indices.end()),
+                 "binary indices are not sorted");
+    cuopt_assert(
+      thrust::is_sorted(
+        handle_ptr->get_thrust_policy(), nonbinary_indices.begin(), nonbinary_indices.end()),
+      "nonbinary indices are not sorted");
+    cuopt_assert(thrust::is_sorted(
+                   handle_ptr->get_thrust_policy(), integer_indices.begin(), integer_indices.end()),
+                 "integer indices are not sorted");
     // check precomputed helpers
     cuopt_assert(thrust::all_of(handle_ptr->get_thrust_policy(),
                                 integer_indices.cbegin(),
@@ -425,6 +442,105 @@ void problem_t::check_problem_representation(bool check_transposed,
                                   return !bin_table[idx];
                                 }),
                  "The non-binary indices table contains references to binary variables.");
+    cuopt_assert(
+      thrust::all_of(
+        handle_ptr->get_thrust_policy(),
+        thrust::make_counting_iterator(0),
+        thrust::make_counting_iterator(n_variables),
+        [types     = variable_types.data(),
+         bin_table = is_binary_variable.data(),
+         pb_view   = view()] __device__(i_t idx) {
+          // ensure the binary variable tables are correct
+          if (bin_table[idx]) {
+            if (!thrust::binary_search(
+                  thrust::seq, pb_view.binary_indices.begin(), pb_view.binary_indices.end(), idx))
+              return false;
+          } else {
+            if (!thrust::binary_search(thrust::seq,
+                                       pb_view.nonbinary_indices.begin(),
+                                       pb_view.nonbinary_indices.end(),
+                                       idx))
+              return false;
+          }
+
+          // finish by checking the correctness of the integer indices table
+          switch (types[idx]) {
+            case var_t::INTEGER:
+              return thrust::binary_search(
+                thrust::seq, pb_view.integer_indices.begin(), pb_view.integer_indices.end(), idx);
+            case var_t::CONTINUOUS:
+              return !thrust::binary_search(
+                thrust::seq, pb_view.integer_indices.begin(), pb_view.integer_indices.end(), idx);
+          }
+          return true;
+        }),
+      "Some variables aren't referenced in the appropriate indice tables");
+    cuopt_assert(
+      thrust::all_of(
+        handle_ptr->get_thrust_policy(),
+        thrust::make_counting_iterator(0),
+        thrust::make_counting_iterator(n_variables),
+        [types     = variable_types.data(),
+         bin_table = is_binary_variable.data(),
+         pb_view   = view()] __device__(i_t idx) {
+          // ensure the binary variable tables are correct
+          if (bin_table[idx]) {
+            if (!thrust::binary_search(
+                  thrust::seq, pb_view.binary_indices.begin(), pb_view.binary_indices.end(), idx))
+              return false;
+          } else {
+            if (!thrust::binary_search(thrust::seq,
+                                       pb_view.nonbinary_indices.begin(),
+                                       pb_view.nonbinary_indices.end(),
+                                       idx))
+              return false;
+          }
+
+          // finish by checking the correctness of the integer indices table
+          switch (types[idx]) {
+            case var_t::INTEGER:
+              return thrust::binary_search(
+                thrust::seq, pb_view.integer_indices.begin(), pb_view.integer_indices.end(), idx);
+            case var_t::CONTINUOUS:
+              return !thrust::binary_search(
+                thrust::seq, pb_view.integer_indices.begin(), pb_view.integer_indices.end(), idx);
+          }
+          return true;
+        }),
+      "Some variables aren't referenced in the appropriate indice tables");
+    cuopt_assert(
+      thrust::all_of(
+        handle_ptr->get_thrust_policy(),
+        thrust::make_counting_iterator(0),
+        thrust::make_counting_iterator(n_variables),
+        [types     = variable_types.data(),
+         bin_table = is_binary_variable.data(),
+         pb_view   = view()] __device__(i_t idx) {
+          // ensure the binary variable tables are correct
+          if (bin_table[idx]) {
+            if (!thrust::binary_search(
+                  thrust::seq, pb_view.binary_indices.begin(), pb_view.binary_indices.end(), idx))
+              return false;
+          } else {
+            if (!thrust::binary_search(thrust::seq,
+                                       pb_view.nonbinary_indices.begin(),
+                                       pb_view.nonbinary_indices.end(),
+                                       idx))
+              return false;
+          }
+
+          // finish by checking the correctness of the integer indices table
+          switch (types[idx]) {
+            case var_t::INTEGER:
+              return thrust::binary_search(
+                thrust::seq, pb_view.integer_indices.begin(), pb_view.integer_indices.end(), idx);
+            case var_t::CONTINUOUS:
+              return !thrust::binary_search(
+                thrust::seq, pb_view.integer_indices.begin(), pb_view.integer_indices.end(), idx);
+          }
+          return true;
+        }),
+      "Some variables aren't referenced in the appropriate indice tables");
     cuopt_assert(
       thrust::all_of(
         handle_ptr->get_thrust_policy(),
@@ -767,6 +883,9 @@ void problem_t::insert_variables(variables_delta_t& h_vars)
              h_vars.objective_coefficients.size(),
              handle_ptr->get_stream());
   n_variables += h_vars.size();
+
+  compute_n_integer_vars();
+  compute_binary_var_table();
 }
 
 // note that these don't change the reverse structure
@@ -1094,7 +1213,7 @@ void problem_t::preprocess_problem()
   standardize_bounds(variable_constraint_map, *this);
   compute_csr(variable_constraint_map, *this);
   compute_transpose_of_problem();
-  check_problem_representation(true);
+  check_problem_representation(true, false);
   presolve_data.variable_mapping.resize(n_variables, handle_ptr->get_stream());
   thrust::sequence(handle_ptr->get_thrust_policy(),
                    presolve_data.variable_mapping.begin(),
@@ -1108,6 +1227,7 @@ void problem_t::preprocess_problem()
   is_binary_variable.resize(n_variables, handle_ptr->get_stream());
   compute_n_integer_vars();
   compute_binary_var_table();
+  check_problem_representation(true);
   preprocess_called = true;
 }
 
diff --git a/cpp/src/mip/problem/problem.cuh b/cpp/src/mip/problem/problem.cuh
index a80e43ce18..912c50e1b4 100644
--- a/cpp/src/mip/problem/problem.cuh
+++ b/cpp/src/mip/problem/problem.cuh
@@ -101,6 +101,8 @@ class problem_t {
   void get_host_user_problem(
     cuopt::linear_programming::dual_simplex::user_problem_t& user_problem) const;
 
+  void write_as_mps(const std::string& path);
+
   struct view_t {
     DI std::pair reverse_range_for_var(i_t v) const
     {
@@ -195,9 +197,9 @@ class problem_t {
   std::function&)> branch_and_bound_callback;
 
   typename mip_solver_settings_t::tolerances_t tolerances{};
-  i_t n_variables;
-  i_t n_constraints;
-  i_t nnz;
+  i_t n_variables{0};
+  i_t n_constraints{0};
+  i_t nnz{0};
   i_t n_binary_vars{0};
   i_t n_integer_vars{0};
   bool maximize{false};
diff --git a/cpp/src/mip/problem/write_mps.cu b/cpp/src/mip/problem/write_mps.cu
new file mode 100644
index 0000000000..52eb2b618a
--- /dev/null
+++ b/cpp/src/mip/problem/write_mps.cu
@@ -0,0 +1,169 @@
+/*
+ * SPDX-FileCopyrightText: Copyright (c) 2025, NVIDIA CORPORATION & AFFILIATES. All rights
+ * reserved. SPDX-License-Identifier: LicenseRef-NvidiaProprietary
+ *
+ * NVIDIA CORPORATION, its affiliates and licensors retain all intellectual
+ * property and proprietary rights in and to this material, related
+ * documentation and any modifications thereto. Any use, reproduction,
+ * disclosure or distribution of this material and related documentation
+ * without an express license agreement from NVIDIA CORPORATION or
+ * its affiliates is strictly prohibited.
+ */
+
+#include "problem.cuh"
+
+#include 
+#include 
+#include 
+#include 
+
+#include 
+
+#include "utilities/copy_helpers.hpp"
+
+namespace cuopt::linear_programming::detail {
+
+template 
+void problem_t::write_as_mps(const std::string& path)
+{
+  // Get host copies of device data
+  auto h_reverse_coefficients = cuopt::host_copy(reverse_coefficients, handle_ptr->get_stream());
+  auto h_reverse_constraints  = cuopt::host_copy(reverse_constraints, handle_ptr->get_stream());
+  auto h_reverse_offsets      = cuopt::host_copy(reverse_offsets, handle_ptr->get_stream());
+  auto h_obj_coeffs           = cuopt::host_copy(objective_coefficients, handle_ptr->get_stream());
+  auto h_var_lb               = cuopt::host_copy(variable_lower_bounds, handle_ptr->get_stream());
+  auto h_var_ub               = cuopt::host_copy(variable_upper_bounds, handle_ptr->get_stream());
+  auto h_cstr_lb              = cuopt::host_copy(constraint_lower_bounds, handle_ptr->get_stream());
+  auto h_cstr_ub              = cuopt::host_copy(constraint_upper_bounds, handle_ptr->get_stream());
+  auto h_var_types            = cuopt::host_copy(variable_types, handle_ptr->get_stream());
+
+  std::ofstream mps_file(path);
+  if (!mps_file.is_open()) {
+    CUOPT_LOG_ERROR("Could not open file %s for writing", path.c_str());
+    return;
+  }
+
+  // save coefficients with full precision
+  mps_file << std::setprecision(std::numeric_limits::max_digits10);
+
+  // NAME section
+  mps_file << "NAME          " << original_problem_ptr->get_problem_name() << "\n";
+
+  // ROWS section
+  mps_file << "ROWS\n";
+  mps_file << " N  " << (objective_name.empty() ? "OBJ" : objective_name) << "\n";
+  for (size_t i = 0; i < (size_t)n_constraints; i++) {
+    std::string row_name = i < row_names.size() ? row_names[i] : "R" + std::to_string(i);
+
+    char type = 'L';
+    if (h_cstr_lb[i] == h_cstr_ub[i])
+      type = 'E';
+    else if (std::isinf(h_cstr_ub[i]))
+      type = 'G';
+    mps_file << " " << type << "  " << row_name << "\n";
+  }
+
+  // COLUMNS section
+  mps_file << "COLUMNS\n";
+
+  bool in_integer_section = false;
+  for (size_t j = 0; j < (size_t)n_variables; j++) {
+    std::string col_name = j < var_names.size() ? var_names[j] : "C" + std::to_string(j);
+
+    // Write integer marker if needed
+    if (h_var_types[j] != var_t::CONTINUOUS) {
+      if (!in_integer_section) {
+        mps_file << "    MARK0001  'MARKER'                 'INTORG'\n";
+        in_integer_section = true;
+      }
+    }
+
+    // Write objective coefficient if non-zero
+    if (h_obj_coeffs[j] != 0.0) {
+      mps_file << "    " << col_name << " " << (objective_name.empty() ? "OBJ" : objective_name)
+               << " " << h_obj_coeffs[j] << "\n";
+    }
+
+    // Write constraint coefficients
+    for (size_t k = (size_t)h_reverse_offsets[j]; k < (size_t)h_reverse_offsets[j + 1]; k++) {
+      size_t row           = (size_t)h_reverse_constraints[k];
+      std::string row_name = row < row_names.size() ? row_names[row] : "R" + std::to_string(row);
+      mps_file << "    " << col_name << " " << row_name << " " << h_reverse_coefficients[k] << "\n";
+    }
+
+    if (h_var_types[j] != var_t::CONTINUOUS && in_integer_section) {
+      if (j == (size_t)n_variables - 1 || h_var_types[j + 1] == var_t::CONTINUOUS) {
+        mps_file << "    MARK0001  'MARKER'                 'INTEND'\n";
+        in_integer_section = false;
+      }
+    }
+  }
+
+  // RHS section
+  mps_file << "RHS\n";
+  for (size_t i = 0; i < (size_t)n_constraints; i++) {
+    std::string row_name = i < row_names.size() ? row_names[i] : "R" + std::to_string(i);
+
+    f_t rhs;
+    if (std::isinf(h_cstr_lb[i])) {
+      rhs = h_cstr_ub[i];
+    } else if (std::isinf(h_cstr_ub[i])) {
+      rhs = h_cstr_lb[i];
+    } else {  // RANGES, encode the lower bound
+      rhs = h_cstr_lb[i];
+    }
+
+    if (isfinite(rhs) && rhs != 0.0) {
+      mps_file << "    RHS1      " << row_name << " " << rhs << "\n";
+    }
+  }
+
+  // RANGES section if needed
+  bool has_ranges = false;
+  for (size_t i = 0; i < (size_t)n_constraints; i++) {
+    if (h_cstr_lb[i] != -std::numeric_limits::infinity() &&
+        h_cstr_ub[i] != std::numeric_limits::infinity() && h_cstr_lb[i] != h_cstr_ub[i]) {
+      if (!has_ranges) {
+        mps_file << "RANGES\n";
+        has_ranges = true;
+      }
+      std::string row_name = i < row_names.size() ? row_names[i] : "R" + std::to_string(i);
+      mps_file << "    RNG1      " << row_name << " " << (h_cstr_ub[i] - h_cstr_lb[i]) << "\n";
+    }
+  }
+
+  // BOUNDS section
+  mps_file << "BOUNDS\n";
+  for (size_t j = 0; j < (size_t)n_variables; j++) {
+    std::string col_name = j < var_names.size() ? var_names[j] : "C" + std::to_string(j);
+
+    if (h_var_lb[j] == -std::numeric_limits::infinity() &&
+        h_var_ub[j] == std::numeric_limits::infinity()) {
+      mps_file << " FR BOUND1    " << col_name << "\n";
+    } else {
+      if (h_var_lb[j] != 0.0) {
+        if (h_var_lb[j] == -std::numeric_limits::infinity()) {
+          mps_file << " MI BOUND1    " << col_name << "\n";
+        } else {
+          mps_file << " LO BOUND1    " << col_name << " " << h_var_lb[j] << "\n";
+        }
+      }
+      if (h_var_ub[j] != std::numeric_limits::infinity()) {
+        mps_file << " UP BOUND1    " << col_name << " " << h_var_ub[j] << "\n";
+      }
+    }
+  }
+
+  mps_file << "ENDATA\n";
+  mps_file.close();
+}
+
+#if MIP_INSTANTIATE_FLOAT
+template void problem_t::write_as_mps(const std::string& path);
+#endif
+
+#if MIP_INSTANTIATE_DOUBLE
+template void problem_t::write_as_mps(const std::string& path);
+#endif
+
+}  // namespace cuopt::linear_programming::detail
diff --git a/cpp/src/mip/solution/solution.cu b/cpp/src/mip/solution/solution.cu
index 5aa49e998d..9c3ccc0afd 100644
--- a/cpp/src/mip/solution/solution.cu
+++ b/cpp/src/mip/solution/solution.cu
@@ -539,7 +539,7 @@ f_t solution_t::compute_max_variable_violation()
 // returns the solution after applying the conversions
 template 
 mip_solution_t solution_t::get_solution(bool output_feasible,
-                                                            solver_stats_t stats)
+                                                            solver_stats_t stats)
 {
   cuopt::default_logger().flush();
   cuopt_expects(
@@ -554,11 +554,14 @@ mip_solution_t solution_t::get_solution(bool output_feasible
     f_t max_variable_bound_violation = compute_max_variable_violation();
     f_t total_solve_time             = stats.total_solve_time;
     f_t presolve_time                = stats.presolve_time;
+    i_t num_nodes                    = stats.num_nodes;
+    i_t num_simplex_iterations       = stats.num_simplex_iterations;
     handle_ptr->sync_stream();
     CUOPT_LOG_INFO(
       "Solution objective: %f , relative_mip_gap %f solution_bound %f presolve_time %f "
       "total_solve_time %f "
-      "max constraint violation %f max int violation %f max var bounds violation %f",
+      "max constraint violation %f max int violation %f max var bounds violation %f "
+      "nodes %d simplex_iterations %d",
       h_user_obj,
       rel_mip_gap,
       solution_bound,
@@ -566,7 +569,9 @@ mip_solution_t solution_t::get_solution(bool output_feasible
       total_solve_time,
       max_constraint_violation,
       max_int_violation,
-      max_variable_bound_violation);
+      max_variable_bound_violation,
+      num_nodes,
+      num_simplex_iterations);
     const double optimality_threshold = problem_ptr->tolerances.relative_mip_gap;
     auto term_reason = rel_mip_gap > optimality_threshold ? mip_termination_status_t::FeasibleFound
                                                           : mip_termination_status_t::Optimal;
@@ -580,7 +585,9 @@ mip_solution_t solution_t::get_solution(bool output_feasible
                                     term_reason,
                                     max_constraint_violation,
                                     max_int_violation,
-                                    max_variable_bound_violation);
+                                    max_variable_bound_violation,
+                                    num_nodes,
+                                    num_simplex_iterations);
   } else {
     return mip_solution_t{mip_termination_status_t::Infeasible, handle_ptr->get_stream()};
   }
diff --git a/cpp/src/mip/solution/solution.cuh b/cpp/src/mip/solution/solution.cuh
index b46e4e5845..e236ff9fb6 100644
--- a/cpp/src/mip/solution/solution.cuh
+++ b/cpp/src/mip/solution/solution.cuh
@@ -96,7 +96,7 @@ class solution_t {
   f_t get_total_excess();
   // brings all vars within bounds
   void clamp_within_bounds();
-  mip_solution_t get_solution(bool output_feasible, solver_stats_t stats);
+  mip_solution_t get_solution(bool output_feasible, solver_stats_t stats);
   f_t compute_max_constraint_violation();
   f_t compute_max_int_violation();
   f_t compute_max_variable_violation();
diff --git a/cpp/src/mip/solve.cu b/cpp/src/mip/solve.cu
index 4d52c38770..10fe3e1324 100644
--- a/cpp/src/mip/solve.cu
+++ b/cpp/src/mip/solve.cu
@@ -84,7 +84,7 @@ mip_solution_t run_mip(detail::problem_t& problem,
     detail::solution_t solution(problem);
     problem.post_process_solution(solution);
     solution.compute_objective();  // just to ensure h_user_obj is set
-    auto stats           = solver_stats_t{};
+    auto stats           = solver_stats_t{};
     stats.solution_bound = solution.get_user_objective();
     return solution.get_solution(true, stats);
   }
diff --git a/cpp/src/mip/solver.cu b/cpp/src/mip/solver.cu
index 7ae94f08e2..476bf37785 100644
--- a/cpp/src/mip/solver.cu
+++ b/cpp/src/mip/solver.cu
@@ -125,6 +125,9 @@ solution_t mip_solver_t::run_solver()
     // Fill in the settings for branch and bound
     branch_and_bound_settings.time_limit           = timer_.remaining_time();
     branch_and_bound_settings.print_presolve_stats = false;
+    branch_and_bound_settings.absolute_mip_gap_tol = context.settings.get_absolute_mip_gap();
+    branch_and_bound_settings.relative_mip_gap_tol = context.settings.get_relative_mip_gap();
+    branch_and_bound_settings.integer_tol          = context.settings.get_integrality_tolerance();
 
     if (context.settings.get_num_cpu_threads() != -1) {
       branch_and_bound_settings.num_threads = std::max(1, context.settings.get_num_cpu_threads());
@@ -163,6 +166,8 @@ solution_t mip_solver_t::run_solver()
       context.stats.solution_bound =
         context.problem_ptr->get_user_obj_from_solver_obj(branch_and_bound_solution.lower_bound);
     }
+    context.stats.num_nodes              = branch_and_bound_solution.nodes_explored;
+    context.stats.num_simplex_iterations = branch_and_bound_solution.simplex_iterations;
   }
   sol.compute_feasibility();
   rmm::device_scalar is_feasible(sol.handle_ptr->get_stream());
diff --git a/cpp/src/mip/solver.cuh b/cpp/src/mip/solver.cuh
index 4c269ab05a..0a230bda71 100644
--- a/cpp/src/mip/solver.cuh
+++ b/cpp/src/mip/solver.cuh
@@ -34,7 +34,7 @@ class mip_solver_t {
                         timer_t timer);
 
   solution_t run_solver();
-  solver_stats_t& get_solver_stats() { return context.stats; }
+  solver_stats_t& get_solver_stats() { return context.stats; }
 
   mip_solver_context_t context;
   // reference to the original problem
diff --git a/cpp/src/mip/solver_context.cuh b/cpp/src/mip/solver_context.cuh
index 1023a754d5..c78ecc9e80 100644
--- a/cpp/src/mip/solver_context.cuh
+++ b/cpp/src/mip/solver_context.cuh
@@ -41,7 +41,7 @@ struct mip_solver_context_t {
   problem_t* problem_ptr;
   const mip_solver_settings_t settings;
   pdlp_initial_scaling_strategy_t& scaling;
-  solver_stats_t stats;
+  solver_stats_t stats;
 };
 
 }  // namespace cuopt::linear_programming::detail
diff --git a/cpp/src/mip/solver_solution.cu b/cpp/src/mip/solver_solution.cu
index dca7bec1ae..56437a4244 100644
--- a/cpp/src/mip/solver_solution.cu
+++ b/cpp/src/mip/solver_solution.cu
@@ -38,6 +38,8 @@ mip_solution_t::mip_solution_t(rmm::device_uvector solution,
                                          f_t max_constraint_violation,
                                          f_t max_int_violation,
                                          f_t max_variable_bound_violation,
+                                         i_t num_nodes,
+                                         i_t num_simplex_iterations,
                                          std::vector> solution_pool)
   : solution_(std::move(solution)),
     var_names_(std::move(var_names)),
@@ -50,6 +52,8 @@ mip_solution_t::mip_solution_t(rmm::device_uvector solution,
     max_constraint_violation_(max_constraint_violation),
     max_int_violation_(max_int_violation),
     max_variable_bound_violation_(max_variable_bound_violation),
+    num_nodes_(num_nodes),
+    num_simplex_iterations_(num_simplex_iterations),
     solution_pool_(std::move(solution_pool))
 {
 }
@@ -66,7 +70,9 @@ mip_solution_t::mip_solution_t(mip_termination_status_t termination_st
     termination_status_(termination_status),
     max_constraint_violation_(0),
     max_int_violation_(0),
-    max_variable_bound_violation_(0)
+    max_variable_bound_violation_(0),
+    num_nodes_(0),
+    num_simplex_iterations_(0)
 {
 }
 
@@ -158,6 +164,18 @@ f_t mip_solution_t::get_max_variable_bound_violation() const
   return max_variable_bound_violation_;
 }
 
+template 
+i_t mip_solution_t::get_num_nodes() const
+{
+  return num_nodes_;
+}
+
+template 
+i_t mip_solution_t::get_num_simplex_iterations() const
+{
+  return num_simplex_iterations_;
+}
+
 template 
 const std::vector& mip_solution_t::get_variable_names() const
 {
diff --git a/cpp/src/mip/solver_stats.cuh b/cpp/src/mip/solver_stats.cuh
index 7c4ded7542..1d029b2420 100644
--- a/cpp/src/mip/solver_stats.cuh
+++ b/cpp/src/mip/solver_stats.cuh
@@ -17,11 +17,13 @@
 #pragma once
 namespace cuopt::linear_programming {
 
-template 
+template 
 struct solver_stats_t {
-  f_t total_solve_time = 0.;
-  f_t presolve_time    = 0.;
-  f_t solution_bound   = std::numeric_limits::min();
+  f_t total_solve_time       = 0.;
+  f_t presolve_time          = 0.;
+  f_t solution_bound         = std::numeric_limits::min();
+  i_t num_nodes              = 0;
+  i_t num_simplex_iterations = 0;
 };
 
-}  // namespace cuopt::linear_programming
\ No newline at end of file
+}  // namespace cuopt::linear_programming
diff --git a/cpp/tests/linear_programming/CMakeLists.txt b/cpp/tests/linear_programming/CMakeLists.txt
index 6b9136e2b0..00f4452819 100644
--- a/cpp/tests/linear_programming/CMakeLists.txt
+++ b/cpp/tests/linear_programming/CMakeLists.txt
@@ -41,6 +41,9 @@ ConfigureTest(MULTI_PROBE_TEST
 ConfigureTest(INCUMBENT_CALLBACK_TEST
     ${CMAKE_CURRENT_SOURCE_DIR}/mip_unit_tests/incumbent_callback_test.cu
 )
+ConfigureTest(FEASIBILITY_JUMP_TEST
+    ${CMAKE_CURRENT_SOURCE_DIR}/mip_unit_tests/feasibility_jump_tests.cu
+)
 ConfigureTest(DOC_EXAMPLE_TEST
     ${CMAKE_CURRENT_SOURCE_DIR}/mip_unit_tests/doc_example_test.cu
 )
diff --git a/cpp/tests/linear_programming/mip_unit_tests/bounds_standardization_test.cu b/cpp/tests/linear_programming/mip_unit_tests/bounds_standardization_test.cu
index bfee22652f..f8390a02b8 100644
--- a/cpp/tests/linear_programming/mip_unit_tests/bounds_standardization_test.cu
+++ b/cpp/tests/linear_programming/mip_unit_tests/bounds_standardization_test.cu
@@ -87,7 +87,7 @@ void test_bounds_standardization_test(std::string test_instance)
   EXPECT_TRUE(sol_1_feasible);
   standardized_problem.post_process_solution(solution_1);
   auto optimization_prob_solution =
-    solution_1.get_solution(sol_1_feasible, solver_stats_t{});
+    solution_1.get_solution(sol_1_feasible, solver_stats_t{});
   test_objective_sanity(problem,
                         optimization_prob_solution.get_solution(),
                         optimization_prob_solution.get_objective_value());
diff --git a/cpp/tests/linear_programming/mip_unit_tests/elim_var_remap_test.cu b/cpp/tests/linear_programming/mip_unit_tests/elim_var_remap_test.cu
index 3c4fb28d31..a718c986cd 100644
--- a/cpp/tests/linear_programming/mip_unit_tests/elim_var_remap_test.cu
+++ b/cpp/tests/linear_programming/mip_unit_tests/elim_var_remap_test.cu
@@ -169,7 +169,7 @@ void test_elim_var_solution(std::string test_instance)
   bool sol_1_feasible = (int)result_1.get_termination_status() == CUOPT_TERIMINATION_STATUS_OPTIMAL;
   EXPECT_EQ((int)result_1.get_termination_status(), CUOPT_TERIMINATION_STATUS_OPTIMAL);
   standardized_problem.post_process_solution(solution_1);
-  auto opt_sol_1 = solution_1.get_solution(sol_1_feasible, solver_stats_t{});
+  auto opt_sol_1 = solution_1.get_solution(sol_1_feasible, solver_stats_t{});
   test_objective_sanity(
     mps_problem, opt_sol_1.get_solution(), opt_sol_1.get_objective_value(), 1e-3);
   test_constraint_sanity_per_row(
@@ -194,7 +194,7 @@ void test_elim_var_solution(std::string test_instance)
   bool sol_2_feasible = (int)result_2.get_termination_status() == CUOPT_TERIMINATION_STATUS_OPTIMAL;
   EXPECT_EQ((int)result_2.get_termination_status(), CUOPT_TERIMINATION_STATUS_OPTIMAL);
   sub_problem.post_process_solution(solution_2);
-  auto opt_sol_2 = solution_2.get_solution(sol_2_feasible, solver_stats_t{});
+  auto opt_sol_2 = solution_2.get_solution(sol_2_feasible, solver_stats_t{});
   test_objective_sanity(
     mps_problem, opt_sol_2.get_solution(), opt_sol_2.get_objective_value(), 1e-3);
   test_constraint_sanity_per_row(
diff --git a/cpp/tests/linear_programming/mip_unit_tests/feasibility_jump_tests.cu b/cpp/tests/linear_programming/mip_unit_tests/feasibility_jump_tests.cu
new file mode 100644
index 0000000000..bee0d14cf2
--- /dev/null
+++ b/cpp/tests/linear_programming/mip_unit_tests/feasibility_jump_tests.cu
@@ -0,0 +1,267 @@
+/*
+ * SPDX-FileCopyrightText: Copyright (c) 2025, NVIDIA CORPORATION & AFFILIATES. All rights
+ * reserved. SPDX-License-Identifier: LicenseRef-NvidiaProprietary
+ *
+ * NVIDIA CORPORATION, its affiliates and licensors retain all intellectual
+ * property and proprietary rights in and to this material, related
+ * documentation and any modifications thereto. Any use, reproduction,
+ * disclosure or distribution of this material and related documentation
+ * without an express license agreement from NVIDIA CORPORATION or
+ * its affiliates is strictly prohibited.
+ */
+
+#include "../utilities/pdlp_test_utilities.cuh"
+#include "mip_utils.cuh"
+
+#include 
+#include 
+#include 
+#include 
+#include 
+#include 
+#include 
+#include 
+#include 
+
+#include 
+#include 
+#include 
+
+#include 
+
+#include 
+#include 
+#include 
+
+#include 
+#include 
+#include 
+#include 
+#include 
+
+namespace cuopt::linear_programming::test {
+
+void init_handler(const raft::handle_t* handle_ptr)
+{
+  // Init cuBlas / cuSparse context here to avoid having it during solving time
+  RAFT_CUBLAS_TRY(raft::linalg::detail::cublassetpointermode(
+    handle_ptr->get_cublas_handle(), CUBLAS_POINTER_MODE_DEVICE, handle_ptr->get_stream()));
+  RAFT_CUSPARSE_TRY(raft::sparse::detail::cusparsesetpointermode(
+    handle_ptr->get_cusparse_handle(), CUSPARSE_POINTER_MODE_DEVICE, handle_ptr->get_stream()));
+}
+
+struct fj_tweaks_t {
+  double objective_weight = 0;
+};
+
+struct fj_state_t {
+  detail::solution_t solution;
+  std::vector solution_vector;
+  int minimums;
+  double incumbent_objective;
+  double incumbent_violation;
+};
+
+// Helper function to setup MIP solver and run FJ with given settings and initial solution
+static fj_state_t run_fj(std::string test_instance,
+                         const detail::fj_settings_t& fj_settings,
+                         fj_tweaks_t tweaks                   = {},
+                         std::vector initial_solution = {})
+{
+  const raft::handle_t handle_{};
+  std::cout << "Running: " << test_instance << std::endl;
+
+  auto path = "datasets/mip/" + test_instance;
+  cuopt::mps_parser::mps_data_model_t mps_problem =
+    cuopt::mps_parser::parse_mps(path, false);
+  handle_.sync_stream();
+  auto op_problem = mps_data_model_to_optimization_problem(&handle_, mps_problem);
+  problem_checking_t::check_problem_representation(op_problem);
+
+  init_handler(op_problem.get_handle_ptr());
+  // run the problem constructor of MIP, so that we do bounds standardization
+  detail::problem_t problem(op_problem);
+  problem.preprocess_problem();
+  detail::pdhg_solver_t pdhg_solver(problem.handle_ptr, problem);
+  detail::pdlp_initial_scaling_strategy_t scaling(&handle_,
+                                                               problem,
+                                                               10,
+                                                               1.0,
+                                                               pdhg_solver,
+                                                               problem.reverse_coefficients,
+                                                               problem.reverse_offsets,
+                                                               problem.reverse_constraints,
+                                                               true);
+
+  auto settings = mip_solver_settings_t{};
+  settings.set_time_limit(30.);
+  auto timer = cuopt::timer_t(30);
+  detail::mip_solver_t solver(problem, settings, scaling, timer);
+
+  detail::solution_t solution(*solver.context.problem_ptr);
+  if (initial_solution.size() > 0) {
+    expand_device_copy(solution.assignment, initial_solution, solution.handle_ptr->get_stream());
+  } else {
+    thrust::fill(solution.handle_ptr->get_thrust_policy(),
+                 solution.assignment.begin(),
+                 solution.assignment.end(),
+                 0.0);
+  }
+  solution.clamp_within_bounds();
+
+  detail::fj_t fj(solver.context, fj_settings);
+  fj.reset_weights(solution.handle_ptr->get_stream(), 1.);
+  fj.objective_weight.set_value_async(tweaks.objective_weight, solution.handle_ptr->get_stream());
+  solution.handle_ptr->sync_stream();
+
+  fj.solve(solution);
+  auto solution_vector = host_copy(solution.assignment, solution.handle_ptr->get_stream());
+
+  return {solution,
+          solution_vector,
+          fj.climbers[0]->local_minimums_reached.value(solution.handle_ptr->get_stream()),
+          fj.climbers[0]->incumbent_objective.value(solution.handle_ptr->get_stream()),
+          fj.climbers[0]->violation_score.value(solution.handle_ptr->get_stream())};
+}
+
+// FJ had a bug causing objective/violation values to explode in magnitude in certain scenarios.
+// Ensure this is fixed on instances that historically triggered it.
+static bool run_fj_check_no_obj_runoff(std::string test_instance)
+{
+  detail::fj_settings_t fj_settings;
+  fj_settings.time_limit             = 30.;
+  fj_settings.mode                   = detail::fj_mode_t::EXIT_NON_IMPROVING;
+  fj_settings.n_of_minimums_for_exit = 20000 * 1000;
+  fj_settings.update_weights         = true;
+  fj_settings.feasibility_run        = false;
+  fj_settings.termination     = detail::fj_termination_flags_t::FJ_TERMINATION_ITERATION_LIMIT;
+  fj_settings.iteration_limit = 20000;
+
+  auto state = run_fj(test_instance, fj_settings);
+
+  // ensure that the objective and the violation in the FJ state are not too large (<1e60)
+  EXPECT_LE(state.incumbent_violation, 1e60) << "FJ violation too large";
+  EXPECT_LE(state.incumbent_objective, 1e60) << "FJ objective too large";
+
+  return true;
+}
+
+static bool run_fj_check_objective(std::string test_instance, int iter_limit, double obj_target)
+{
+  // tolerance
+  obj_target += 1e-4;
+
+  detail::fj_settings_t fj_settings;
+  fj_settings.time_limit             = 30.;
+  fj_settings.mode                   = detail::fj_mode_t::EXIT_NON_IMPROVING;
+  fj_settings.n_of_minimums_for_exit = 20000 * 1000;
+  fj_settings.update_weights         = true;
+  fj_settings.feasibility_run        = obj_target == +std::numeric_limits::infinity();
+  fj_settings.termination     = detail::fj_termination_flags_t::FJ_TERMINATION_ITERATION_LIMIT;
+  fj_settings.iteration_limit = iter_limit;
+
+  auto state     = run_fj(test_instance, fj_settings);
+  auto& solution = state.solution;
+
+  CUOPT_LOG_DEBUG("%s: Solution generated with FJ: is_feasible %d, objective %g (raw %g)",
+                  test_instance.c_str(),
+                  solution.get_feasible(),
+                  solution.get_user_objective(),
+                  solution.get_objective());
+
+  EXPECT_TRUE(solution.get_feasible()) << test_instance << " is unexpectedly infeasible";
+  EXPECT_LE(solution.get_user_objective(), obj_target)
+    << test_instance << " objective " << solution.get_user_objective() << " exceeds target "
+    << obj_target;
+
+  return !solution.get_feasible() ? false : solution.get_user_objective() <= obj_target;
+}
+
+static bool run_fj_check_feasible(std::string test_instance)
+{
+  detail::fj_settings_t fj_settings;
+  fj_settings.time_limit             = 30.;
+  fj_settings.mode                   = detail::fj_mode_t::EXIT_NON_IMPROVING;
+  fj_settings.n_of_minimums_for_exit = 20000 * 1000;
+  fj_settings.update_weights         = true;
+  fj_settings.feasibility_run        = false;
+  fj_settings.termination     = detail::fj_termination_flags_t::FJ_TERMINATION_ITERATION_LIMIT;
+  fj_settings.iteration_limit = 25000;
+
+  auto state     = run_fj(test_instance, fj_settings);
+  auto& solution = state.solution;
+
+  bool previous_feasible = solution.get_feasible();
+  double previous_obj    = solution.get_user_objective();
+
+  EXPECT_TRUE(previous_feasible) << "Initial solution is unexpectedly infeasible";
+
+  // again but with very large obj weight to force FJ into the infeasible region
+  fj_tweaks_t tweaks;
+  tweaks.objective_weight = 1e6;
+  auto new_state          = run_fj(test_instance, fj_settings, tweaks, state.solution_vector);
+  auto& new_solution      = new_state.solution;
+
+  CUOPT_LOG_DEBUG("%s: Solution generated with FJ: is_feasible %d, objective %g (raw %g)",
+                  test_instance.c_str(),
+                  new_solution.get_feasible(),
+                  new_solution.get_user_objective(),
+                  new_solution.get_objective());
+
+  // TODO: check neither worsens nor defeasibizes the solution
+  EXPECT_TRUE(new_solution.get_feasible() == previous_feasible) << "FJ feasibility lost";
+  EXPECT_LE(new_solution.get_user_objective(), previous_obj) << "FJ objective worsened";
+
+  return true;
+}
+
+TEST(mip_solve, feasibility_jump_obj_test)
+{
+  std::vector> test_cases = {
+    {"50v-10.mps", 7800, 100000},
+    {"minified/fiball.mps", 140, 25000},
+    {"minified/gen-ip054.mps", 7500, 20000},
+    {"minified/sct2.mps", 100, 50000},
+    {"minified/uccase9.mps", 4000000, 50000},
+    // unstable, prone to failure on slight weight changes
+    //{"minified/drayage-25-23.mps", 300000, 50000},
+    {"minified/tr12-30.mps", 300000, 50000},
+    {"minified/neos-3004026-krka.mps",
+     +std::numeric_limits::infinity(),
+     35000},  // feasibility
+    //{"nursesched-medium-hint03.mps", 12000, 50000}, // too large
+    {"minified/ns1208400.mps", 2, 60000},
+    {"minified/gmu-35-50.mps", -2300000, 25000},
+    {"minified/n2seq36q.mps", 158800, 25000},
+    {"minified/seymour1.mps", 440, 50000},
+    {"minified/rmatr200-p5.mps", 7000, 10000},
+    {"minified/cvs16r128-89.mps", -50, 10000},
+    {"minified/thor50dday.mps", 250000, 1000}};
+
+  for (auto [instance, obj_target, iter_limit] : test_cases) {
+    bool result = run_fj_check_objective(instance, iter_limit, obj_target);
+    // Abort early
+    if (!result) {
+      printf("failure");
+      exit(0);
+    }
+  }
+}
+
+TEST(mip_solve, feasibility_jump_feas_test)
+{
+  for (const auto& instance :
+       {"minified/tr12-30.mps", "minified/sct2.mps", "minified/thor50dday.mps"}) {
+    run_fj_check_feasible(instance);
+  }
+}
+
+TEST(mip_solve, feasibility_jump_obj_runoff_test)
+{
+  for (const auto& instance : {"minrep_inf.mps", "minified/sct2.mps", "minified/uccase9.mps",
+                               /*"minified/buildingenergy.mps"*/}) {
+    run_fj_check_no_obj_runoff(instance);
+  }
+}
+
+}  // namespace cuopt::linear_programming::test
diff --git a/cpp/tests/linear_programming/mip_unit_tests/problem_test.cu b/cpp/tests/linear_programming/mip_unit_tests/problem_test.cu
index 8b0c7ebfe1..a786716d7a 100644
--- a/cpp/tests/linear_programming/mip_unit_tests/problem_test.cu
+++ b/cpp/tests/linear_programming/mip_unit_tests/problem_test.cu
@@ -341,7 +341,7 @@ TEST(optimization_problem_t_DeathTest, test_check_problem_validity)
   problem2.reverse_offsets      = rmm::device_uvector(0, handle.get_stream());
 
   // Test if assert is thrown when transpose is not set, yet ask for it to be checked
-  EXPECT_DEATH({ problem2.check_problem_representation(true); }, "");
+  EXPECT_DEATH({ problem2.check_problem_representation(true, false); }, "");
 
   // Set the tranpose matrix
   /*
@@ -360,18 +360,18 @@ TEST(optimization_problem_t_DeathTest, test_check_problem_validity)
   problem2.reverse_offsets              = device_copy(reverse_offset_host, handle.get_stream());
 
   // Test if assert is not thrown when transpose is set
-  problem2.check_problem_representation(true);
+  problem2.check_problem_representation(true, false);
 
   // Test if assert is thrown when a basic (not correct size) transpose csr issue occurs
   std::vector incorrect_reverse_offset_host = {0, 2, 4};
   problem2.reverse_offsets = device_copy(incorrect_reverse_offset_host, handle.get_stream());
-  EXPECT_DEATH({ problem2.check_problem_representation(true); }, "");
+  EXPECT_DEATH({ problem2.check_problem_representation(true, false); }, "");
 
   // Test if assert is thrown when a value swap transpose csr issue occurs
 
   // First make sure putting back offset doesn't trigger anything
   problem2.reverse_offsets = device_copy(reverse_offset_host, handle.get_stream());
-  problem2.check_problem_representation(true);
+  problem2.check_problem_representation(true, false);
 
   // Now just reverse two value in the transposed which should trigger an assert (since tranpose
   // needs to match and non transposed)
@@ -379,7 +379,7 @@ TEST(optimization_problem_t_DeathTest, test_check_problem_validity)
   problem2.reverse_coefficients = device_copy(incorrect_reverse_A_host, handle.get_stream());
 
   // Check that it does assert
-  EXPECT_DEATH({ problem2.check_problem_representation(true); }, "");
+  EXPECT_DEATH({ problem2.check_problem_representation(true, false); }, "");
 }
 
 }  // namespace cuopt::linear_programming::test
diff --git a/cpp/tests/linear_programming/pdlp_test.cu b/cpp/tests/linear_programming/pdlp_test.cu
index b01a518849..5e3fdb65f7 100644
--- a/cpp/tests/linear_programming/pdlp_test.cu
+++ b/cpp/tests/linear_programming/pdlp_test.cu
@@ -73,7 +73,11 @@ TEST(pdlp_class, run_double)
   cuopt::mps_parser::mps_data_model_t op_problem =
     cuopt::mps_parser::parse_mps(path, true);
 
-  optimization_problem_solution_t solution = solve_lp(&handle_, op_problem);
+  auto solver_settings = pdlp_solver_settings_t{};
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
+
+  optimization_problem_solution_t solution =
+    solve_lp(&handle_, op_problem, solver_settings);
   EXPECT_EQ((int)solution.get_termination_status(), CUOPT_TERIMINATION_STATUS_OPTIMAL);
   EXPECT_FALSE(is_incorrect_objective(
     afiro_primal_objective, solution.get_additional_termination_information().primal_objective));
@@ -97,8 +101,9 @@ TEST(pdlp_class, run_double_very_low_accuracy)
   settings.set_relative_primal_tolerance(0);
   settings.set_absolute_gap_tolerance(0);
   settings.set_relative_gap_tolerance(0);
+  settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
-  optimization_problem_solution_t solution = solve_lp(&handle_, op_problem);
+  optimization_problem_solution_t solution = solve_lp(&handle_, op_problem, settings);
   EXPECT_EQ((int)solution.get_termination_status(), CUOPT_TERIMINATION_STATUS_OPTIMAL);
   EXPECT_FALSE(is_incorrect_objective(
     afiro_primal_objective, solution.get_additional_termination_information().primal_objective));
@@ -117,6 +122,8 @@ TEST(pdlp_class, run_double_initial_solution)
   op_problem.set_initial_primal_solution(inital_primal_sol.data(), inital_primal_sol.size());
 
   auto solver_settings = pdlp_solver_settings_t{};
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
+
   optimization_problem_solution_t solution =
     solve_lp(&handle_, op_problem, solver_settings);
   EXPECT_EQ((int)solution.get_termination_status(), CUOPT_TERIMINATION_STATUS_OPTIMAL);
@@ -164,6 +171,7 @@ TEST(pdlp_class, run_time_limit)
   settings.set_time_limit(time_limit_seconds);
   // To make sure it doesn't return before the time limit
   settings.set_optimality_tolerance(0);
+  settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
   optimization_problem_solution_t solution = solve_lp(&handle_, op_problem, settings);
 
@@ -210,6 +218,7 @@ TEST(pdlp_class, run_sub_mittleman)
     for (auto solver_mode : solver_mode_list) {
       auto settings = pdlp_solver_settings_t{};
       settings.set_pdlp_solver_mode(solver_mode);
+      settings.set_method(cuopt::linear_programming::method_t::PDLP);
       const raft::handle_t handle_{};
       optimization_problem_solution_t solution =
         solve_lp(&handle_, op_problem, settings);
@@ -248,7 +257,7 @@ TEST(pdlp_class, initial_solution_test)
   auto solver_settings = pdlp_solver_settings_t{};
   // We are just testing initial scaling on initial solution scheme so we don't care about solver
   solver_settings.set_iteration_limit(0);
-
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
   // Empty call solve to set the parameters and init the handler since calling pdlp object directly
   // doesn't
   solver_settings.set_pdlp_solver_mode(cuopt::linear_programming::pdlp_solver_mode_t::Methodical1);
@@ -528,7 +537,7 @@ TEST(pdlp_class, initial_primal_weight_step_size_test)
   auto solver_settings = pdlp_solver_settings_t{};
   // We are just testing initial scaling on initial solution scheme so we don't care about solver
   solver_settings.set_iteration_limit(0);
-
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
   // Select the default/legacy solver with no action upon the initial scaling on initial solution
   solver_settings.set_pdlp_solver_mode(cuopt::linear_programming::pdlp_solver_mode_t::Methodical1);
   EXPECT_FALSE(cuopt::linear_programming::pdlp_hyper_params::update_step_size_on_initial_solution);
@@ -661,6 +670,7 @@ TEST(pdlp_class, per_constraint_test)
   solver_settings.set_absolute_primal_tolerance(0.1);
   solver_settings.set_relative_dual_tolerance(0);  // Shoudln't matter
   solver_settings.set_absolute_dual_tolerance(0.1);
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
   // First solve without the per constraint and it should break
   {
@@ -713,6 +723,7 @@ TEST(pdlp_class, best_primal_so_far_iteration)
   auto solver_settings = pdlp_solver_settings_t{};
   solver_settings.set_iteration_limit(3000);
   solver_settings.set_per_constraint_residual(true);
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
   cuopt::mps_parser::mps_data_model_t op_problem1 =
     cuopt::mps_parser::parse_mps(path);
@@ -741,6 +752,7 @@ TEST(pdlp_class, best_primal_so_far_time)
   solver_settings.set_time_limit(2);
   solver_settings.set_per_constraint_residual(true);
   solver_settings.set_pdlp_solver_mode(cuopt::linear_programming::pdlp_solver_mode_t::Stable1);
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
   cuopt::mps_parser::mps_data_model_t op_problem1 =
     cuopt::mps_parser::parse_mps(path);
@@ -769,6 +781,7 @@ TEST(pdlp_class, first_primal_feasible)
   solver_settings.set_iteration_limit(1000);
   solver_settings.set_per_constraint_residual(true);
   solver_settings.set_optimality_tolerance(1e-2);
+  solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
   cuopt::mps_parser::mps_data_model_t op_problem1 =
     cuopt::mps_parser::parse_mps(path);
@@ -808,6 +821,7 @@ TEST(pdlp_class, warm_start)
     solver_settings.set_pdlp_solver_mode(cuopt::linear_programming::pdlp_solver_mode_t::Stable2);
     solver_settings.set_optimality_tolerance(1e-2);
     solver_settings.set_infeasibility_detection(false);
+    solver_settings.set_method(cuopt::linear_programming::method_t::PDLP);
 
     cuopt::mps_parser::mps_data_model_t mps_data_model =
       cuopt::mps_parser::parse_mps(path);
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new file mode 100644
index 0000000000..66ded45290
--- /dev/null
+++ b/datasets/mip/minified/50v-10.mps
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diff --git a/datasets/mip/minified/cvs16r128-89.mps b/datasets/mip/minified/cvs16r128-89.mps
new file mode 100644
index 0000000000..8d3995a0ce
--- /dev/null
+++ b/datasets/mip/minified/cvs16r128-89.mps
@@ -0,0 +1,22795 @@
+NAME cvs16r128-89
+ROWS
+ N } 
+ L ! 
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+ L * 
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+  -1
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+ <, RE -1
+ <, Rn -1
+ <- M 1
+ <- "v -1
+ <- #: -1
+ <- #Y -1
+ <- #^ -1
+ <. M 1
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+ << M 1
+ << Q' -1
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+ << Qk -1
+ <= N 1
+ <= $6 -1
+ <= $9 -1
+ <> N 1
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+ =Y ;M -1
+ =Y ;f -1
+ =Y T -1
+ =Z >m -1
+ =Z @" -1
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diff --git a/datasets/mip/minified/drayage-25-23.mps b/datasets/mip/minified/drayage-25-23.mps
new file mode 100644
index 0000000000..fbe7bd4e40
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+ "=- ;X 1
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+ "=- (Q 1
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+ "=- 8' 1
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+ "=- F3 1
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+ "=- =c 1
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+ "=- +A 1
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+ "=- .r 1
+ "=- :2 1
+ "=- Ay 1
+ "=- >H 1
+ "=- 'l 1
+ "=- P) 1
+ "=- ,& 1
+ "=- 5x 1
+ "=- 9M 1
+ "=- QO 1
+ "=- K. 1
+ "=- H> 1
+ "=- 1! 1
+ "=- Id 1
+ "=- '+ 1
+ "=- ?- 1
+ "=- EN 1
+ "=- D( 1
+ "=- $; 1
+ "=- M9 1
+ "=- Ru 1
+ "=- ,g 1
+ "=- 0< 1
+ "=- A8 1
+ "=- ?n 1
+ "=- 6] 1
+ "=- -L 1
+ "=- 8h 1
+ "=- Ko 1
+ "=- &F 1
+ "=- 7' -1
+ "=- 7( -1
+ "=- 7) -1
+ "=- 7* -1
+ "=- 7+ -1
+ "=- 7, -1
+ "=- 7- -1
+ "=- 7. -1
+ "=- 7/ -1
+ "=- 70 -1
+ "=- 71 -1
+ "=- 72 -1
+ "=- 73 -1
+ "=- 74 -1
+ "=- 7g -1
+ "=- 75 -1
+ "=- 7f -1
+ "=- Di 1
+ "=- 7e -1
+ "=- 7d -1
+ "=- @S 1
+ "=- 76 -1
+ "=- 7c -1
+ "=- 77 -1
+ "=- 7b -1
+ "=- 78 -1
+ "=- 79 -1
+ "=- 7a -1
+ "=- 7: -1
+ "=- 7; -1
+ "=- 7< -1
+ "=- 7` -1
+ "=- 7= -1
+ "=- 7> -1
+ "=- 7_ -1
+ "=- 7? -1
+ "=- 7^ -1
+ "=- 7@ -1
+ "=- 7A -1
+ "=- 7C -1
+ "=- 7] -1
+ "=- 7D -1
+ "=- 7E -1
+ "=- 7\ -1
+ "=- 7F -1
+ "=- 7G -1
+ "=- 7[ -1
+ "=- $| 1
+ "=- 7H -1
+ "=- 7I -1
+ "=- 7Z -1
+ "=- /W 1
+ "=- 7Y -1
+ "=- .1 1
+ "=- %a 1
+ "=- 7X -1
+ "=- 7J -1
+ "=- 7K -1
+ "=- 7W -1
+ "=- R4 1
+ "=- 7V -1
+ "=- 7L -1
+ "=- 7M -1
+ "=- 7U -1
+ "=- 7N -1
+ "=- Mz 1
+ "=- 7T -1
+ "=- 7O -1
+ "=- 7S -1
+ "=- 7P -1
+ "=- 7R -1
+ "=- I# 1
+ "=- 7Q -1
+ "=. 80 -1
+ "=. I$ 1
+ "=. ;Y 1
+ "=. 3- 1
+ "=. 1" 1
+ "=. 83 -1
+ "=. 3n 1
+ "=. M{ 1
+ "=. QP 1
+ "=. K/ 1
+ "=. R5 1
+ "=. 7{ -1
+ "=. 8/ -1
+ "=. H? 1
+ "=. LU 1
+ "=. #W 1
+ "=. %b 1
+ "=. 8= -1
+ "=. Ie 1
+ "=. Fu 1
+ "=. .2 1
+ "=. 9N 1
+ "=. 5y 1
+ "=. .s 1
+ "=. 8< -1
+ "=. )7 1
+ "=. %! 1
+ "=. 7z -1
+ "=. 8. -1
+ "=. 7C 1
+ "=. ,' 1
+ "=. 8; -1
+ "=. 8> -1
+ "=. JJ 1
+ "=. 8? -1
+ "=. 7| -1
+ "=. 8@ -1
+ "=. 8- -1
+ "=. 8A -1
+ "=. 8: -1
+ "=. 8B -1
+ "=. )x 1
+ "=. 8C -1
+ "=. 82 -1
+ "=. 8D -1
+ "=. 8, -1
+ "=. 8E -1
+ "=. 89 -1
+ "=. 8F -1
+ "=. P* 1
+ "=. 8G -1
+ "=. N` 1
+ "=. Dj 1
+ "=. @T 1
+ "=. 88 -1
+ "=. 7h -1
+ "=. 7i -1
+ "=. 7j -1
+ "=. 8! -1
+ "=. 7k -1
+ "=. 7l -1
+ "=. 7m -1
+ "=. 87 -1
+ "=. 7n -1
+ "=. 7o -1
+ "=. 7p -1
+ "=. Pk 1
+ "=. 7q -1
+ "=. 8H -1
+ "=. 8I -1
+ "=. 8J -1
+ "=. 8K -1
+ "=. 8L -1
+ "=. 'm 1
+ "=. ', 1
+ "=. Rv 1
+ "=. >I 1
+ "=. Az 1
+ "=. 84 -1
+ "=. 8" -1
+ "=. ?. 1
+ "=. :3 1
+ "=. 8# -1
+ "=. EO 1
+ "=. 1c 1
+ "=. 7y -1
+ "=. 7x -1
+ "=. D) 1
+ "=. $< 1
+ "=. 85 -1
+ "=. +B 1
+ "=. 81 -1
+ "=. 58 1
+ "=. 7r -1
+ "=. =d 1
+ "=. &G 1
+ "=. M: 1
+ "=. 8$ -1
+ "=. 7w -1
+ "=. GZ 1
+ "=. 7s -1
+ "=. B_ 1
+ "=. ,h 1
+ "=. 8% -1
+ "=. 2H 1
+ "=. /X 1
+ "=. F4 1
+ "=. 8+ -1
+ "=. Kp 1
+ "=. =# 1
+ "=. 8& -1
+ "=. OE 1
+ "=. 86 -1
+ "=. 4S 1
+ "=. 0= 1
+ "=. 7v -1
+ "=. *] 1
+ "=. :t 1
+ "=. 8i 1
+ "=. <> 1
+ "=. 8' -1
+ "=. A9 1
+ "=. 8) -1
+ "=. 7u -1
+ "=. -M 1
+ "=. 6^ 1
+ "=. 7t -1
+ "=. 8* -1
+ "=. (R 1
+ "=. CD 1
+ "=. ?o 1
+ "=/ 3. 1
+ "=/ ;Z 1
+ "=/ 8) 1
+ "=/ 8m -1
+ "=/ 8l -1
+ "=/ (S 1
+ "=/ 6_ 1
+ "=/ ?p 1
+ "=/ 8k -1
+ "=/ 8n -1
+ "=/ @U 1
+ "=/ 8i -1
+ "=/ -N 1
+ "=/ 8o -1
+ "=/ CE 1
+ "=/ Kq 1
+ "=/ 8p -1
+ "=/ A: 1
+ "=/ OF 1
+ "=/ 8q -1
+ "=/  1
+ "=/ *^ 1
+ "=/ 8g -1
+ "=/ /Y 1
+ "=/ 8s -1
+ "=/ =$ 1
+ "=/ F5 1
+ "=/ 2I 1
+ "=/ 8t -1
+ "=/ 8f -1
+ "=/ 8e -1
+ "=/ Pl 1
+ "=/ ,i 1
+ "=/ 8u -1
+ "=/ 8d -1
+ "=/ B` 1
+ "=/ 8c -1
+ "=/ 8v -1
+ "=/ G[ 1
+ "=/ &H 1
+ "=/ 8w -1
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P 1
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 1
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+BOUNDS
+ BV ~ ! 
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+ BV ~ I 
+ BV ~ J 
+ BV ~ K 
+ BV ~ L 
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+ "XU .= 1
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+ "XV .= 1
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+ "XW .= 1
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+ "Y3 .C 1
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+ "Y4 Fo 2
+ "Y5 .D 1
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+ "Y5 F^ 2
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+ "Y: .F 1
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+ "YR .G 1
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+ "YY .H 1
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+ "YY FJ 5
+ "YZ .H 1
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+ "YZ FK 5
+ "Y[ .H 1
+ "Y[ F! 5
+ "Y[ FL 5
+ "Y\ .H 1
+ "Y\ F" 5
+ "Y\ FM 5
+ "Y] .H 1
+ "Y] F# 5
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+ "Y^ .H 1
+ "Y^ F$ 5
+ "Y^ FO 5
+ "Y_ .H 1
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+ "Y_ FP 5
+ "Y` .H 1
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+ "Y` FQ 5
+ "Ya .H 1
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+ "Ya FR 5
+ "Yb .H 1
+ "Yb F( 5
+ "Yb FS 5
+ "Yc .H 1
+ "Yc F) 5
+ "Yc FT 5
+ "Yd .H 1
+ "Yd F* 5
+ "Yd FU 5
+ "Ye .I 1
+ "Ye FH 28
+ "Yf .I 1
+ "Yf FI 28
+ "Yg .I 1
+ "Yg FJ 28
+ "Yh .I 1
+ "Yh FK 28
+ "Yi .I 1
+ "Yi FL 28
+ "Yj .I 1
+ "Yj FM 28
+ "Yk .I 1
+ "Yk FN 28
+ "Yl .I 1
+ "Yl FO 28
+ "Ym .I 1
+ "Ym FP 28
+ "Yn .I 1
+ "Yn FQ 28
+ "Yo .I 1
+ "Yo FR 28
+ "Yp .I 1
+ "Yp FS 28
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+ $HA FV 1
+ $HB <* 1
+ $HB F, 1
+ $HB FW 1
+ $HC <* 1
+ $HC F- 1
+ $HC FX 1
+ $HD <* 1
+ $HD F/ 1
+ $HD FZ 1
+ $HE <* 1
+ $HE F0 1
+ $HE F[ 1
+ $HF <* 1
+ $HF F2 1
+ $HF F] 1
+ $HG <* 1
+ $HG F3 1
+ $HG F^ 1
+ $HH <* 1
+ $HH F4 1
+ $HH F_ 1
+ $HI <* 1
+ $HI F6 1
+ $HI Fa 1
+ $HJ <* 1
+ $HJ F8 1
+ $HJ Fc 1
+ $HK <* 1
+ $HK F9 1
+ $HK Fd 1
+ $HL <* 1
+ $HL F: 1
+ $HL Fe 1
+ $HM <* 1
+ $HM F; 1
+ $HM Ff 1
+ $HN <+ 1
+ $HN Ey 1
+ $HN FH 1
+ $HO <+ 1
+ $HO Ez 1
+ $HO FI 1
+ $HP <+ 1
+ $HP E{ 1
+ $HP FJ 1
+ $HQ <+ 1
+ $HQ E| 1
+ $HQ FK 1
+ $HR <+ 1
+ $HR F" 1
+ $HR FM 1
+ $HS <+ 1
+ $HS F# 1
+ $HS FN 1
+ $HT <+ 1
+ $HT F$ 1
+ $HT FO 1
+ $HU <+ 1
+ $HU F% 1
+ $HU FP 1
+ $HV <+ 1
+ $HV F' 1
+ $HV FR 1
+ $HW <+ 1
+ $HW F( 1
+ $HW FS 1
+ $HX <+ 1
+ $HX F) 1
+ $HX FT 1
+ $HY <, 1
+ $HY F) 7
+ $HY FT 7
+ $HZ <- 1
+ $HZ F) 5
+ $HZ FT 5
+ $H[ <. 1
+ $H[ F) 5
+ $H[ FT 5
+ $H\  1
+ $I. Fi 1
+ $I/ << 1
+ $I/ F? 1
+ $I/ Fj 1
+ $I0 << 1
+ $I0 F@ 1
+ $I0 Fk 1
+ $I1 << 1
+ $I1 FA 1
+ $I1 Fl 1
+ $I2 << 1
+ $I2 FB 1
+ $I2 Fm 1
+ $I3 << 1
+ $I3 FC 1
+ $I3 Fn 1
+ $I4 << 1
+ $I4 FD 1
+ $I4 Fo 1
+ $I5 << 1
+ $I5 FE 1
+ $I5 Fp 1
+ $I6 << 1
+ $I6 FF 1
+ $I6 Fq 1
+ $I7 << 1
+ $I7 FG 1
+ $I7 Fr 1
+ $I8 <= 1
+ $I8 F= 10
+ $I8 Fh 10
+ $I9 <= 1
+ $I9 F? 10
+ $I9 Fj 10
+ $I: <> 1
+ $I: F$ 10
+ $I: FO 10
+ $I; <> 1
+ $I; F% 10
+ $I; FP 10
+ $I<   E{ 10
+ $I> FJ 10
+ $I?  10
+ $I] Fi 10
+ $I^  10
+ $J, Fi 10
+ $J- <@ 1
+ $J- F? 10
+ $J- Fj 10
+ $J. <@ 1
+ $J. F@ 10
+ $J. Fk 10
+ $J/ <@ 1
+ $J/ FA 10
+ $J/ Fl 10
+ $J0 <@ 1
+ $J0 FB 10
+ $J0 Fm 10
+ $J1 <@ 1
+ $J1 FC 10
+ $J1 Fn 10
+ $J2 <@ 1
+ $J2 FD 10
+ $J2 Fo 10
+ $J3 <@ 1
+ $J3 FE 10
+ $J3 Fp 10
+ $J4 <@ 1
+ $J4 FF 10
+ $J4 Fq 10
+ $J5 <@ 1
+ $J5 FG 10
+ $J5 Fr 10
+ $J6  3
+ $J< Fi 3
+ $J=   F@ 3
+ $J> Fk 3
+ $J?  31
+ $Jc Fi 31
+ $Jd  <\ 1
+ $K> F? 10
+ $K> Fj 10
+ $K? <] 1
+ $K? F$ 10
+ $K? FO 10
+ $K@ <] 1
+ $K@ F% 10
+ $K@ FP 10
+ $KA <^ 1
+ $KA F= 1
+ $KA Fh 1
+ $KB <^ 1
+ $KB F> 1
+ $KB Fi 1
+ $KC <^ 1
+ $KC F? 1
+ $KC Fj 1
+ $KD <^ 1
+ $KD F@ 1
+ $KD Fk 1
+ $KE <^ 1
+ $KE FA 1
+ $KE Fl 1
+ $KF <^ 1
+ $KF FB 1
+ $KF Fm 1
+ $KG <^ 1
+ $KG FC 1
+ $KG Fn 1
+ $KH <^ 1
+ $KH FD 1
+ $KH Fo 1
+ $KI <^ 1
+ $KI FE 1
+ $KI Fp 1
+ $KJ <^ 1
+ $KJ FF 1
+ $KJ Fq 1
+ $KK <^ 1
+ $KK FG 1
+ $KK Fr 1
+ $KL <_ 1
+ $KL F+ 1
+ $KL FV 1
+ $KM <_ 1
+ $KM F, 1
+ $KM FW 1
+ $KN <_ 1
+ $KN F- 1
+ $KN FX 1
+ $KO <_ 1
+ $KO F. 1
+ $KO FY 1
+ $KP <_ 1
+ $KP F/ 1
+ $KP FZ 1
+ $KQ <_ 1
+ $KQ F0 1
+ $KQ F[ 1
+ $KR <_ 1
+ $KR F1 1
+ $KR F\ 1
+ $KS <_ 1
+ $KS F2 1
+ $KS F] 1
+ $KT <_ 1
+ $KT F3 1
+ $KT F^ 1
+ $KU <_ 1
+ $KU F4 1
+ $KU F_ 1
+ $KV <_ 1
+ $KV F5 1
+ $KV F` 1
+ $KW <_ 1
+ $KW F6 1
+ $KW Fa 1
+ $KX <_ 1
+ $KX F7 1
+ $KX Fb 1
+ $KY <_ 1
+ $KY F8 1
+ $KY Fc 1
+ $KZ <_ 1
+ $KZ F9 1
+ $KZ Fd 1
+ $K[ <_ 1
+ $K[ F: 1
+ $K[ Fe 1
+ $K\ <_ 1
+ $K\ F; 1
+ $K\ Ff 1
+ $K] <_ 1
+ $K] F< 1
+ $K] Fg 1
+ $K^ <` 1
+ $K^ Ey 1
+ $K^ FH 1
+ $K_ <` 1
+ $K_ Ez 1
+ $K_ FI 1
+ $K` <` 1
+ $K` E{ 1
+ $K` FJ 1
+ $Ka <` 1
+ $Ka E| 1
+ $Ka FK 1
+ $Kb <` 1
+ $Kb F! 1
+ $Kb FL 1
+ $Kc <` 1
+ $Kc F" 1
+ $Kc FM 1
+ $Kd <` 1
+ $Kd F# 1
+ $Kd FN 1
+ $Ke <` 1
+ $Ke F$ 1
+ $Ke FO 1
+ $Kf <` 1
+ $Kf F% 1
+ $Kf FP 1
+ $Kg <` 1
+ $Kg F& 1
+ $Kg FQ 1
+ $Kh <` 1
+ $Kh F' 1
+ $Kh FR 1
+ $Ki <` 1
+ $Ki F( 1
+ $Ki FS 1
+ $Kj <` 1
+ $Kj F) 1
+ $Kj FT 1
+ $Kk <` 1
+ $Kk F* 1
+ $Kk FU 1
+ $Kl   FF 10
+ $L> Fq 10
+ $L?  1
+ $LI Fi 1
+ $LJ =! 1
+ $LJ F? 1
+ $LJ Fj 1
+ $LK =! 1
+ $LK F@ 1
+ $LK Fk 1
+ $LL =! 1
+ $LL FA 1
+ $LL Fl 1
+ $LM =! 1
+ $LM FB 1
+ $LM Fm 1
+ $LN =! 1
+ $LN FC 1
+ $LN Fn 1
+ $LO =! 1
+ $LO FD 1
+ $LO Fo 1
+ $LP =! 1
+ $LP FE 1
+ $LP Fp 1
+ $LQ =! 1
+ $LQ FF 1
+ $LQ Fq 1
+ $LR =! 1
+ $LR FG 1
+ $LR Fr 1
+ $LS =" 1
+ $LS F+ 1
+ $LS FV 1
+ $LT =" 1
+ $LT F, 1
+ $LT FW 1
+ $LU =" 1
+ $LU F- 1
+ $LU FX 1
+ $LV =" 1
+ $LV F. 1
+ $LV FY 1
+ $LW =" 1
+ $LW F/ 1
+ $LW FZ 1
+ $LX =" 1
+ $LX F0 1
+ $LX F[ 1
+ $LY =" 1
+ $LY F1 1
+ $LY F\ 1
+ $LZ =" 1
+ $LZ F2 1
+ $LZ F] 1
+ $L[ =" 1
+ $L[ F3 1
+ $L[ F^ 1
+ $L\ =" 1
+ $L\ F4 1
+ $L\ F_ 1
+ $L] =" 1
+ $L] F5 1
+ $L] F` 1
+ $L^ =" 1
+ $L^ F6 1
+ $L^ Fa 1
+ $L_ =" 1
+ $L_ F7 1
+ $L_ Fb 1
+ $L` =" 1
+ $L` F8 1
+ $L` Fc 1
+ $La =" 1
+ $La F9 1
+ $La Fd 1
+ $Lb =" 1
+ $Lb F: 1
+ $Lb Fe 1
+ $Lc =" 1
+ $Lc F; 1
+ $Lc Ff 1
+ $Ld =" 1
+ $Ld F< 1
+ $Ld Fg 1
+ $Le =# 1
+ $Le Ey 1
+ $Le FH 1
+ $Lf =# 1
+ $Lf Ez 1
+ $Lf FI 1
+ $Lg =# 1
+ $Lg E{ 1
+ $Lg FJ 1
+ $Lh =# 1
+ $Lh E| 1
+ $Lh FK 1
+ $Li =# 1
+ $Li F! 1
+ $Li FL 1
+ $Lj =# 1
+ $Lj F" 1
+ $Lj FM 1
+ $Lk =# 1
+ $Lk F# 1
+ $Lk FN 1
+ $Ll =# 1
+ $Ll F$ 1
+ $Ll FO 1
+ $Lm =# 1
+ $Lm F% 1
+ $Lm FP 1
+ $Ln =# 1
+ $Ln F& 1
+ $Ln FQ 1
+ $Lo =# 1
+ $Lo F' 1
+ $Lo FR 1
+ $Lp =# 1
+ $Lp F( 1
+ $Lp FS 1
+ $Lq =# 1
+ $Lq F) 1
+ $Lq FT 1
+ $Lr =# 1
+ $Lr F* 1
+ $Lr FU 1
+ $Ls =$ 1
+ $Ls F= 5
+ $Ls Fh 5
+ $Lt =$ 1
+ $Lt F> 5
+ $Lt Fi 5
+ $Lu =$ 1
+ $Lu F? 5
+ $Lu Fj 5
+ $Lv =$ 1
+ $Lv F@ 5
+ $Lv Fk 5
+ $Lw =$ 1
+ $Lw FA 5
+ $Lw Fl 5
+ $Lx =$ 1
+ $Lx FB 5
+ $Lx Fm 5
+ $Ly =$ 1
+ $Ly FC 5
+ $Ly Fn 5
+ $Lz =$ 1
+ $Lz FD 5
+ $Lz Fo 5
+ $L{ =$ 1
+ $L{ FE 5
+ $L{ Fp 5
+ $L| =$ 1
+ $L| FF 5
+ $L| Fq 5
+ $M! =$ 1
+ $M! FG 5
+ $M! Fr 5
+ $M" =% 1
+ $M" F+ 5
+ $M" FV 5
+ $M# =% 1
+ $M# F, 5
+ $M# FW 5
+ $M$ =% 1
+ $M$ F- 5
+ $M$ FX 5
+ $M% =% 1
+ $M% F. 5
+ $M% FY 5
+ $M& =% 1
+ $M& F/ 5
+ $M& FZ 5
+ $M' =% 1
+ $M' F0 5
+ $M' F[ 5
+ $M( =% 1
+ $M( F1 5
+ $M( F\ 5
+ $M) =% 1
+ $M) F2 5
+ $M) F] 5
+ $M* =% 1
+ $M* F3 5
+ $M* F^ 5
+ $M+ =% 1
+ $M+ F4 5
+ $M+ F_ 5
+ $M, =% 1
+ $M, F5 5
+ $M, F` 5
+ $M- =% 1
+ $M- F6 5
+ $M- Fa 5
+ $M. =% 1
+ $M. F7 5
+ $M. Fb 5
+ $M/ =% 1
+ $M/ F8 5
+ $M/ Fc 5
+ $M0 =% 1
+ $M0 F9 5
+ $M0 Fd 5
+ $M1 =% 1
+ $M1 F: 5
+ $M1 Fe 5
+ $M2 =% 1
+ $M2 F; 5
+ $M2 Ff 5
+ $M3 =% 1
+ $M3 F< 5
+ $M3 Fg 5
+ $M4 =& 1
+ $M4 Ey 5
+ $M4 FH 5
+ $M5 =& 1
+ $M5 Ez 5
+ $M5 FI 5
+ $M6 =& 1
+ $M6 E{ 5
+ $M6 FJ 5
+ $M7 =& 1
+ $M7 E| 5
+ $M7 FK 5
+ $M8 =& 1
+ $M8 F! 5
+ $M8 FL 5
+ $M9 =& 1
+ $M9 F" 5
+ $M9 FM 5
+ $M: =& 1
+ $M: F# 5
+ $M: FN 5
+ $M; =& 1
+ $M; F$ 5
+ $M; FO 5
+ $M< =& 1
+ $M< F% 5
+ $M< FP 5
+ $M= =& 1
+ $M= F& 5
+ $M= FQ 5
+ $M> =& 1
+ $M> F' 5
+ $M> FR 5
+ $M? =& 1
+ $M? F( 5
+ $M? FS 5
+ $M@ =& 1
+ $M@ F) 5
+ $M@ FT 5
+ $MA =& 1
+ $MA F* 5
+ $MA FU 5
+ $MB =' 1
+ $MB F= 15
+ $MB Fh 15
+ $MC =' 1
+ $MC F> 15
+ $MC Fi 15
+ $MD =' 1
+ $MD F? 15
+ $MD Fj 15
+ $ME =' 1
+ $ME F@ 15
+ $ME Fk 15
+ $MF =' 1
+ $MF FA 15
+ $MF Fl 15
+ $MG =' 1
+ $MG FB 15
+ $MG Fm 15
+ $MH =' 1
+ $MH FC 15
+ $MH Fn 15
+ $MI =' 1
+ $MI FD 15
+ $MI Fo 15
+ $MJ =' 1
+ $MJ FE 15
+ $MJ Fp 15
+ $MK =' 1
+ $MK FF 15
+ $MK Fq 15
+ $ML =' 1
+ $ML FG 15
+ $ML Fr 15
+ $MM =( 1
+ $MM Ey 15
+ $MM FH 15
+ $MN =( 1
+ $MN Ez 15
+ $MN FI 15
+ $MO =( 1
+ $MO E{ 15
+ $MO FJ 15
+ $MP =( 1
+ $MP E| 15
+ $MP FK 15
+ $MQ =( 1
+ $MQ F! 15
+ $MQ FL 15
+ $MR =( 1
+ $MR F" 15
+ $MR FM 15
+ $MS =( 1
+ $MS F# 15
+ $MS FN 15
+ $MT =( 1
+ $MT F$ 15
+ $MT FO 15
+ $MU =( 1
+ $MU F% 15
+ $MU FP 15
+ $MV =( 1
+ $MV F& 15
+ $MV FQ 15
+ $MW =( 1
+ $MW F' 15
+ $MW FR 15
+ $MX =( 1
+ $MX F( 15
+ $MX FS 15
+ $MY =( 1
+ $MY F) 15
+ $MY FT 15
+ $MZ =( 1
+ $MZ F* 15
+ $MZ FU 15
+ $M[ =) 1
+ $M[ F= 15
+ $M[ Fh 15
+ $M\ =) 1
+ $M\ F> 15
+ $M\ Fi 15
+ $M] =) 1
+ $M] F? 15
+ $M] Fj 15
+ $M^ =) 1
+ $M^ F@ 15
+ $M^ Fk 15
+ $M_ =) 1
+ $M_ FA 15
+ $M_ Fl 15
+ $M` =) 1
+ $M` FB 15
+ $M` Fm 15
+ $Ma =) 1
+ $Ma FC 15
+ $Ma Fn 15
+ $Mb =) 1
+ $Mb FD 15
+ $Mb Fo 15
+ $Mc =) 1
+ $Mc FE 15
+ $Mc Fp 15
+ $Md =) 1
+ $Md FF 15
+ $Md Fq 15
+ $Me =) 1
+ $Me FG 15
+ $Me Fr 15
+ $Mf =* 1
+ $Mf F+ 20
+ $Mf FV 20
+ $Mg =* 1
+ $Mg F, 20
+ $Mg FW 20
+ $Mh =* 1
+ $Mh F- 20
+ $Mh FX 20
+ $Mi =* 1
+ $Mi F. 20
+ $Mi FY 20
+ $Mj =* 1
+ $Mj F/ 20
+ $Mj FZ 20
+ $Mk =* 1
+ $Mk F0 20
+ $Mk F[ 20
+ $Ml =* 1
+ $Ml F1 20
+ $Ml F\ 20
+ $Mm =* 1
+ $Mm F2 20
+ $Mm F] 20
+ $Mn =* 1
+ $Mn F3 20
+ $Mn F^ 20
+ $Mo =* 1
+ $Mo F4 20
+ $Mo F_ 20
+ $Mp =* 1
+ $Mp F5 20
+ $Mp F` 20
+ $Mq =* 1
+ $Mq F6 20
+ $Mq Fa 20
+ $Mr =* 1
+ $Mr F7 20
+ $Mr Fb 20
+ $Ms =* 1
+ $Ms F8 20
+ $Ms Fc 20
+ $Mt =* 1
+ $Mt F9 20
+ $Mt Fd 20
+ $Mu =* 1
+ $Mu F: 20
+ $Mu Fe 20
+ $Mv =* 1
+ $Mv F; 20
+ $Mv Ff 20
+ $Mw =* 1
+ $Mw F< 20
+ $Mw Fg 20
+ $Mx =+ 1
+ $Mx F+ 25
+ $Mx FV 25
+ $My =+ 1
+ $My F, 25
+ $My FW 25
+ $Mz =+ 1
+ $Mz F- 25
+ $Mz FX 25
+ $M{ =+ 1
+ $M{ F. 25
+ $M{ FY 25
+ $M| =+ 1
+ $M| F/ 25
+ $M| FZ 25
+ $N! =+ 1
+ $N! F0 25
+ $N! F[ 25
+ $N" =+ 1
+ $N" F1 25
+ $N" F\ 25
+ $N# =+ 1
+ $N# F2 25
+ $N# F] 25
+ $N$ =+ 1
+ $N$ F3 25
+ $N$ F^ 25
+ $N% =+ 1
+ $N% F4 25
+ $N% F_ 25
+ $N& =+ 1
+ $N& F5 25
+ $N& F` 25
+ $N' =+ 1
+ $N' F6 25
+ $N' Fa 25
+ $N( =+ 1
+ $N( F7 25
+ $N( Fb 25
+ $N) =+ 1
+ $N) F8 25
+ $N) Fc 25
+ $N* =+ 1
+ $N* F9 25
+ $N* Fd 25
+ $N+ =+ 1
+ $N+ F: 25
+ $N+ Fe 25
+ $N, =+ 1
+ $N, F; 25
+ $N, Ff 25
+ $N- =+ 1
+ $N- F< 25
+ $N- Fg 25
+ $N. =, 1
+ $N. F+ 10
+ $N. FV 10
+ $N/ =, 1
+ $N/ F, 10
+ $N/ FW 10
+ $N0 =, 1
+ $N0 F- 10
+ $N0 FX 10
+ $N1 =, 1
+ $N1 F. 10
+ $N1 FY 10
+ $N2 =, 1
+ $N2 F/ 10
+ $N2 FZ 10
+ $N3 =, 1
+ $N3 F0 10
+ $N3 F[ 10
+ $N4 =, 1
+ $N4 F1 10
+ $N4 F\ 10
+ $N5 =, 1
+ $N5 F2 10
+ $N5 F] 10
+ $N6 =, 1
+ $N6 F3 10
+ $N6 F^ 10
+ $N7 =, 1
+ $N7 F4 10
+ $N7 F_ 10
+ $N8 =, 1
+ $N8 F5 10
+ $N8 F` 10
+ $N9 =, 1
+ $N9 F6 10
+ $N9 Fa 10
+ $N: =, 1
+ $N: F7 10
+ $N: Fb 10
+ $N; =, 1
+ $N; F8 10
+ $N; Fc 10
+ $N< =, 1
+ $N< F9 10
+ $N< Fd 10
+ $N= =, 1
+ $N= F: 10
+ $N= Fe 10
+ $N> =, 1
+ $N> F; 10
+ $N> Ff 10
+ $N? =, 1
+ $N? F< 10
+ $N? Fg 10
+ $N@ =- 1
+ $N@ F+ 20
+ $N@ FV 20
+ $NA =- 1
+ $NA F, 20
+ $NA FW 20
+ $NB =- 1
+ $NB F- 20
+ $NB FX 20
+ $NC =- 1
+ $NC F. 20
+ $NC FY 20
+ $ND =- 1
+ $ND F/ 20
+ $ND FZ 20
+ $NE =- 1
+ $NE F0 20
+ $NE F[ 20
+ $NF =- 1
+ $NF F1 20
+ $NF F\ 20
+ $NG =- 1
+ $NG F2 20
+ $NG F] 20
+ $NH =- 1
+ $NH F3 20
+ $NH F^ 20
+ $NI =- 1
+ $NI F4 20
+ $NI F_ 20
+ $NJ =- 1
+ $NJ F5 20
+ $NJ F` 20
+ $NK =- 1
+ $NK F6 20
+ $NK Fa 20
+ $NL =- 1
+ $NL F7 20
+ $NL Fb 20
+ $NM =- 1
+ $NM F8 20
+ $NM Fc 20
+ $NN =- 1
+ $NN F9 20
+ $NN Fd 20
+ $NO =- 1
+ $NO F: 20
+ $NO Fe 20
+ $NP =- 1
+ $NP F; 20
+ $NP Ff 20
+ $NQ =- 1
+ $NQ F< 20
+ $NQ Fg 20
+ $NR =. 1
+ $NR F+ 10
+ $NR FV 10
+ $NS =. 1
+ $NS F, 10
+ $NS FW 10
+ $NT =. 1
+ $NT F- 10
+ $NT FX 10
+ $NU =. 1
+ $NU F. 10
+ $NU FY 10
+ $NV =. 1
+ $NV F/ 10
+ $NV FZ 10
+ $NW =. 1
+ $NW F0 10
+ $NW F[ 10
+ $NX =. 1
+ $NX F1 10
+ $NX F\ 10
+ $NY =. 1
+ $NY F2 10
+ $NY F] 10
+ $NZ =. 1
+ $NZ F3 10
+ $NZ F^ 10
+ $N[ =. 1
+ $N[ F4 10
+ $N[ F_ 10
+ $N\ =. 1
+ $N\ F5 10
+ $N\ F` 10
+ $N] =. 1
+ $N] F6 10
+ $N] Fa 10
+ $N^ =. 1
+ $N^ F7 10
+ $N^ Fb 10
+ $N_ =. 1
+ $N_ F8 10
+ $N_ Fc 10
+ $N` =. 1
+ $N` F9 10
+ $N` Fd 10
+ $Na =. 1
+ $Na F: 10
+ $Na Fe 10
+ $Nb =. 1
+ $Nb F; 10
+ $Nb Ff 10
+ $Nc =. 1
+ $Nc F< 10
+ $Nc Fg 10
+ $Nd =/ 1
+ $Nd F+ 25
+ $Nd FV 25
+ $Ne =/ 1
+ $Ne F, 25
+ $Ne FW 25
+ $Nf =/ 1
+ $Nf F- 25
+ $Nf FX 25
+ $Ng =/ 1
+ $Ng F. 25
+ $Ng FY 25
+ $Nh =/ 1
+ $Nh F/ 25
+ $Nh FZ 25
+ $Ni =/ 1
+ $Ni F0 25
+ $Ni F[ 25
+ $Nj =/ 1
+ $Nj F1 25
+ $Nj F\ 25
+ $Nk =/ 1
+ $Nk F2 25
+ $Nk F] 25
+ $Nl =/ 1
+ $Nl F3 25
+ $Nl F^ 25
+ $Nm =/ 1
+ $Nm F4 25
+ $Nm F_ 25
+ $Nn =/ 1
+ $Nn F5 25
+ $Nn F` 25
+ $No =/ 1
+ $No F6 25
+ $No Fa 25
+ $Np =/ 1
+ $Np F7 25
+ $Np Fb 25
+ $Nq =/ 1
+ $Nq F8 25
+ $Nq Fc 25
+ $Nr =/ 1
+ $Nr F9 25
+ $Nr Fd 25
+ $Ns =/ 1
+ $Ns F: 25
+ $Ns Fe 25
+ $Nt =/ 1
+ $Nt F; 25
+ $Nt Ff 25
+ $Nu =/ 1
+ $Nu F< 25
+ $Nu Fg 25
+ $Nv =0 1
+ $Nv F+ 25
+ $Nv FV 25
+ $Nw =0 1
+ $Nw F, 25
+ $Nw FW 25
+ $Nx =0 1
+ $Nx F- 25
+ $Nx FX 25
+ $Ny =0 1
+ $Ny F. 25
+ $Ny FY 25
+ $Nz =0 1
+ $Nz F/ 25
+ $Nz FZ 25
+ $N{ =0 1
+ $N{ F0 25
+ $N{ F[ 25
+ $N| =0 1
+ $N| F1 25
+ $N| F\ 25
+ $O! =0 1
+ $O! F2 25
+ $O! F] 25
+ $O" =0 1
+ $O" F3 25
+ $O" F^ 25
+ $O# =0 1
+ $O# F4 25
+ $O# F_ 25
+ $O$ =0 1
+ $O$ F5 25
+ $O$ F` 25
+ $O% =0 1
+ $O% F6 25
+ $O% Fa 25
+ $O& =0 1
+ $O& F7 25
+ $O& Fb 25
+ $O' =0 1
+ $O' F8 25
+ $O' Fc 25
+ $O( =0 1
+ $O( F9 25
+ $O( Fd 25
+ $O) =0 1
+ $O) F: 25
+ $O) Fe 25
+ $O* =0 1
+ $O* F; 25
+ $O* Ff 25
+ $O+ =0 1
+ $O+ F< 25
+ $O+ Fg 25
+ $O, =1 1
+ $O, F+ 40
+ $O, FV 40
+ $O- =1 1
+ $O- F, 40
+ $O- FW 40
+ $O. =1 1
+ $O. F- 40
+ $O. FX 40
+ $O/ =1 1
+ $O/ F. 40
+ $O/ FY 40
+ $O0 =1 1
+ $O0 F/ 40
+ $O0 FZ 40
+ $O1 =1 1
+ $O1 F0 40
+ $O1 F[ 40
+ $O2 =1 1
+ $O2 F1 40
+ $O2 F\ 40
+ $O3 =1 1
+ $O3 F2 40
+ $O3 F] 40
+ $O4 =1 1
+ $O4 F3 40
+ $O4 F^ 40
+ $O5 =1 1
+ $O5 F4 40
+ $O5 F_ 40
+ $O6 =1 1
+ $O6 F5 40
+ $O6 F` 40
+ $O7 =1 1
+ $O7 F6 40
+ $O7 Fa 40
+ $O8 =1 1
+ $O8 F7 40
+ $O8 Fb 40
+ $O9 =1 1
+ $O9 F8 40
+ $O9 Fc 40
+ $O: =1 1
+ $O: F9 40
+ $O: Fd 40
+ $O; =1 1
+ $O; F: 40
+ $O; Fe 40
+ $O< =1 1
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+ $O= Fg 40
+ $O> =2 1
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+ $O? E2 20
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+ $O@ E3 20
+ $O@ E^ 20
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+ $OA =2 1
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+ $OB =2 1
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+ $OC =2 1
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+ $OC E6 20
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+ $OD =2 1
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+ $OE =2 1
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+ $OE Ec 20
+ $OE F2 20
+ $OE F] 20
+ $OF =2 1
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+ $OG =2 1
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+ $OG F4 20
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+ $OH =2 1
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+ $OH F5 20
+ $OH F` 20
+ $OI =2 1
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+ $OI F6 20
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+ $OJ =2 1
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+ $OK =2 1
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+ $OK E> 20
+ $OK Ei 20
+ $OK F8 20
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+ $OL =2 1
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+ $OL E? 20
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+ $OM =2 1
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+ $ON =2 1
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+ $ON Dr 20
+ $ON EA 20
+ $ON El 20
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+ $OO =2 1
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+ $OO Em 20
+ $OO F< 20
+ $OO Fg 20
+ $OP =3 1
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+ $OP F^ 14
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+ $OQ F4 14
+ $OQ F_ 14
+ $OR =4 1
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+ $OR FK 14
+ $OS =4 1
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+ $OS FM 14
+ $OT =5 1
+ $OT Ew 14
+ $OT FF 14
+ $OT Fq 14
+ $OU =6 1
+ $OU F= 1
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+ $OV =6 1
+ $OV F> 1
+ $OV Fi 1
+ $OW =6 1
+ $OW F? 1
+ $OW Fj 1
+ $OX =6 1
+ $OX F@ 1
+ $OX Fk 1
+ $OY =6 1
+ $OY FA 1
+ $OY Fl 1
+ $OZ =6 1
+ $OZ FB 1
+ $OZ Fm 1
+ $O[ =6 1
+ $O[ FC 1
+ $O[ Fn 1
+ $O\ =6 1
+ $O\ FD 1
+ $O\ Fo 1
+ $O] =6 1
+ $O] FE 1
+ $O] Fp 1
+ $O^ =6 1
+ $O^ FF 1
+ $O^ Fq 1
+ $O_ =6 1
+ $O_ FG 1
+ $O_ Fr 1
+ $O` =7 1
+ $O` F+ 1
+ $O` FV 1
+ $Oa =7 1
+ $Oa F, 1
+ $Oa FW 1
+ $Ob =7 1
+ $Ob F- 1
+ $Ob FX 1
+ $Oc =7 1
+ $Oc F. 1
+ $Oc FY 1
+ $Od =7 1
+ $Od F/ 1
+ $Od FZ 1
+ $Oe =7 1
+ $Oe F0 1
+ $Oe F[ 1
+ $Of =7 1
+ $Of F1 1
+ $Of F\ 1
+ $Og =7 1
+ $Og F2 1
+ $Og F] 1
+ $Oh =7 1
+ $Oh F3 1
+ $Oh F^ 1
+ $Oi =7 1
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+ $Oi F_ 1
+ $Oj =7 1
+ $Oj F5 1
+ $Oj F` 1
+ $Ok =7 1
+ $Ok F6 1
+ $Ok Fa 1
+ $Ol =7 1
+ $Ol F7 1
+ $Ol Fb 1
+ $Om =7 1
+ $Om F8 1
+ $Om Fc 1
+ $On =7 1
+ $On F9 1
+ $On Fd 1
+ $Oo =7 1
+ $Oo F: 1
+ $Oo Fe 1
+ $Op =7 1
+ $Op F; 1
+ $Op Ff 1
+ $Oq =7 1
+ $Oq F< 1
+ $Oq Fg 1
+ $Or =8 1
+ $Or Ey 1
+ $Or FH 1
+ $Os =8 1
+ $Os Ez 1
+ $Os FI 1
+ $Ot =8 1
+ $Ot E{ 1
+ $Ot FJ 1
+ $Ou =8 1
+ $Ou E| 1
+ $Ou FK 1
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+ $Ow FM 1
+ $Ox =8 1
+ $Ox F# 1
+ $Ox FN 1
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+ $Oy FO 1
+ $Oz =8 1
+ $Oz F% 1
+ $Oz FP 1
+ $O{ =8 1
+ $O{ F& 1
+ $O{ FQ 1
+ $O| =8 1
+ $O| F' 1
+ $O| FR 1
+ $P! =8 1
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+ $P" =8 1
+ $P" F) 1
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+ $P# F* 1
+ $P# FU 1
+ $P$ =9 1
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+ $P% =9 1
+ $P% F> 2
+ $P% Fi 2
+ $P& =9 1
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+ $P& Fj 2
+ $P' =9 1
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+ $P' Fk 2
+ $P( =9 1
+ $P( FA 2
+ $P( Fl 2
+ $P) =9 1
+ $P) FB 2
+ $P) Fm 2
+ $P* =9 1
+ $P* FC 2
+ $P* Fn 2
+ $P+ =9 1
+ $P+ FD 2
+ $P+ Fo 2
+ $P, =9 1
+ $P, FE 2
+ $P, Fp 2
+ $P- =9 1
+ $P- FF 2
+ $P- Fq 2
+ $P. =9 1
+ $P. FG 2
+ $P. Fr 2
+ $P/ =: 1
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+ $P/ FV 2
+ $P0 =: 1
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+ $P0 FW 2
+ $P1 =: 1
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+ $P1 FX 2
+ $P2 =: 1
+ $P2 F. 2
+ $P2 FY 2
+ $P3 =: 1
+ $P3 F/ 2
+ $P3 FZ 2
+ $P4 =: 1
+ $P4 F0 2
+ $P4 F[ 2
+ $P5 =: 1
+ $P5 F1 2
+ $P5 F\ 2
+ $P6 =: 1
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+ $P6 F] 2
+ $P7 =: 1
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+ $P7 F^ 2
+ $P8 =: 1
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+ $P8 F_ 2
+ $P9 =: 1
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+ $P9 F` 2
+ $P: =: 1
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+ $P: Fa 2
+ $P; =: 1
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+ $P< =: 1
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+ $P< Fc 2
+ $P= =: 1
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+ $P= Fd 2
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+ $P> Fe 2
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+ $P? Ff 2
+ $P@ =: 1
+ $P@ F< 2
+ $P@ Fg 2
+ $PA =; 1
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+ $PA Fh 2
+ $PB =; 1
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+ $PB Fi 2
+ $PC =; 1
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+ $PC Fj 2
+ $PD =; 1
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+ $PD Fk 2
+ $PE =; 1
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+ $PE Fl 2
+ $PF =; 1
+ $PF FB 2
+ $PF Fm 2
+ $PG =; 1
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+ $PH =; 1
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+ $PH Fo 2
+ $PI =; 1
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+ $PI Fp 2
+ $PJ =; 1
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+ $PK =; 1
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+ $PL =< 1
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+ $PM Fd 1
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+ $PN Fp 1
+ $PO == 1
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+ $PO FR 1
+ $PP == 1
+ $PP F9 1
+ $PP Fd 1
+ $PQ == 1
+ $PQ FE 1
+ $PQ Fp 1
+ $PR => 1
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+ $PS => 1
+ $PS F> 2
+ $PS Fi 2
+ $PT => 1
+ $PT F? 2
+ $PT Fj 2
+ $PU => 1
+ $PU F@ 2
+ $PU Fk 2
+ $PV => 1
+ $PV FA 2
+ $PV Fl 2
+ $PW => 1
+ $PW FB 2
+ $PW Fm 2
+ $PX => 1
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+ $PX Fn 2
+ $PY => 1
+ $PY FD 2
+ $PY Fo 2
+ $PZ => 1
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+ $PZ Fp 2
+ $P[ => 1
+ $P[ FF 2
+ $P[ Fq 2
+ $P\ => 1
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+ $P\ Fr 2
+ $P] =? 1
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+ $P^ =? 1
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+ $P` F. 2
+ $P` FY 2
+ $Pa =? 1
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+ $Pb F[ 2
+ $Pc =? 1
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+ $Pc F\ 2
+ $Pd =? 1
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+ $Pd F] 2
+ $Pe =? 1
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+ $Pg =? 1
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+ $Pg F` 2
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+ $Pj =? 1
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+ $Pk =? 1
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+ $Pl =? 1
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+ $Pn =? 1
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+ $Pq FJ 2
+ $Pr =@ 1
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+ $Pr FK 2
+ $Ps =@ 1
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+ $Ps FL 2
+ $Pt =@ 1
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+ $Pt FM 2
+ $Pu =@ 1
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+ $Pu FN 2
+ $Pv =@ 1
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+ $Pw =@ 1
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+ $Qq FP 5
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+ $Qr FQ 5
+ $Qs =F 1
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+ $Qu =F 1
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+ $Qw =G 1
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+ $Qw F^ 4
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+ $Qy =H 1
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+ $Qz Fi 5
+ $Q{ =H 1
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+ $R" =H 1
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+ $R* F- 1
+ $R* FX 1
+ $R+ =I 1
+ $R+ E_ 1
+ $R+ F. 1
+ $R+ FY 1
+ $R, =I 1
+ $R, E` 1
+ $R, F/ 1
+ $R, FZ 1
+ $R- =I 1
+ $R- Ea 1
+ $R- F0 1
+ $R- F[ 1
+ $R. =I 1
+ $R. Eb 1
+ $R. F1 1
+ $R. F\ 1
+ $R/ =I 1
+ $R/ Ec 1
+ $R/ F2 1
+ $R/ F] 1
+ $R0 =I 1
+ $R0 Ed 1
+ $R0 F3 1
+ $R0 F^ 1
+ $R1 =I 1
+ $R1 Ee 1
+ $R1 F4 1
+ $R1 F_ 1
+ $R2 =I 1
+ $R2 Ef 1
+ $R2 F5 1
+ $R2 F` 1
+ $R3 =I 1
+ $R3 Eg 1
+ $R3 F6 1
+ $R3 Fa 1
+ $R4 =I 1
+ $R4 Eh 1
+ $R4 F7 1
+ $R4 Fb 1
+ $R5 =I 1
+ $R5 Ei 1
+ $R5 F8 1
+ $R5 Fc 1
+ $R6 =I 1
+ $R6 Ej 1
+ $R6 F9 1
+ $R6 Fd 1
+ $R7 =I 1
+ $R7 Ek 1
+ $R7 F: 1
+ $R7 Fe 1
+ $R8 =I 1
+ $R8 El 1
+ $R8 F; 1
+ $R8 Ff 1
+ $R9 =I 1
+ $R9 Em 1
+ $R9 F< 1
+ $R9 Fg 1
+ $R: =J 1
+ $R: EN 1
+ $R: Ey 1
+ $R: FH 1
+ $R; =J 1
+ $R; EO 1
+ $R; Ez 1
+ $R; FI 1
+ $R< =J 1
+ $R< EP 1
+ $R< E{ 1
+ $R< FJ 1
+ $R= =J 1
+ $R= EQ 1
+ $R= E| 1
+ $R= FK 1
+ $R> =J 1
+ $R> ER 1
+ $R> F! 1
+ $R> FL 1
+ $R? =J 1
+ $R? ES 1
+ $R? F" 1
+ $R? FM 1
+ $R@ =J 1
+ $R@ ET 1
+ $R@ F# 1
+ $R@ FN 1
+ $RA =J 1
+ $RA EU 1
+ $RA F$ 1
+ $RA FO 1
+ $RB =J 1
+ $RB EV 1
+ $RB F% 1
+ $RB FP 1
+ $RC =J 1
+ $RC EW 1
+ $RC F& 1
+ $RC FQ 1
+ $RD =J 1
+ $RD EX 1
+ $RD F' 1
+ $RD FR 1
+ $RE =J 1
+ $RE EY 1
+ $RE F( 1
+ $RE FS 1
+ $RF =J 1
+ $RF EZ 1
+ $RF F) 1
+ $RF FT 1
+ $RG =J 1
+ $RG E[ 1
+ $RG F* 1
+ $RG FU 1
+ $RH =K 1
+ $RH F= 2
+ $RH Fh 2
+ $RI =K 1
+ $RI F> 2
+ $RI Fi 2
+ $RJ =K 1
+ $RJ F? 2
+ $RJ Fj 2
+ $RK =K 1
+ $RK F@ 2
+ $RK Fk 2
+ $RL =K 1
+ $RL FA 2
+ $RL Fl 2
+ $RM =K 1
+ $RM FB 2
+ $RM Fm 2
+ $RN =K 1
+ $RN FC 2
+ $RN Fn 2
+ $RO =K 1
+ $RO FD 2
+ $RO Fo 2
+ $RP =K 1
+ $RP FE 2
+ $RP Fp 2
+ $RQ =K 1
+ $RQ FF 2
+ $RQ Fq 2
+ $RR =K 1
+ $RR FG 2
+ $RR Fr 2
+ $RS =L 1
+ $RS F= 2
+ $RS Fh 2
+ $RT =L 1
+ $RT F> 2
+ $RT Fi 2
+ $RU =L 1
+ $RU F? 2
+ $RU Fj 2
+ $RV =L 1
+ $RV F@ 2
+ $RV Fk 2
+ $RW =L 1
+ $RW FA 2
+ $RW Fl 2
+ $RX =L 1
+ $RX FB 2
+ $RX Fm 2
+ $RY =L 1
+ $RY FC 2
+ $RY Fn 2
+ $RZ =L 1
+ $RZ FD 2
+ $RZ Fo 2
+ $R[ =L 1
+ $R[ FE 2
+ $R[ Fp 2
+ $R\ =L 1
+ $R\ FF 2
+ $R\ Fq 2
+ $R] =L 1
+ $R] FG 2
+ $R] Fr 2
+ $R^ =M 1
+ $R^ F= 2
+ $R^ Fh 2
+ $R_ =M 1
+ $R_ F> 2
+ $R_ Fi 2
+ $R` =M 1
+ $R` F? 2
+ $R` Fj 2
+ $Ra =M 1
+ $Ra F@ 2
+ $Ra Fk 2
+ $Rb =M 1
+ $Rb FA 2
+ $Rb Fl 2
+ $Rc =M 1
+ $Rc FB 2
+ $Rc Fm 2
+ $Rd =M 1
+ $Rd FC 2
+ $Rd Fn 2
+ $Re =M 1
+ $Re FD 2
+ $Re Fo 2
+ $Rf =M 1
+ $Rf FE 2
+ $Rf Fp 2
+ $Rg =M 1
+ $Rg FF 2
+ $Rg Fq 2
+ $Rh =M 1
+ $Rh FG 2
+ $Rh Fr 2
+ $Ri =N 1
+ $Ri F= 2
+ $Ri Fh 2
+ $Rj =N 1
+ $Rj F> 2
+ $Rj Fi 2
+ $Rk =N 1
+ $Rk F? 2
+ $Rk Fj 2
+ $Rl =N 1
+ $Rl F@ 2
+ $Rl Fk 2
+ $Rm =N 1
+ $Rm FA 2
+ $Rm Fl 2
+ $Rn =N 1
+ $Rn FB 2
+ $Rn Fm 2
+ $Ro =N 1
+ $Ro FC 2
+ $Ro Fn 2
+ $Rp =N 1
+ $Rp FD 2
+ $Rp Fo 2
+ $Rq =N 1
+ $Rq FE 2
+ $Rq Fp 2
+ $Rr =N 1
+ $Rr FF 2
+ $Rr Fq 2
+ $Rs =N 1
+ $Rs FG 2
+ $Rs Fr 2
+ $Rt =O 1
+ $Rt F= 2
+ $Rt Fh 2
+ $Ru =O 1
+ $Ru F> 2
+ $Ru Fi 2
+ $Rv =O 1
+ $Rv F? 2
+ $Rv Fj 2
+ $Rw =O 1
+ $Rw F@ 2
+ $Rw Fk 2
+ $Rx =O 1
+ $Rx FA 2
+ $Rx Fl 2
+ $Ry =O 1
+ $Ry FB 2
+ $Ry Fm 2
+ $Rz =O 1
+ $Rz FC 2
+ $Rz Fn 2
+ $R{ =O 1
+ $R{ FD 2
+ $R{ Fo 2
+ $R| =O 1
+ $R| FE 2
+ $R| Fp 2
+ $S! =O 1
+ $S! FF 2
+ $S! Fq 2
+ $S" =O 1
+ $S" FG 2
+ $S" Fr 2
+ $S# =P 1
+ $S# F= 2
+ $S# Fh 2
+ $S$ =P 1
+ $S$ F> 2
+ $S$ Fi 2
+ $S% =P 1
+ $S% F? 2
+ $S% Fj 2
+ $S& =P 1
+ $S& F@ 2
+ $S& Fk 2
+ $S' =P 1
+ $S' FA 2
+ $S' Fl 2
+ $S( =P 1
+ $S( FB 2
+ $S( Fm 2
+ $S) =P 1
+ $S) FC 2
+ $S) Fn 2
+ $S* =P 1
+ $S* FD 2
+ $S* Fo 2
+ $S+ =P 1
+ $S+ FE 2
+ $S+ Fp 2
+ $S, =P 1
+ $S, FF 2
+ $S, Fq 2
+ $S- =P 1
+ $S- FG 2
+ $S- Fr 2
+ $S. =Q 1
+ $S. F+ 2
+ $S. FV 2
+ $S/ =Q 1
+ $S/ F, 2
+ $S/ FW 2
+ $S0 =Q 1
+ $S0 F- 2
+ $S0 FX 2
+ $S1 =Q 1
+ $S1 F. 2
+ $S1 FY 2
+ $S2 =Q 1
+ $S2 F/ 2
+ $S2 FZ 2
+ $S3 =Q 1
+ $S3 F0 2
+ $S3 F[ 2
+ $S4 =Q 1
+ $S4 F1 2
+ $S4 F\ 2
+ $S5 =Q 1
+ $S5 F2 2
+ $S5 F] 2
+ $S6 =Q 1
+ $S6 F3 2
+ $S6 F^ 2
+ $S7 =Q 1
+ $S7 F4 2
+ $S7 F_ 2
+ $S8 =Q 1
+ $S8 F5 2
+ $S8 F` 2
+ $S9 =Q 1
+ $S9 F6 2
+ $S9 Fa 2
+ $S: =Q 1
+ $S: F7 2
+ $S: Fb 2
+ $S; =Q 1
+ $S; F8 2
+ $S; Fc 2
+ $S< =Q 1
+ $S< F9 2
+ $S< Fd 2
+ $S= =Q 1
+ $S= F: 2
+ $S= Fe 2
+ $S> =Q 1
+ $S> F; 2
+ $S> Ff 2
+ $S? =Q 1
+ $S? F< 2
+ $S? Fg 2
+ $S@ =R 1
+ $S@ F+ 2
+ $S@ FV 2
+ $SA =R 1
+ $SA F, 2
+ $SA FW 2
+ $SB =R 1
+ $SB F- 2
+ $SB FX 2
+ $SC =R 1
+ $SC F. 2
+ $SC FY 2
+ $SD =R 1
+ $SD F/ 2
+ $SD FZ 2
+ $SE =R 1
+ $SE F0 2
+ $SE F[ 2
+ $SF =R 1
+ $SF F1 2
+ $SF F\ 2
+ $SG =R 1
+ $SG F2 2
+ $SG F] 2
+ $SH =R 1
+ $SH F3 2
+ $SH F^ 2
+ $SI =R 1
+ $SI F4 2
+ $SI F_ 2
+ $SJ =R 1
+ $SJ F5 2
+ $SJ F` 2
+ $SK =R 1
+ $SK F6 2
+ $SK Fa 2
+ $SL =R 1
+ $SL F7 2
+ $SL Fb 2
+ $SM =R 1
+ $SM F8 2
+ $SM Fc 2
+ $SN =R 1
+ $SN F9 2
+ $SN Fd 2
+ $SO =R 1
+ $SO F: 2
+ $SO Fe 2
+ $SP =R 1
+ $SP F; 2
+ $SP Ff 2
+ $SQ =R 1
+ $SQ F< 2
+ $SQ Fg 2
+ $SR =S 1
+ $SR F+ 2
+ $SR FV 2
+ $SS =S 1
+ $SS F, 2
+ $SS FW 2
+ $ST =S 1
+ $ST F- 2
+ $ST FX 2
+ $SU =S 1
+ $SU F. 2
+ $SU FY 2
+ $SV =S 1
+ $SV F/ 2
+ $SV FZ 2
+ $SW =S 1
+ $SW F0 2
+ $SW F[ 2
+ $SX =S 1
+ $SX F1 2
+ $SX F\ 2
+ $SY =S 1
+ $SY F2 2
+ $SY F] 2
+ $SZ =S 1
+ $SZ F3 2
+ $SZ F^ 2
+ $S[ =S 1
+ $S[ F4 2
+ $S[ F_ 2
+ $S\ =S 1
+ $S\ F5 2
+ $S\ F` 2
+ $S] =S 1
+ $S] F6 2
+ $S] Fa 2
+ $S^ =S 1
+ $S^ F7 2
+ $S^ Fb 2
+ $S_ =S 1
+ $S_ F8 2
+ $S_ Fc 2
+ $S` =S 1
+ $S` F9 2
+ $S` Fd 2
+ $Sa =S 1
+ $Sa F: 2
+ $Sa Fe 2
+ $Sb =S 1
+ $Sb F; 2
+ $Sb Ff 2
+ $Sc =S 1
+ $Sc F< 2
+ $Sc Fg 2
+ $Sd =T 1
+ $Sd F+ 2
+ $Sd FV 2
+ $Se =T 1
+ $Se F, 2
+ $Se FW 2
+ $Sf =T 1
+ $Sf F- 2
+ $Sf FX 2
+ $Sg =T 1
+ $Sg F. 2
+ $Sg FY 2
+ $Sh =T 1
+ $Sh F/ 2
+ $Sh FZ 2
+ $Si =T 1
+ $Si F0 2
+ $Si F[ 2
+ $Sj =T 1
+ $Sj F1 2
+ $Sj F\ 2
+ $Sk =T 1
+ $Sk F2 2
+ $Sk F] 2
+ $Sl =T 1
+ $Sl F3 2
+ $Sl F^ 2
+ $Sm =T 1
+ $Sm F4 2
+ $Sm F_ 2
+ $Sn =T 1
+ $Sn F5 2
+ $Sn F` 2
+ $So =T 1
+ $So F6 2
+ $So Fa 2
+ $Sp =T 1
+ $Sp F7 2
+ $Sp Fb 2
+ $Sq =T 1
+ $Sq F8 2
+ $Sq Fc 2
+ $Sr =T 1
+ $Sr F9 2
+ $Sr Fd 2
+ $Ss =T 1
+ $Ss F: 2
+ $Ss Fe 2
+ $St =T 1
+ $St F; 2
+ $St Ff 2
+ $Su =T 1
+ $Su F< 2
+ $Su Fg 2
+ $Sv =U 1
+ $Sv F+ 2
+ $Sv FV 2
+ $Sw =U 1
+ $Sw F, 2
+ $Sw FW 2
+ $Sx =U 1
+ $Sx F- 2
+ $Sx FX 2
+ $Sy =U 1
+ $Sy F. 2
+ $Sy FY 2
+ $Sz =U 1
+ $Sz F/ 2
+ $Sz FZ 2
+ $S{ =U 1
+ $S{ F0 2
+ $S{ F[ 2
+ $S| =U 1
+ $S| F1 2
+ $S| F\ 2
+ $T! =U 1
+ $T! F2 2
+ $T! F] 2
+ $T" =U 1
+ $T" F3 2
+ $T" F^ 2
+ $T# =U 1
+ $T# F4 2
+ $T# F_ 2
+ $T$ =U 1
+ $T$ F5 2
+ $T$ F` 2
+ $T% =U 1
+ $T% F6 2
+ $T% Fa 2
+ $T& =U 1
+ $T& F7 2
+ $T& Fb 2
+ $T' =U 1
+ $T' F8 2
+ $T' Fc 2
+ $T( =U 1
+ $T( F9 2
+ $T( Fd 2
+ $T) =U 1
+ $T) F: 2
+ $T) Fe 2
+ $T* =U 1
+ $T* F; 2
+ $T* Ff 2
+ $T+ =U 1
+ $T+ F< 2
+ $T+ Fg 2
+ $T, =V 1
+ $T, F+ 2
+ $T, FV 2
+ $T- =V 1
+ $T- F, 2
+ $T- FW 2
+ $T. =V 1
+ $T. F- 2
+ $T. FX 2
+ $T/ =V 1
+ $T/ F. 2
+ $T/ FY 2
+ $T0 =V 1
+ $T0 F/ 2
+ $T0 FZ 2
+ $T1 =V 1
+ $T1 F0 2
+ $T1 F[ 2
+ $T2 =V 1
+ $T2 F1 2
+ $T2 F\ 2
+ $T3 =V 1
+ $T3 F2 2
+ $T3 F] 2
+ $T4 =V 1
+ $T4 F3 2
+ $T4 F^ 2
+ $T5 =V 1
+ $T5 F4 2
+ $T5 F_ 2
+ $T6 =V 1
+ $T6 F5 2
+ $T6 F` 2
+ $T7 =V 1
+ $T7 F6 2
+ $T7 Fa 2
+ $T8 =V 1
+ $T8 F7 2
+ $T8 Fb 2
+ $T9 =V 1
+ $T9 F8 2
+ $T9 Fc 2
+ $T: =V 1
+ $T: F9 2
+ $T: Fd 2
+ $T; =V 1
+ $T; F: 2
+ $T; Fe 2
+ $T< =V 1
+ $T< F; 2
+ $T< Ff 2
+ $T= =V 1
+ $T= F< 2
+ $T= Fg 2
+ $T> =W 1
+ $T> Ey 2
+ $T> FH 2
+ $T? =W 1
+ $T? Ez 2
+ $T? FI 2
+ $T@ =W 1
+ $T@ E{ 2
+ $T@ FJ 2
+ $TA =W 1
+ $TA E| 2
+ $TA FK 2
+ $TB =W 1
+ $TB F! 2
+ $TB FL 2
+ $TC =W 1
+ $TC F" 2
+ $TC FM 2
+ $TD =W 1
+ $TD F# 2
+ $TD FN 2
+ $TE =W 1
+ $TE F$ 2
+ $TE FO 2
+ $TF =W 1
+ $TF F% 2
+ $TF FP 2
+ $TG =W 1
+ $TG F& 2
+ $TG FQ 2
+ $TH =W 1
+ $TH F' 2
+ $TH FR 2
+ $TI =W 1
+ $TI F( 2
+ $TI FS 2
+ $TJ =W 1
+ $TJ F) 2
+ $TJ FT 2
+ $TK =W 1
+ $TK F* 2
+ $TK FU 2
+ $TL =X 1
+ $TL Ey 2
+ $TL FH 2
+ $TM =X 1
+ $TM Ez 2
+ $TM FI 2
+ $TN =X 1
+ $TN E{ 2
+ $TN FJ 2
+ $TO =X 1
+ $TO E| 2
+ $TO FK 2
+ $TP =X 1
+ $TP F! 2
+ $TP FL 2
+ $TQ =X 1
+ $TQ F" 2
+ $TQ FM 2
+ $TR =X 1
+ $TR F# 2
+ $TR FN 2
+ $TS =X 1
+ $TS F$ 2
+ $TS FO 2
+ $TT =X 1
+ $TT F% 2
+ $TT FP 2
+ $TU =X 1
+ $TU F& 2
+ $TU FQ 2
+ $TV =X 1
+ $TV F' 2
+ $TV FR 2
+ $TW =X 1
+ $TW F( 2
+ $TW FS 2
+ $TX =X 1
+ $TX F) 2
+ $TX FT 2
+ $TY =X 1
+ $TY F* 2
+ $TY FU 2
+ $TZ =Y 1
+ $TZ Ey 2
+ $TZ FH 2
+ $T[ =Y 1
+ $T[ Ez 2
+ $T[ FI 2
+ $T\ =Y 1
+ $T\ E{ 2
+ $T\ FJ 2
+ $T] =Y 1
+ $T] E| 2
+ $T] FK 2
+ $T^ =Y 1
+ $T^ F! 2
+ $T^ FL 2
+ $T_ =Y 1
+ $T_ F" 2
+ $T_ FM 2
+ $T` =Y 1
+ $T` F# 2
+ $T` FN 2
+ $Ta =Y 1
+ $Ta F$ 2
+ $Ta FO 2
+ $Tb =Y 1
+ $Tb F% 2
+ $Tb FP 2
+ $Tc =Y 1
+ $Tc F& 2
+ $Tc FQ 2
+ $Td =Y 1
+ $Td F' 2
+ $Td FR 2
+ $Te =Y 1
+ $Te F( 2
+ $Te FS 2
+ $Tf =Y 1
+ $Tf F) 2
+ $Tf FT 2
+ $Tg =Y 1
+ $Tg F* 2
+ $Tg FU 2
+ $Th =Z 1
+ $Th Ey 2
+ $Th FH 2
+ $Ti =Z 1
+ $Ti Ez 2
+ $Ti FI 2
+ $Tj =Z 1
+ $Tj E{ 2
+ $Tj FJ 2
+ $Tk =Z 1
+ $Tk E| 2
+ $Tk FK 2
+ $Tl =Z 1
+ $Tl F! 2
+ $Tl FL 2
+ $Tm =Z 1
+ $Tm F" 2
+ $Tm FM 2
+ $Tn =Z 1
+ $Tn F# 2
+ $Tn FN 2
+ $To =Z 1
+ $To F$ 2
+ $To FO 2
+ $Tp =Z 1
+ $Tp F% 2
+ $Tp FP 2
+ $Tq =Z 1
+ $Tq F& 2
+ $Tq FQ 2
+ $Tr =Z 1
+ $Tr F' 2
+ $Tr FR 2
+ $Ts =Z 1
+ $Ts F( 2
+ $Ts FS 2
+ $Tt =Z 1
+ $Tt F) 2
+ $Tt FT 2
+ $Tu =Z 1
+ $Tu F* 2
+ $Tu FU 2
+ $Tv =[ 1
+ $Tv Ey 2
+ $Tv FH 2
+ $Tw =[ 1
+ $Tw Ez 2
+ $Tw FI 2
+ $Tx =[ 1
+ $Tx E{ 2
+ $Tx FJ 2
+ $Ty =[ 1
+ $Ty E| 2
+ $Ty FK 2
+ $Tz =[ 1
+ $Tz F! 2
+ $Tz FL 2
+ $T{ =[ 1
+ $T{ F" 2
+ $T{ FM 2
+ $T| =[ 1
+ $T| F# 2
+ $T| FN 2
+ $U! =[ 1
+ $U! F$ 2
+ $U! FO 2
+ $U" =[ 1
+ $U" F% 2
+ $U" FP 2
+ $U# =[ 1
+ $U# F& 2
+ $U# FQ 2
+ $U$ =[ 1
+ $U$ F' 2
+ $U$ FR 2
+ $U% =[ 1
+ $U% F( 2
+ $U% FS 2
+ $U& =[ 1
+ $U& F) 2
+ $U& FT 2
+ $U' =[ 1
+ $U' F* 2
+ $U' FU 2
+ $U( =\ 1
+ $U( F= 15
+ $U( Fh 15
+ $U) =\ 1
+ $U) F> 15
+ $U) Fi 15
+ $U* =\ 1
+ $U* F? 15
+ $U* Fj 15
+ $U+ =\ 1
+ $U+ F@ 15
+ $U+ Fk 15
+ $U, =\ 1
+ $U, FA 15
+ $U, Fl 15
+ $U- =\ 1
+ $U- FB 15
+ $U- Fm 15
+ $U. =\ 1
+ $U. FC 15
+ $U. Fn 15
+ $U/ =\ 1
+ $U/ FD 15
+ $U/ Fo 15
+ $U0 =\ 1
+ $U0 FE 15
+ $U0 Fp 15
+ $U1 =\ 1
+ $U1 FF 15
+ $U1 Fq 15
+ $U2 =\ 1
+ $U2 FG 15
+ $U2 Fr 15
+ $U3 =] 1
+ $U3 F+ 15
+ $U3 FV 15
+ $U4 =] 1
+ $U4 F, 15
+ $U4 FW 15
+ $U5 =] 1
+ $U5 F- 15
+ $U5 FX 15
+ $U6 =] 1
+ $U6 F. 15
+ $U6 FY 15
+ $U7 =] 1
+ $U7 F/ 15
+ $U7 FZ 15
+ $U8 =] 1
+ $U8 F0 15
+ $U8 F[ 15
+ $U9 =] 1
+ $U9 F1 15
+ $U9 F\ 15
+ $U: =] 1
+ $U: F2 15
+ $U: F] 15
+ $U; =] 1
+ $U; F3 15
+ $U; F^ 15
+ $U< =] 1
+ $U< F4 15
+ $U< F_ 15
+ $U= =] 1
+ $U= F5 15
+ $U= F` 15
+ $U> =] 1
+ $U> F6 15
+ $U> Fa 15
+ $U? =] 1
+ $U? F7 15
+ $U? Fb 15
+ $U@ =] 1
+ $U@ F8 15
+ $U@ Fc 15
+ $UA =] 1
+ $UA F9 15
+ $UA Fd 15
+ $UB =] 1
+ $UB F: 15
+ $UB Fe 15
+ $UC =] 1
+ $UC F; 15
+ $UC Ff 15
+ $UD =] 1
+ $UD F< 15
+ $UD Fg 15
+ $UE =^ 1
+ $UE Ey 15
+ $UE FH 15
+ $UF =^ 1
+ $UF Ez 15
+ $UF FI 15
+ $UG =^ 1
+ $UG E{ 15
+ $UG FJ 15
+ $UH =^ 1
+ $UH E| 15
+ $UH FK 15
+ $UI =^ 1
+ $UI F! 15
+ $UI FL 15
+ $UJ =^ 1
+ $UJ F" 15
+ $UJ FM 15
+ $UK =^ 1
+ $UK F# 15
+ $UK FN 15
+ $UL =^ 1
+ $UL F$ 15
+ $UL FO 15
+ $UM =^ 1
+ $UM F% 15
+ $UM FP 15
+ $UN =^ 1
+ $UN F& 15
+ $UN FQ 15
+ $UO =^ 1
+ $UO F' 15
+ $UO FR 15
+ $UP =^ 1
+ $UP F( 15
+ $UP FS 15
+ $UQ =^ 1
+ $UQ F) 15
+ $UQ FT 15
+ $UR =^ 1
+ $UR F* 15
+ $UR FU 15
+ $US =_ 1
+ $US F= 5
+ $US Fh 5
+ $UT =_ 1
+ $UT F> 5
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+ BV ~ M{ 
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diff --git a/datasets/mip/minified/gen-ip054.mps b/datasets/mip/minified/gen-ip054.mps
new file mode 100644
index 0000000000..decdb693a9
--- /dev/null
+++ b/datasets/mip/minified/gen-ip054.mps
@@ -0,0 +1,655 @@
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diff --git a/datasets/mip/minified/n2seq36q.mps b/datasets/mip/minified/n2seq36q.mps
new file mode 100644
index 0000000000..5ed5065c14
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+ "hS .6 1
+ "hS .A -1
+ "hS .E -1
+ "hT .5 1
+ "hT .6 1
+ "hT .@ -1
+ "hT .E -1
+ "hU .5 1
+ "hU .6 1
+ "hU .? -1
+ "hU .E -1
+ "hV .5 1
+ "hV .6 1
+ "hV .> -1
+ "hV .E -1
+ "hW .5 1
+ "hW .6 1
+ "hW .= -1
+ "hW .E -1
+ "hX .5 1
+ "hX .6 1
+ "hX .< -1
+ "hX .E -1
+ "hY .5 1
+ "hY .6 1
+ "hY .; -1
+ "hY .E -1
+ "hZ .5 1
+ "hZ .6 1
+ "hZ .: -1
+ "hZ .E -1
+ "h[ .5 1
+ "h[ .6 1
+ "h[ .9 -1
+ "h[ .E -1
+ "h\ .5 1
+ "h\ .6 1
+ "h\ .8 -1
+ "h\ .E -1
+ "h] .5 1
+ "h] .6 1
+ "h] .7 -1
+ "h] .E -1
+ "h^ .5 1
+ "h^ .6 1
+ "h^ .E -2
+ "h_ .5 1
+ "h_ .6 1
+ "h_ .C -1
+ "h_ .D -1
+ "h` .5 1
+ "h` .6 1
+ "h` .B -1
+ "h` .D -1
+ "ha .5 1
+ "ha .6 1
+ "ha .A -1
+ "ha .D -1
+ "hb .5 1
+ "hb .6 1
+ "hb .@ -1
+ "hb .D -1
+ "hc .5 1
+ "hc .6 1
+ "hc .? -1
+ "hc .D -1
+ "hd .5 1
+ "hd .6 1
+ "hd .> -1
+ "hd .D -1
+ "he .5 1
+ "he .6 1
+ "he .= -1
+ "he .D -1
+ "hf .5 1
+ "hf .6 1
+ "hf .< -1
+ "hf .D -1
+ "hg .5 1
+ "hg .6 1
+ "hg .; -1
+ "hg .D -1
+ "hh .5 1
+ "hh .6 1
+ "hh .: -1
+ "hh .D -1
+ "hi .5 1
+ "hi .6 1
+ "hi .9 -1
+ "hi .D -1
+ "hj .5 1
+ "hj .6 1
+ "hj .8 -1
+ "hj .D -1
+ "hk .5 1
+ "hk .6 1
+ "hk .7 -2
+ "hk .D -1
+ "hl .5 1
+ "hl .6 1
+ "hl .D -2
+ "hm .5 1
+ "hm .6 1
+ "hm .B -1
+ "hm .C -1
+ "hn .5 1
+ "hn .6 1
+ "hn .A -1
+ "hn .C -1
+ "ho .5 1
+ "ho .6 1
+ "ho .@ -1
+ "ho .C -1
+ "hp .5 1
+ "hp .6 1
+ "hp .? -1
+ "hp .C -1
+ "hq .5 1
+ "hq .6 1
+ "hq .> -1
+ "hq .C -1
+ "hr .5 1
+ "hr .6 1
+ "hr .= -1
+ "hr .C -1
+ "hs .5 1
+ "hs .6 1
+ "hs .< -1
+ "hs .C -1
+ "ht .5 1
+ "ht .6 1
+ "ht .; -1
+ "ht .C -1
+ "hu .5 1
+ "hu .6 1
+ "hu .: -1
+ "hu .C -1
+ "hv .5 1
+ "hv .6 1
+ "hv .9 -1
+ "hv .C -1
+ "hw .5 1
+ "hw .6 1
+ "hw .7 -1
+ "hw .8 -1
+ "hw .C -1
+ "hx .5 1
+ "hx .6 1
+ "hx .8 -2
+ "hx .C -1
+ "hy .5 1
+ "hy .6 1
+ "hy .7 -3
+ "hy .C -1
+ "hz .5 1
+ "hz .6 1
+ "hz .C -2
+ "h{ .5 1
+ "h{ .6 1
+ "h{ .A -1
+ "h{ .B -1
+ "h| .5 1
+ "h| .6 1
+ "h| .@ -1
+ "h| .B -1
+ "i! .5 1
+ "i! .6 1
+ "i! .? -1
+ "i! .B -1
+ "i" .5 1
+ "i" .6 1
+ "i" .> -1
+ "i" .B -1
+ "i# .5 1
+ "i# .6 1
+ "i# .= -1
+ "i# .B -1
+ "i$ .5 1
+ "i$ .6 1
+ "i$ .< -1
+ "i$ .B -1
+ "i% .5 1
+ "i% .6 1
+ "i% .; -1
+ "i% .B -1
+ "i& .5 1
+ "i& .6 1
+ "i& .: -1
+ "i& .B -1
+ "i' .5 1
+ "i' .6 1
+ "i' .8 -1
+ "i' .9 -1
+ "i' .B -1
+ "i( .5 1
+ "i( .6 1
+ "i( .7 -1
+ "i( .9 -1
+ "i( .B -1
+ "i) .5 1
+ "i) .6 1
+ "i) .9 -2
+ "i) .B -1
+ "i* .5 1
+ "i* .6 1
+ "i* .7 -2
+ "i* .8 -1
+ "i* .B -1
+ "i+ .5 1
+ "i+ .6 1
+ "i+ .8 -2
+ "i+ .B -1
+ "i, .5 1
+ "i, .6 1
+ "i, .7 -4
+ "i, .B -1
+ "i- .5 1
+ "i- .6 1
+ "i- .B -2
+ "i. .5 1
+ "i. .6 1
+ "i. .@ -1
+ "i. .A -1
+ "i/ .5 1
+ "i/ .6 1
+ "i/ .? -1
+ "i/ .A -1
+ "i0 .5 1
+ "i0 .6 1
+ "i0 .> -1
+ "i0 .A -1
+ "i1 .5 1
+ "i1 .6 1
+ "i1 .= -1
+ "i1 .A -1
+ "i2 .5 1
+ "i2 .6 1
+ "i2 .< -1
+ "i2 .A -1
+ "i3 .5 1
+ "i3 .6 1
+ "i3 .; -1
+ "i3 .A -1
+ "i4 .5 1
+ "i4 .6 1
+ "i4 .9 -1
+ "i4 .: -1
+ "i4 .A -1
+ "i5 .5 1
+ "i5 .6 1
+ "i5 .8 -1
+ "i5 .: -1
+ "i5 .A -1
+ "i6 .5 1
+ "i6 .6 1
+ "i6 .7 -1
+ "i6 .: -1
+ "i6 .A -1
+ "i7 .5 1
+ "i7 .6 1
+ "i7 .: -2
+ "i7 .A -1
+ "i8 .5 1
+ "i8 .6 1
+ "i8 .8 -1
+ "i8 .9 -1
+ "i8 .A -1
+ "i9 .5 1
+ "i9 .6 1
+ "i9 .7 -2
+ "i9 .9 -1
+ "i9 .A -1
+ "i: .5 1
+ "i: .6 1
+ "i: .9 -2
+ "i: .A -1
+ "i; .5 1
+ "i; .6 1
+ "i; .7 -3
+ "i; .8 -1
+ "i; .A -1
+ "i< .5 1
+ "i< .6 1
+ "i< .7 -1
+ "i< .8 -2
+ "i< .A -1
+ "i= .5 1
+ "i= .6 1
+ "i= .8 -3
+ "i= .A -1
+ "i> .5 1
+ "i> .6 1
+ "i> .7 -5
+ "i> .A -1
+ "i? .5 1
+ "i? .6 1
+ "i? .A -2
+ "i@ .5 1
+ "i@ .6 1
+ "i@ .? -1
+ "i@ .@ -1
+ "iA .5 1
+ "iA .6 1
+ "iA .> -1
+ "iA .@ -1
+ "iB .5 1
+ "iB .6 1
+ "iB .= -1
+ "iB .@ -1
+ "iC .5 1
+ "iC .6 1
+ "iC .< -1
+ "iC .@ -1
+ "iD .5 1
+ "iD .6 1
+ "iD .: -1
+ "iD .; -1
+ "iD .@ -1
+ "iE .5 1
+ "iE .6 1
+ "iE .9 -1
+ "iE .; -1
+ "iE .@ -1
+ "iF .5 1
+ "iF .6 1
+ "iF .8 -1
+ "iF .; -1
+ "iF .@ -1
+ "iG .5 1
+ "iG .6 1
+ "iG .7 -1
+ "iG .; -1
+ "iG .@ -1
+ "iH .5 1
+ "iH .6 1
+ "iH .; -2
+ "iH .@ -1
+ "iI .5 1
+ "iI .6 1
+ "iI .9 -1
+ "iI .: -1
+ "iI .@ -1
+ "iJ .5 1
+ "iJ .6 1
+ "iJ .8 -1
+ "iJ .: -1
+ "iJ .@ -1
+ "iK .5 1
+ "iK .6 1
+ "iK .7 -2
+ "iK .: -1
+ "iK .@ -1
+ "iL .5 1
+ "iL .6 1
+ "iL .: -2
+ "iL .@ -1
+ "iM .5 1
+ "iM .6 1
+ "iM .7 -1
+ "iM .8 -1
+ "iM .9 -1
+ "iM .@ -1
+ "iN .5 1
+ "iN .6 1
+ "iN .8 -2
+ "iN .9 -1
+ "iN .@ -1
+ "iO .5 1
+ "iO .6 1
+ "iO .7 -3
+ "iO .9 -1
+ "iO .@ -1
+ "iP .5 1
+ "iP .6 1
+ "iP .9 -2
+ "iP .@ -1
+ "iQ .5 1
+ "iQ .6 1
+ "iQ .7 -4
+ "iQ .8 -1
+ "iQ .@ -1
+ "iR .5 1
+ "iR .6 1
+ "iR .7 -2
+ "iR .8 -2
+ "iR .@ -1
+ "iS .5 1
+ "iS .6 1
+ "iS .8 -3
+ "iS .@ -1
+ "iT .5 1
+ "iT .6 1
+ "iT .7 -6
+ "iT .@ -1
+ "iU .5 1
+ "iU .6 1
+ "iU .@ -2
+ "iV .5 1
+ "iV .6 1
+ "iV .> -1
+ "iV .? -1
+ "iW .5 1
+ "iW .6 1
+ "iW .= -1
+ "iW .? -1
+ "iX .5 1
+ "iX .6 1
+ "iX .; -1
+ "iX .< -1
+ "iX .? -1
+ "iY .5 1
+ "iY .6 1
+ "iY .: -1
+ "iY .< -1
+ "iY .? -1
+ "iZ .5 1
+ "iZ .6 1
+ "iZ .9 -1
+ "iZ .< -1
+ "iZ .? -1
+ "i[ .5 1
+ "i[ .6 1
+ "i[ .8 -1
+ "i[ .< -1
+ "i[ .? -1
+ "i\ .5 1
+ "i\ .6 1
+ "i\ .7 -1
+ "i\ .< -1
+ "i\ .? -1
+ "i] .5 1
+ "i] .6 1
+ "i] .< -2
+ "i] .? -1
+ "i^ .5 1
+ "i^ .6 1
+ "i^ .: -1
+ "i^ .; -1
+ "i^ .? -1
+ "i_ .5 1
+ "i_ .6 1
+ "i_ .9 -1
+ "i_ .; -1
+ "i_ .? -1
+ "i` .5 1
+ "i` .6 1
+ "i` .8 -1
+ "i` .; -1
+ "i` .? -1
+ "ia .5 1
+ "ia .6 1
+ "ia .7 -2
+ "ia .; -1
+ "ia .? -1
+ "ib .5 1
+ "ib .6 1
+ "ib .; -2
+ "ib .? -1
+ "ic .5 1
+ "ic .6 1
+ "ic .9 -1
+ "ic .: -1
+ "ic .? -1
+ "id .5 1
+ "id .6 1
+ "id .7 -1
+ "id .8 -1
+ "id .: -1
+ "id .? -1
+ "ie .5 1
+ "ie .6 1
+ "ie .8 -2
+ "ie .: -1
+ "ie .? -1
+ "if .5 1
+ "if .6 1
+ "if .7 -3
+ "if .: -1
+ "if .? -1
+ "ig .5 1
+ "ig .6 1
+ "ig .: -2
+ "ig .? -1
+ "ih .5 1
+ "ih .6 1
+ "ih .7 -2
+ "ih .8 -1
+ "ih .9 -1
+ "ih .? -1
+ "ii .5 1
+ "ii .6 1
+ "ii .8 -2
+ "ii .9 -1
+ "ii .? -1
+ "ij .5 1
+ "ij .6 1
+ "ij .7 -4
+ "ij .9 -1
+ "ij .? -1
+ "ik .5 1
+ "ik .6 1
+ "ik .8 -1
+ "ik .9 -2
+ "ik .? -1
+ "il .5 1
+ "il .6 1
+ "il .7 -1
+ "il .9 -2
+ "il .? -1
+ "im .5 1
+ "im .6 1
+ "im .9 -3
+ "im .? -1
+ "in .5 1
+ "in .6 1
+ "in .7 -5
+ "in .8 -1
+ "in .? -1
+ "io .5 1
+ "io .6 1
+ "io .7 -3
+ "io .8 -2
+ "io .? -1
+ "ip .5 1
+ "ip .6 1
+ "ip .7 -1
+ "ip .8 -3
+ "ip .? -1
+ "iq .5 1
+ "iq .6 1
+ "iq .8 -4
+ "iq .? -1
+ "ir .5 1
+ "ir .6 1
+ "ir .7 -7
+ "ir .? -1
+ "is .5 1
+ "is .6 1
+ "is .? -2
+ "it .5 1
+ "it .6 1
+ "it .< -1
+ "it .= -1
+ "it .> -1
+ "iu .5 1
+ "iu .6 1
+ "iu .; -1
+ "iu .= -1
+ "iu .> -1
+ "iv .5 1
+ "iv .6 1
+ "iv .: -1
+ "iv .= -1
+ "iv .> -1
+ "iw .5 1
+ "iw .6 1
+ "iw .9 -1
+ "iw .= -1
+ "iw .> -1
+ "ix .5 1
+ "ix .6 1
+ "ix .8 -1
+ "ix .= -1
+ "ix .> -1
+ "iy .5 1
+ "iy .6 1
+ "iy .7 -1
+ "iy .= -1
+ "iy .> -1
+ "iz .5 1
+ "iz .6 1
+ "iz .= -2
+ "iz .> -1
+ "i{ .5 1
+ "i{ .6 1
+ "i{ .; -1
+ "i{ .< -1
+ "i{ .> -1
+ "i| .5 1
+ "i| .6 1
+ "i| .: -1
+ "i| .< -1
+ "i| .> -1
+ "j! .5 1
+ "j! .6 1
+ "j! .9 -1
+ "j! .< -1
+ "j! .> -1
+ "j" .5 1
+ "j" .6 1
+ "j" .8 -1
+ "j" .< -1
+ "j" .> -1
+ "j# .5 1
+ "j# .6 1
+ "j# .7 -2
+ "j# .< -1
+ "j# .> -1
+ "j$ .5 1
+ "j$ .6 1
+ "j$ .< -2
+ "j$ .> -1
+ "j% .5 1
+ "j% .6 1
+ "j% .: -1
+ "j% .; -1
+ "j% .> -1
+ "j& .5 1
+ "j& .6 1
+ "j& .9 -1
+ "j& .; -1
+ "j& .> -1
+ "j' .5 1
+ "j' .6 1
+ "j' .7 -1
+ "j' .8 -1
+ "j' .; -1
+ "j' .> -1
+ "j( .5 1
+ "j( .6 1
+ "j( .8 -2
+ "j( .; -1
+ "j( .> -1
+ "j) .5 1
+ "j) .6 1
+ "j) .7 -3
+ "j) .; -1
+ "j) .> -1
+ "j* .5 1
+ "j* .6 1
+ "j* .; -2
+ "j* .> -1
+ "j+ .5 1
+ "j+ .6 1
+ "j+ .8 -1
+ "j+ .9 -1
+ "j+ .: -1
+ "j+ .> -1
+ "j, .5 1
+ "j, .6 1
+ "j, .7 -1
+ "j, .9 -1
+ "j, .: -1
+ "j, .> -1
+ "j- .5 1
+ "j- .6 1
+ "j- .9 -2
+ "j- .: -1
+ "j- .> -1
+ "j. .5 1
+ "j. .6 1
+ "j. .7 -2
+ "j. .8 -1
+ "j. .: -1
+ "j. .> -1
+ "j/ .5 1
+ "j/ .6 1
+ "j/ .8 -2
+ "j/ .: -1
+ "j/ .> -1
+ "j0 .5 1
+ "j0 .6 1
+ "j0 .7 -4
+ "j0 .: -1
+ "j0 .> -1
+ "j1 .5 1
+ "j1 .6 1
+ "j1 .: -2
+ "j1 .> -1
+ "j2 .5 1
+ "j2 .6 1
+ "j2 .7 -3
+ "j2 .8 -1
+ "j2 .9 -1
+ "j2 .> -1
+ "j3 .5 1
+ "j3 .6 1
+ "j3 .7 -1
+ "j3 .8 -2
+ "j3 .9 -1
+ "j3 .> -1
+ "j4 .5 1
+ "j4 .6 1
+ "j4 .8 -3
+ "j4 .9 -1
+ "j4 .> -1
+ "j5 .5 1
+ "j5 .6 1
+ "j5 .7 -5
+ "j5 .9 -1
+ "j5 .> -1
+ "j6 .5 1
+ "j6 .6 1
+ "j6 .8 -1
+ "j6 .9 -2
+ "j6 .> -1
+ "j7 .5 1
+ "j7 .6 1
+ "j7 .7 -2
+ "j7 .9 -2
+ "j7 .> -1
+ "j8 .5 1
+ "j8 .6 1
+ "j8 .9 -3
+ "j8 .> -1
+ "j9 .5 1
+ "j9 .6 1
+ "j9 .7 -6
+ "j9 .8 -1
+ "j9 .> -1
+ "j: .5 1
+ "j: .6 1
+ "j: .7 -4
+ "j: .8 -2
+ "j: .> -1
+ "j; .5 1
+ "j; .6 1
+ "j; .7 -2
+ "j; .8 -3
+ "j; .> -1
+ "j< .5 1
+ "j< .6 1
+ "j< .8 -4
+ "j< .> -1
+ "j= .5 1
+ "j= .6 1
+ "j= .7 -8
+ "j= .> -1
+ "j> .5 1
+ "j> .6 1
+ "j> .> -2
+ "j? .5 1
+ "j? .6 1
+ "j? .; -1
+ "j? .< -1
+ "j? .= -1
+ "j@ .5 1
+ "j@ .6 1
+ "j@ .: -1
+ "j@ .< -1
+ "j@ .= -1
+ "jA .5 1
+ "jA .6 1
+ "jA .9 -1
+ "jA .< -1
+ "jA .= -1
+ "jB .5 1
+ "jB .6 1
+ "jB .7 -1
+ "jB .8 -1
+ "jB .< -1
+ "jB .= -1
+ "jC .5 1
+ "jC .6 1
+ "jC .8 -2
+ "jC .< -1
+ "jC .= -1
+ "jD .5 1
+ "jD .6 1
+ "jD .7 -3
+ "jD .< -1
+ "jD .= -1
+ "jE .5 1
+ "jE .6 1
+ "jE .< -2
+ "jE .= -1
+ "jF .5 1
+ "jF .6 1
+ "jF .: -1
+ "jF .; -1
+ "jF .= -1
+ "jG .5 1
+ "jG .6 1
+ "jG .8 -1
+ "jG .9 -1
+ "jG .; -1
+ "jG .= -1
+ "jH .5 1
+ "jH .6 1
+ "jH .7 -1
+ "jH .9 -1
+ "jH .; -1
+ "jH .= -1
+ "jI .5 1
+ "jI .6 1
+ "jI .9 -2
+ "jI .; -1
+ "jI .= -1
+ "jJ .5 1
+ "jJ .6 1
+ "jJ .7 -2
+ "jJ .8 -1
+ "jJ .; -1
+ "jJ .= -1
+ "jK .5 1
+ "jK .6 1
+ "jK .8 -2
+ "jK .; -1
+ "jK .= -1
+ "jL .5 1
+ "jL .6 1
+ "jL .7 -4
+ "jL .; -1
+ "jL .= -1
+ "jM .5 1
+ "jM .6 1
+ "jM .; -2
+ "jM .= -1
+ "jN .5 1
+ "jN .6 1
+ "jN .8 -1
+ "jN .9 -1
+ "jN .: -1
+ "jN .= -1
+ "jO .5 1
+ "jO .6 1
+ "jO .7 -2
+ "jO .9 -1
+ "jO .: -1
+ "jO .= -1
+ "jP .5 1
+ "jP .6 1
+ "jP .9 -2
+ "jP .: -1
+ "jP .= -1
+ "jQ .5 1
+ "jQ .6 1
+ "jQ .7 -3
+ "jQ .8 -1
+ "jQ .: -1
+ "jQ .= -1
+ "jR .5 1
+ "jR .6 1
+ "jR .7 -1
+ "jR .8 -2
+ "jR .: -1
+ "jR .= -1
+ "jS .5 1
+ "jS .6 1
+ "jS .8 -3
+ "jS .: -1
+ "jS .= -1
+ "jT .5 1
+ "jT .6 1
+ "jT .7 -5
+ "jT .: -1
+ "jT .= -1
+ "jU .5 1
+ "jU .6 1
+ "jU .9 -1
+ "jU .: -2
+ "jU .= -1
+ "jV .5 1
+ "jV .6 1
+ "jV .8 -1
+ "jV .: -2
+ "jV .= -1
+ "jW .5 1
+ "jW .6 1
+ "jW .7 -1
+ "jW .: -2
+ "jW .= -1
+ "jX .5 1
+ "jX .6 1
+ "jX .: -3
+ "jX .= -1
+ "jY .5 1
+ "jY .6 1
+ "jY .7 -4
+ "jY .8 -1
+ "jY .9 -1
+ "jY .= -1
+ "jZ .5 1
+ "jZ .6 1
+ "jZ .7 -2
+ "jZ .8 -2
+ "jZ .9 -1
+ "jZ .= -1
+ "j[ .5 1
+ "j[ .6 1
+ "j[ .8 -3
+ "j[ .9 -1
+ "j[ .= -1
+ "j\ .5 1
+ "j\ .6 1
+ "j\ .7 -6
+ "j\ .9 -1
+ "j\ .= -1
+ "j] .5 1
+ "j] .6 1
+ "j] .7 -1
+ "j] .8 -1
+ "j] .9 -2
+ "j] .= -1
+ "j^ .5 1
+ "j^ .6 1
+ "j^ .8 -2
+ "j^ .9 -2
+ "j^ .= -1
+ "j_ .5 1
+ "j_ .6 1
+ "j_ .7 -3
+ "j_ .9 -2
+ "j_ .= -1
+ "j` .5 1
+ "j` .6 1
+ "j` .9 -3
+ "j` .= -1
+ "ja .5 1
+ "ja .6 1
+ "ja .7 -7
+ "ja .8 -1
+ "ja .= -1
+ "jb .5 1
+ "jb .6 1
+ "jb .7 -5
+ "jb .8 -2
+ "jb .= -1
+ "jc .5 1
+ "jc .6 1
+ "jc .7 -3
+ "jc .8 -3
+ "jc .= -1
+ "jd .5 1
+ "jd .6 1
+ "jd .7 -1
+ "jd .8 -4
+ "jd .= -1
+ "je .5 1
+ "je .6 1
+ "je .8 -5
+ "je .= -1
+ "jf .5 1
+ "jf .6 1
+ "jf .7 -9
+ "jf .= -1
+ "jg .5 1
+ "jg .6 1
+ "jg .< -1
+ "jg .= -2
+ "jh .5 1
+ "jh .6 1
+ "jh .; -1
+ "jh .= -2
+ "ji .5 1
+ "ji .6 1
+ "ji .: -1
+ "ji .= -2
+ "jj .5 1
+ "jj .6 1
+ "jj .9 -1
+ "jj .= -2
+ "jk .5 1
+ "jk .6 1
+ "jk .8 -1
+ "jk .= -2
+ "jl .5 1
+ "jl .6 1
+ "jl .7 -2
+ "jl .= -2
+ "jm .5 1
+ "jm .6 1
+ "jm .= -3
+ "jn .5 1
+ "jn .6 1
+ "jn .9 -1
+ "jn .: -1
+ "jn .; -1
+ "jn .< -1
+ "jo .5 1
+ "jo .6 1
+ "jo .8 -1
+ "jo .: -1
+ "jo .; -1
+ "jo .< -1
+ "jp .5 1
+ "jp .6 1
+ "jp .7 -1
+ "jp .: -1
+ "jp .; -1
+ "jp .< -1
+ "jq .5 1
+ "jq .6 1
+ "jq .: -2
+ "jq .; -1
+ "jq .< -1
+ "jr .5 1
+ "jr .6 1
+ "jr .8 -1
+ "jr .9 -1
+ "jr .; -1
+ "jr .< -1
+ "js .5 1
+ "js .6 1
+ "js .7 -2
+ "js .9 -1
+ "js .; -1
+ "js .< -1
+ "jt .5 1
+ "jt .6 1
+ "jt .9 -2
+ "jt .; -1
+ "jt .< -1
+ "ju .5 1
+ "ju .6 1
+ "ju .7 -3
+ "ju .8 -1
+ "ju .; -1
+ "ju .< -1
+ "jv .5 1
+ "jv .6 1
+ "jv .7 -1
+ "jv .8 -2
+ "jv .; -1
+ "jv .< -1
+ "jw .5 1
+ "jw .6 1
+ "jw .8 -3
+ "jw .; -1
+ "jw .< -1
+ "jx .5 1
+ "jx .6 1
+ "jx .7 -5
+ "jx .; -1
+ "jx .< -1
+ "jy .5 1
+ "jy .6 1
+ "jy .; -2
+ "jy .< -1
+ "jz .5 1
+ "jz .6 1
+ "jz .7 -1
+ "jz .8 -1
+ "jz .9 -1
+ "jz .: -1
+ "jz .< -1
+ "j{ .5 1
+ "j{ .6 1
+ "j{ .8 -2
+ "j{ .9 -1
+ "j{ .: -1
+ "j{ .< -1
+ "j| .5 1
+ "j| .6 1
+ "j| .7 -3
+ "j| .9 -1
+ "j| .: -1
+ "j| .< -1
+ "k! .5 1
+ "k! .6 1
+ "k! .9 -2
+ "k! .: -1
+ "k! .< -1
+ "k" .5 1
+ "k" .6 1
+ "k" .7 -4
+ "k" .8 -1
+ "k" .: -1
+ "k" .< -1
+ "k# .5 1
+ "k# .6 1
+ "k# .7 -2
+ "k# .8 -2
+ "k# .: -1
+ "k# .< -1
+ "k$ .5 1
+ "k$ .6 1
+ "k$ .8 -3
+ "k$ .: -1
+ "k$ .< -1
+ "k% .5 1
+ "k% .6 1
+ "k% .7 -6
+ "k% .: -1
+ "k% .< -1
+ "k& .5 1
+ "k& .6 1
+ "k& .9 -1
+ "k& .: -2
+ "k& .< -1
+ "k' .5 1
+ "k' .6 1
+ "k' .8 -1
+ "k' .: -2
+ "k' .< -1
+ "k( .5 1
+ "k( .6 1
+ "k( .7 -2
+ "k( .: -2
+ "k( .< -1
+ "k) .5 1
+ "k) .6 1
+ "k) .: -3
+ "k) .< -1
+ "k* .5 1
+ "k* .6 1
+ "k* .7 -5
+ "k* .8 -1
+ "k* .9 -1
+ "k* .< -1
+ "k+ .5 1
+ "k+ .6 1
+ "k+ .7 -3
+ "k+ .8 -2
+ "k+ .9 -1
+ "k+ .< -1
+ "k, .5 1
+ "k, .6 1
+ "k, .7 -1
+ "k, .8 -3
+ "k, .9 -1
+ "k, .< -1
+ "k- .5 1
+ "k- .6 1
+ "k- .8 -4
+ "k- .9 -1
+ "k- .< -1
+ "k. .5 1
+ "k. .6 1
+ "k. .7 -7
+ "k. .9 -1
+ "k. .< -1
+ "k/ .5 1
+ "k/ .6 1
+ "k/ .7 -2
+ "k/ .8 -1
+ "k/ .9 -2
+ "k/ .< -1
+ "k0 .5 1
+ "k0 .6 1
+ "k0 .8 -2
+ "k0 .9 -2
+ "k0 .< -1
+ "k1 .5 1
+ "k1 .6 1
+ "k1 .7 -4
+ "k1 .9 -2
+ "k1 .< -1
+ "k2 .5 1
+ "k2 .6 1
+ "k2 .8 -1
+ "k2 .9 -3
+ "k2 .< -1
+ "k3 .5 1
+ "k3 .6 1
+ "k3 .7 -1
+ "k3 .9 -3
+ "k3 .< -1
+ "k4 .5 1
+ "k4 .6 1
+ "k4 .9 -4
+ "k4 .< -1
+ "k5 .5 1
+ "k5 .6 1
+ "k5 .7 -8
+ "k5 .8 -1
+ "k5 .< -1
+ "k6 .5 1
+ "k6 .6 1
+ "k6 .7 -6
+ "k6 .8 -2
+ "k6 .< -1
+ "k7 .5 1
+ "k7 .6 1
+ "k7 .7 -4
+ "k7 .8 -3
+ "k7 .< -1
+ "k8 .5 1
+ "k8 .6 1
+ "k8 .7 -2
+ "k8 .8 -4
+ "k8 .< -1
+ "k9 .5 1
+ "k9 .6 1
+ "k9 .8 -5
+ "k9 .< -1
+ "k: .5 1
+ "k: .6 1
+ "k: .7 -10
+ "k: .< -1
+ "k; .5 1
+ "k; .6 1
+ "k; .; -1
+ "k; .< -2
+ "k< .5 1
+ "k< .6 1
+ "k< .: -1
+ "k< .< -2
+ "k= .5 1
+ "k= .6 1
+ "k= .8 -1
+ "k= .9 -1
+ "k= .< -2
+ "k> .5 1
+ "k> .6 1
+ "k> .7 -1
+ "k> .9 -1
+ "k> .< -2
+ "k? .5 1
+ "k? .6 1
+ "k? .9 -2
+ "k? .< -2
+ "k@ .5 1
+ "k@ .6 1
+ "k@ .7 -2
+ "k@ .8 -1
+ "k@ .< -2
+ "kA .5 1
+ "kA .6 1
+ "kA .8 -2
+ "kA .< -2
+ "kB .5 1
+ "kB .6 1
+ "kB .7 -4
+ "kB .< -2
+ "kC .5 1
+ "kC .6 1
+ "kC .< -3
+ "kD .5 1
+ "kD .6 1
+ "kD .7 -2
+ "kD .8 -1
+ "kD .9 -1
+ "kD .: -1
+ "kD .; -1
+ "kE .5 1
+ "kE .6 1
+ "kE .8 -2
+ "kE .9 -1
+ "kE .: -1
+ "kE .; -1
+ "kF .5 1
+ "kF .6 1
+ "kF .7 -4
+ "kF .9 -1
+ "kF .: -1
+ "kF .; -1
+ "kG .5 1
+ "kG .6 1
+ "kG .8 -1
+ "kG .9 -2
+ "kG .: -1
+ "kG .; -1
+ "kH .5 1
+ "kH .6 1
+ "kH .7 -1
+ "kH .9 -2
+ "kH .: -1
+ "kH .; -1
+ "kI .5 1
+ "kI .6 1
+ "kI .9 -3
+ "kI .: -1
+ "kI .; -1
+ "kJ .5 1
+ "kJ .6 1
+ "kJ .7 -5
+ "kJ .8 -1
+ "kJ .: -1
+ "kJ .; -1
+ "kK .5 1
+ "kK .6 1
+ "kK .7 -3
+ "kK .8 -2
+ "kK .: -1
+ "kK .; -1
+ "kL .5 1
+ "kL .6 1
+ "kL .7 -1
+ "kL .8 -3
+ "kL .: -1
+ "kL .; -1
+ "kM .5 1
+ "kM .6 1
+ "kM .8 -4
+ "kM .: -1
+ "kM .; -1
+ "kN .5 1
+ "kN .6 1
+ "kN .7 -7
+ "kN .: -1
+ "kN .; -1
+ "kO .5 1
+ "kO .6 1
+ "kO .9 -1
+ "kO .: -2
+ "kO .; -1
+ "kP .5 1
+ "kP .6 1
+ "kP .7 -1
+ "kP .8 -1
+ "kP .: -2
+ "kP .; -1
+ "kQ .5 1
+ "kQ .6 1
+ "kQ .8 -2
+ "kQ .: -2
+ "kQ .; -1
+ "kR .5 1
+ "kR .6 1
+ "kR .7 -3
+ "kR .: -2
+ "kR .; -1
+ "kS .5 1
+ "kS .6 1
+ "kS .: -3
+ "kS .; -1
+ "kT .5 1
+ "kT .6 1
+ "kT .7 -6
+ "kT .8 -1
+ "kT .9 -1
+ "kT .; -1
+ "kU .5 1
+ "kU .6 1
+ "kU .7 -4
+ "kU .8 -2
+ "kU .9 -1
+ "kU .; -1
+ "kV .5 1
+ "kV .6 1
+ "kV .7 -2
+ "kV .8 -3
+ "kV .9 -1
+ "kV .; -1
+ "kW .5 1
+ "kW .6 1
+ "kW .8 -4
+ "kW .9 -1
+ "kW .; -1
+ "kX .5 1
+ "kX .6 1
+ "kX .7 -8
+ "kX .9 -1
+ "kX .; -1
+ "kY .5 1
+ "kY .6 1
+ "kY .7 -3
+ "kY .8 -1
+ "kY .9 -2
+ "kY .; -1
+ "kZ .5 1
+ "kZ .6 1
+ "kZ .7 -1
+ "kZ .8 -2
+ "kZ .9 -2
+ "kZ .; -1
+ "k[ .5 1
+ "k[ .6 1
+ "k[ .8 -3
+ "k[ .9 -2
+ "k[ .; -1
+ "k\ .5 1
+ "k\ .6 1
+ "k\ .7 -5
+ "k\ .9 -2
+ "k\ .; -1
+ "k] .5 1
+ "k] .6 1
+ "k] .8 -1
+ "k] .9 -3
+ "k] .; -1
+ "k^ .5 1
+ "k^ .6 1
+ "k^ .7 -2
+ "k^ .9 -3
+ "k^ .; -1
+ "k_ .5 1
+ "k_ .6 1
+ "k_ .9 -4
+ "k_ .; -1
+ "k` .5 1
+ "k` .6 1
+ "k` .7 -9
+ "k` .8 -1
+ "k` .; -1
+ "ka .5 1
+ "ka .6 1
+ "ka .7 -7
+ "ka .8 -2
+ "ka .; -1
+ "kb .5 1
+ "kb .6 1
+ "kb .7 -5
+ "kb .8 -3
+ "kb .; -1
+ "kc .5 1
+ "kc .6 1
+ "kc .7 -3
+ "kc .8 -4
+ "kc .; -1
+ "kd .5 1
+ "kd .6 1
+ "kd .7 -1
+ "kd .8 -5
+ "kd .; -1
+ "ke .5 1
+ "ke .6 1
+ "ke .8 -6
+ "ke .; -1
+ "kf .5 1
+ "kf .6 1
+ "kf .7 -11
+ "kf .; -1
+ "kg .5 1
+ "kg .6 1
+ "kg .9 -1
+ "kg .: -1
+ "kg .; -2
+ "kh .5 1
+ "kh .6 1
+ "kh .8 -1
+ "kh .: -1
+ "kh .; -2
+ "ki .5 1
+ "ki .6 1
+ "ki .7 -2
+ "ki .: -1
+ "ki .; -2
+ "kj .5 1
+ "kj .6 1
+ "kj .: -2
+ "kj .; -2
+ "kk .5 1
+ "kk .6 1
+ "kk .7 -1
+ "kk .8 -1
+ "kk .9 -1
+ "kk .; -2
+ "kl .5 1
+ "kl .6 1
+ "kl .8 -2
+ "kl .9 -1
+ "kl .; -2
+ "km .5 1
+ "km .6 1
+ "km .7 -3
+ "km .9 -1
+ "km .; -2
+ "kn .5 1
+ "kn .6 1
+ "kn .9 -2
+ "kn .; -2
+ "ko .5 1
+ "ko .6 1
+ "ko .7 -4
+ "ko .8 -1
+ "ko .; -2
+ "kp .5 1
+ "kp .6 1
+ "kp .7 -2
+ "kp .8 -2
+ "kp .; -2
+ "kq .5 1
+ "kq .6 1
+ "kq .8 -3
+ "kq .; -2
+ "kr .5 1
+ "kr .6 1
+ "kr .7 -6
+ "kr .; -2
+ "ks .5 1
+ "ks .6 1
+ "ks .: -1
+ "ks .; -3
+ "kt .5 1
+ "kt .6 1
+ "kt .9 -1
+ "kt .; -3
+ "ku .5 1
+ "ku .6 1
+ "ku .8 -1
+ "ku .; -3
+ "kv .5 1
+ "kv .6 1
+ "kv .7 -1
+ "kv .; -3
+ "kw .5 1
+ "kw .6 1
+ "kw .; -4
+ "kx .5 1
+ "kx .6 1
+ "kx .7 -7
+ "kx .8 -1
+ "kx .9 -1
+ "kx .: -1
+ "ky .5 1
+ "ky .6 1
+ "ky .7 -5
+ "ky .8 -2
+ "ky .9 -1
+ "ky .: -1
+ "kz .5 1
+ "kz .6 1
+ "kz .7 -3
+ "kz .8 -3
+ "kz .9 -1
+ "kz .: -1
+ "k{ .5 1
+ "k{ .6 1
+ "k{ .7 -1
+ "k{ .8 -4
+ "k{ .9 -1
+ "k{ .: -1
+ "k| .5 1
+ "k| .6 1
+ "k| .8 -5
+ "k| .9 -1
+ "k| .: -1
+ "l! .5 1
+ "l! .6 1
+ "l! .7 -9
+ "l! .9 -1
+ "l! .: -1
+ "l" .5 1
+ "l" .6 1
+ "l" .7 -4
+ "l" .8 -1
+ "l" .9 -2
+ "l" .: -1
+ "l# .5 1
+ "l# .6 1
+ "l# .7 -2
+ "l# .8 -2
+ "l# .9 -2
+ "l# .: -1
+ "l$ .5 1
+ "l$ .6 1
+ "l$ .8 -3
+ "l$ .9 -2
+ "l$ .: -1
+ "l% .5 1
+ "l% .6 1
+ "l% .7 -6
+ "l% .9 -2
+ "l% .: -1
+ "l& .5 1
+ "l& .6 1
+ "l& .7 -1
+ "l& .8 -1
+ "l& .9 -3
+ "l& .: -1
+ "l' .5 1
+ "l' .6 1
+ "l' .8 -2
+ "l' .9 -3
+ "l' .: -1
+ "l( .5 1
+ "l( .6 1
+ "l( .7 -3
+ "l( .9 -3
+ "l( .: -1
+ "l) .5 1
+ "l) .6 1
+ "l) .9 -4
+ "l) .: -1
+ "l* .5 1
+ "l* .6 1
+ "l* .7 -10
+ "l* .8 -1
+ "l* .: -1
+ "l+ .5 1
+ "l+ .6 1
+ "l+ .7 -8
+ "l+ .8 -2
+ "l+ .: -1
+ "l, .5 1
+ "l, .6 1
+ "l, .7 -6
+ "l, .8 -3
+ "l, .: -1
+ "l- .5 1
+ "l- .6 1
+ "l- .7 -4
+ "l- .8 -4
+ "l- .: -1
+ "l. .5 1
+ "l. .6 1
+ "l. .7 -2
+ "l. .8 -5
+ "l. .: -1
+ "l/ .5 1
+ "l/ .6 1
+ "l/ .8 -6
+ "l/ .: -1
+ "l0 .5 1
+ "l0 .6 1
+ "l0 .7 -12
+ "l0 .: -1
+ "l1 .5 1
+ "l1 .6 1
+ "l1 .7 -3
+ "l1 .8 -1
+ "l1 .9 -1
+ "l1 .: -2
+ "l2 .5 1
+ "l2 .6 1
+ "l2 .7 -1
+ "l2 .8 -2
+ "l2 .9 -1
+ "l2 .: -2
+ "l3 .5 1
+ "l3 .6 1
+ "l3 .8 -3
+ "l3 .9 -1
+ "l3 .: -2
+ "l4 .5 1
+ "l4 .6 1
+ "l4 .7 -5
+ "l4 .9 -1
+ "l4 .: -2
+ "l5 .5 1
+ "l5 .6 1
+ "l5 .8 -1
+ "l5 .9 -2
+ "l5 .: -2
+ "l6 .5 1
+ "l6 .6 1
+ "l6 .7 -2
+ "l6 .9 -2
+ "l6 .: -2
+ "l7 .5 1
+ "l7 .6 1
+ "l7 .9 -3
+ "l7 .: -2
+ "l8 .5 1
+ "l8 .6 1
+ "l8 .7 -6
+ "l8 .8 -1
+ "l8 .: -2
+ "l9 .5 1
+ "l9 .6 1
+ "l9 .7 -4
+ "l9 .8 -2
+ "l9 .: -2
+ "l: .5 1
+ "l: .6 1
+ "l: .7 -2
+ "l: .8 -3
+ "l: .: -2
+ "l; .5 1
+ "l; .6 1
+ "l; .8 -4
+ "l; .: -2
+ "l< .5 1
+ "l< .6 1
+ "l< .7 -8
+ "l< .: -2
+ "l= .5 1
+ "l= .6 1
+ "l= .8 -1
+ "l= .9 -1
+ "l= .: -3
+ "l> .5 1
+ "l> .6 1
+ "l> .7 -1
+ "l> .9 -1
+ "l> .: -3
+ "l? .5 1
+ "l? .6 1
+ "l? .9 -2
+ "l? .: -3
+ "l@ .5 1
+ "l@ .6 1
+ "l@ .7 -2
+ "l@ .8 -1
+ "l@ .: -3
+ "lA .5 1
+ "lA .6 1
+ "lA .8 -2
+ "lA .: -3
+ "lB .5 1
+ "lB .6 1
+ "lB .7 -4
+ "lB .: -3
+ "lC .5 1
+ "lC .6 1
+ "lC .: -4
+ "lD .5 1
+ "lD .6 1
+ "lD .7 -11
+ "lD .8 -1
+ "lD .9 -1
+ "lE .5 1
+ "lE .6 1
+ "lE .7 -9
+ "lE .8 -2
+ "lE .9 -1
+ "lF .5 1
+ "lF .6 1
+ "lF .7 -7
+ "lF .8 -3
+ "lF .9 -1
+ "lG .5 1
+ "lG .6 1
+ "lG .7 -5
+ "lG .8 -4
+ "lG .9 -1
+ "lH .5 1
+ "lH .6 1
+ "lH .7 -3
+ "lH .8 -5
+ "lH .9 -1
+ "lI .5 1
+ "lI .6 1
+ "lI .7 -1
+ "lI .8 -6
+ "lI .9 -1
+ "lJ .5 1
+ "lJ .6 1
+ "lJ .8 -7
+ "lJ .9 -1
+ "lK .5 1
+ "lK .6 1
+ "lK .7 -13
+ "lK .9 -1
+ "lL .5 1
+ "lL .6 1
+ "lL .7 -8
+ "lL .8 -1
+ "lL .9 -2
+ "lM .5 1
+ "lM .6 1
+ "lM .7 -6
+ "lM .8 -2
+ "lM .9 -2
+ "lN .5 1
+ "lN .6 1
+ "lN .7 -4
+ "lN .8 -3
+ "lN .9 -2
+ "lO .5 1
+ "lO .6 1
+ "lO .7 -2
+ "lO .8 -4
+ "lO .9 -2
+ "lP .5 1
+ "lP .6 1
+ "lP .8 -5
+ "lP .9 -2
+ "lQ .5 1
+ "lQ .6 1
+ "lQ .7 -10
+ "lQ .9 -2
+ "lR .5 1
+ "lR .6 1
+ "lR .7 -5
+ "lR .8 -1
+ "lR .9 -3
+ "lS .5 1
+ "lS .6 1
+ "lS .7 -3
+ "lS .8 -2
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 -3
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 -1
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new file mode 100644
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+ RHS_V Rx 4
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+ RHS_V S0 4
+ RHS_V S1 4
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+ RHS_V S3 4
+ RHS_V S4 4
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+ RHS_V Tg 4
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+ RHS_V Uf 4
+ RHS_V Ug 4
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+ RHS_V Vf 4
+ RHS_V Vg 4
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+ RHS_V Vu 4
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+ RHS_V W3 4
+ RHS_V W4 4
+ RHS_V W5 4
+ RHS_V W6 4
+ RHS_V W7 4
+ RHS_V W8 4
+ RHS_V W9 4
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+ RHS_V WB 4
+ RHS_V WC 4
+ RHS_V WD 4
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+ RHS_V iE 4
+ RHS_V iF 4
+ RHS_V iG 4
+ RHS_V iH 4
+ RHS_V iI 4
+ RHS_V iJ 4
+ RHS_V iK 4
+ RHS_V iL 4
+ RHS_V iM 4
+ RHS_V iN 4
+ RHS_V iO 4
+ RHS_V iP 4
+ RHS_V iQ 4
+ RHS_V iR 4
+ RHS_V iS 4
+ RHS_V iT 4
+ RHS_V iU 4
+ RHS_V iV 4
+ RHS_V iW 4
+ RHS_V iX 4
+ RHS_V iY 4
+ RHS_V iZ 4
+ RHS_V i[ 4
+ RHS_V i\ 4
+ RHS_V i] 4
+ RHS_V i^ 4
+ RHS_V i_ 4
+ RHS_V i` 4
+ RHS_V ia 4
+ RHS_V ib 4
+ RHS_V ic 4
+ RHS_V id 4
+ RHS_V ie 4
+ RHS_V if 4
+ RHS_V ig 4
+ RHS_V ih 4
+ RHS_V ii 4
+ RHS_V ij 4
+ RHS_V ik 4
+ RHS_V il 4
+ RHS_V im 4
+ RHS_V in 4
+ RHS_V io 4
+ RHS_V ip 4
+ RHS_V iq 4
+ RHS_V ir 4
+ RHS_V is 4
+ RHS_V it 4
+ RHS_V iu 4
+ RHS_V iv 4
+ RHS_V iw 4
+ RHS_V ix 4
+ RHS_V iy 4
+ RHS_V iz 4
+ RHS_V i{ 4
+ RHS_V i| 4
+ RHS_V j! 4
+ RHS_V j" 4
+ RHS_V j# 4
+ RHS_V j$ 4
+ RHS_V j% 4
+ RHS_V j& 4
+ RHS_V j' 4
+ RHS_V j( 4
+ RHS_V j) 4
+ RHS_V j* 4
+ RHS_V j+ 4
+ RHS_V j, 4
+ RHS_V j- 4
+ RHS_V j. 4
+ RHS_V j/ 4
+ RHS_V j0 4
+ RHS_V j1 4
+ RHS_V j2 4
+ RHS_V j3 4
+ RHS_V j4 4
+ RHS_V j5 4
+ RHS_V j6 4
+ RHS_V j7 4
+ RHS_V j8 4
+ RHS_V j9 4
+ RHS_V j: 4
+ RHS_V j; 4
+ RHS_V j< 4
+ RHS_V j= 4
+ RHS_V j> 4
+ RHS_V j? 4
+ RHS_V j@ 4
+ RHS_V jA 4
+ RHS_V jB 4
+ RHS_V jC 4
+ RHS_V jD 4
+ RHS_V jE 4
+ RHS_V jF 4
+ RHS_V jG 4
+ RHS_V jH 4
+ RHS_V jI 4
+ RHS_V jJ 4
+ RHS_V jK 4
+ RHS_V jL 4
+ RHS_V jM 4
+ RHS_V jN 4
+ RHS_V jO 4
+ RHS_V jP 4
+ RHS_V jQ 4
+ RHS_V jR 4
+ RHS_V jS 4
+ RHS_V jT 4
+ RHS_V jU 4
+ RHS_V jV 4
+ RHS_V jW 4
+ RHS_V jX 4
+ RHS_V jY 4
+ RHS_V jZ 4
+ RHS_V j[ 4
+ RHS_V j\ 4
+ RHS_V j] 4
+ RHS_V j^ 4
+ RHS_V j_ 4
+ RHS_V j` 4
+ RHS_V ja 4
+ RHS_V jb 4
+ RHS_V jc 4
+ RHS_V jd 4
+ RHS_V je 4
+ RHS_V jf 4
+ RHS_V jg 4
+ RHS_V jh 4
+ RHS_V ji 4
+ RHS_V jj 4
+ RHS_V jk 4
+ RHS_V jl 4
+ RHS_V jm 4
+ RHS_V jn 4
+ RHS_V jo 4
+ RHS_V jp 4
+ RHS_V jq 4
+ RHS_V jr 4
+ RHS_V js 4
+ RHS_V jt 4
+ RHS_V ju 4
+ RHS_V jv 4
+ RHS_V jw 4
+ RHS_V jx 4
+ RHS_V jy 4
+ RHS_V jz 4
+ RHS_V j{ 4
+ RHS_V j| 4
+ RHS_V k! 4
+ RHS_V k" 4
+ RHS_V k# 4
+ RHS_V k$ 4
+ RHS_V k% 4
+ RHS_V k& 4
+ RHS_V k' 4
+ RHS_V k( 4
+ RHS_V k) 4
+ RHS_V k* 4
+ RHS_V k+ 4
+ RHS_V k, 4
+ RHS_V k- 4
+ RHS_V k. 4
+ RHS_V k/ 4
+ RHS_V k0 4
+ RHS_V k1 4
+ RHS_V k2 4
+ RHS_V k3 4
+ RHS_V k4 4
+ RHS_V k5 4
+ RHS_V k6 4
+ RHS_V k7 4
+ RHS_V k8 4
+ RHS_V k9 4
+ RHS_V k: 4
+ RHS_V k; 4
+ RHS_V k< 4
+ RHS_V k= 4
+ RHS_V k> 4
+ RHS_V k? 4
+ RHS_V k@ 4
+ RHS_V kA 4
+ RHS_V kB 4
+ RHS_V kC 4
+ RHS_V kD 4
+ RHS_V kE 4
+ RHS_V kF 4
+ RHS_V kG 4
+ RHS_V kH 4
+ RHS_V kI 4
+ RHS_V kJ 4
+ RHS_V kK 4
+ RHS_V kL 4
+ RHS_V kM 4
+ RHS_V kN 4
+ RHS_V kO 4
+ RHS_V kP 4
+ RHS_V kQ 4
+ RHS_V kR 4
+ RHS_V kS 4
+ RHS_V kT 4
+ RHS_V kU 4
+ RHS_V kV 4
+ RHS_V kW 4
+ RHS_V kX 4
+ RHS_V kY 4
+ RHS_V kZ 4
+ RHS_V k[ 4
+ RHS_V k\ 4
+ RHS_V k] 4
+ RHS_V k^ 4
+ RHS_V k_ 4
+ RHS_V k` 4
+ RHS_V ka 4
+ RHS_V kb 4
+ RHS_V kc 4
+ RHS_V kd 4
+ RHS_V ke 4
+ RHS_V kf 4
+ RHS_V kg 4
+ RHS_V kh 4
+ RHS_V ki 4
+ RHS_V kj 4
+ RHS_V kk 4
+ RHS_V kl 4
+ RHS_V km 4
+ RHS_V kn 4
+ RHS_V ko 4
+ RHS_V kp 4
+ RHS_V kq 4
+ RHS_V kr 4
+ RHS_V ks 4
+ RHS_V kt 4
+ RHS_V ku 4
+ RHS_V kv 4
+ RHS_V kw 4
+ RHS_V kx 4
+ RHS_V ky 4
+ RHS_V kz 4
+ RHS_V k{ 4
+ RHS_V k| 4
+ RHS_V l! 4
+ RHS_V l" 4
+ RHS_V l# 4
+ RHS_V l$ 4
+ RHS_V l% 4
+ RHS_V l& 4
+ RHS_V l' 4
+ RHS_V l( 4
+ RHS_V l) 4
+ RHS_V l* 4
+ RHS_V l+ 4
+ RHS_V l, 4
+ RHS_V l- 4
+ RHS_V l. 4
+ RHS_V l/ 4
+ RHS_V l0 4
+ RHS_V l1 4
+ RHS_V l2 4
+ RHS_V l3 4
+ RHS_V l4 4
+ RHS_V l5 4
+ RHS_V l6 4
+ RHS_V l7 4
+ RHS_V l8 4
+ RHS_V l9 4
+ RHS_V l: 4
+ RHS_V l; 4
+ RHS_V l< 4
+ RHS_V l= 4
+ RHS_V l> 4
+ RHS_V l? 4
+ RHS_V l@ 4
+ RHS_V lA 4
+ RHS_V lB 4
+ RHS_V lC 4
+ RHS_V lD 4
+ RHS_V lE 4
+ RHS_V lF 4
+ RHS_V lG 4
+ RHS_V lH 4
+ RHS_V lI 4
+ RHS_V lJ 4
+ RHS_V lK 4
+ RHS_V lL 4
+ RHS_V lM 4
+ RHS_V lN 4
+ RHS_V lO 4
+ RHS_V lP 4
+ RHS_V lQ 4
+ RHS_V lR 4
+ RHS_V lS 4
+ RHS_V lT 4
+ RHS_V lU 4
+ RHS_V lV 4
+ RHS_V lW 4
+ RHS_V lX 4
+ RHS_V lY 4
+ RHS_V lZ 4
+ RHS_V l[ 4
+ RHS_V l\ 4
+ RHS_V l] 4
+ RHS_V l^ 4
+ RHS_V l_ 4
+ RHS_V l` 4
+ RHS_V la 4
+ RHS_V lb 4
+ RHS_V lc 4
+ RHS_V ld 4
+ RHS_V le 4
+ RHS_V lf 4
+ RHS_V lg 4
+ RHS_V lh 4
+ RHS_V li 4
+ RHS_V lj 4
+ RHS_V lk 4
+ RHS_V ll 4
+ RHS_V lm 4
+ RHS_V ln 4
+ RHS_V lo 4
+ RHS_V lp 4
+ RHS_V lq 4
+ RHS_V lr 4
+ RHS_V ls 4
+ RHS_V lt 4
+ RHS_V lu 4
+ RHS_V lv 4
+ RHS_V lw 4
+ RHS_V lx 4
+ RHS_V ly 4
+ RHS_V lz 4
+ RHS_V l{ 4
+ RHS_V l| 4
+ RHS_V m! 4
+ RHS_V m" 4
+ RHS_V m# 4
+ RHS_V m$ 4
+ RHS_V m% 4
+ RHS_V m& 4
+ RHS_V m' 4
+ RHS_V m( 4
+ RHS_V m) 4
+ RHS_V m* 4
+ RHS_V m+ 4
+ RHS_V m, 4
+ RHS_V m- 4
+ RHS_V m. 4
+ RHS_V m/ 4
+ RHS_V m0 4
+ RHS_V m1 4
+ RHS_V m2 4
+ RHS_V m3 4
+ RHS_V m4 4
+ RHS_V m5 4
+ RHS_V m6 4
+ RHS_V m7 4
+ RHS_V m8 4
+ RHS_V m9 4
+ RHS_V m: 4
+ RHS_V m; 4
+ RHS_V m< 4
+ RHS_V m= 4
+ RHS_V m> 4
+ RHS_V m? 4
+ RHS_V m@ 4
+ RHS_V mA 4
+ RHS_V mB 4
+ RHS_V mC 4
+ RHS_V mD 4
+ RHS_V mE 4
+ RHS_V mF 4
+ RHS_V mG 4
+ RHS_V mH 4
+ RHS_V mI 4
+ RHS_V mJ 4
+ RHS_V mK 4
+ RHS_V mL 4
+ RHS_V mM 4
+ RHS_V mN 4
+ RHS_V mO 4
+ RHS_V mP 4
+ RHS_V mQ 4
+ RHS_V mR 4
+ RHS_V mS 4
+ RHS_V mT 4
+ RHS_V mU 4
+ RHS_V mV 4
+ RHS_V mW 4
+ RHS_V mX 4
+ RHS_V mY 4
+ RHS_V mZ 4
+ RHS_V m[ 4
+ RHS_V m\ 4
+ RHS_V m] 4
+ RHS_V m^ 4
+ RHS_V m_ 4
+ RHS_V m` 4
+ RHS_V ma 4
+ RHS_V mb 4
+ RHS_V mc 4
+ RHS_V md 4
+ RHS_V me 4
+ RHS_V mf 4
+ RHS_V mg 4
+ RHS_V mh 4
+ RHS_V mi 4
+ RHS_V mj 4
+ RHS_V mk 4
+ RHS_V ml 4
+ RHS_V mm 4
+ RHS_V mn 4
+ RHS_V mo 4
+ RHS_V mp 4
+ RHS_V mq 4
+ RHS_V mr 4
+ RHS_V ms 4
+ RHS_V mt 4
+ RHS_V mu 4
+ RHS_V mv 4
+ RHS_V mw 4
+ RHS_V mx 4
+ RHS_V my 4
+ RHS_V mz 4
+ RHS_V m{ 4
+ RHS_V m| 4
+ RHS_V n! 4
+ RHS_V n" 4
+ RHS_V n# 4
+ RHS_V n$ 4
+ RHS_V n% 4
+ RHS_V n& 4
+ RHS_V n' 4
+ RHS_V n( 4
+ RHS_V n) 4
+ RHS_V n* 4
+ RHS_V n+ 4
+ RHS_V n, 4
+ RHS_V n- 4
+ RHS_V n. 4
+ RHS_V n/ 4
+ RHS_V n0 4
+ RHS_V n1 4
+ RHS_V n2 4
+ RHS_V n3 4
+ RHS_V n4 4
+ RHS_V n5 4
+ RHS_V n6 4
+ RHS_V n7 4
+ RHS_V n8 4
+ RHS_V n9 4
+ RHS_V n: 4
+ RHS_V n; 4
+ RHS_V n< 4
+ RHS_V n= 4
+ RHS_V n> 4
+ RHS_V n? 4
+ RHS_V n@ 4
+ RHS_V nA 4
+ RHS_V nB 4
+ RHS_V nC 4
+ RHS_V nD 4
+ RHS_V nE 4
+ RHS_V nF 4
+ RHS_V nG 4
+ RHS_V nH 4
+ RHS_V nI 4
+ RHS_V nJ 4
+ RHS_V nK 4
+ RHS_V nL 4
+ RHS_V nM 4
+ RHS_V nN 4
+ RHS_V nO 4
+ RHS_V nP 4
+ RHS_V nQ 4
+ RHS_V nR 4
+ RHS_V nS 4
+ RHS_V nT 4
+ RHS_V nU 4
+ RHS_V nV 4
+ RHS_V nW 4
+ RHS_V nX 4
+ RHS_V nY 4
+ RHS_V nZ 4
+ RHS_V n[ 4
+ RHS_V n\ 4
+ RHS_V n] 4
+ RHS_V n^ 4
+ RHS_V n_ 4
+ RHS_V n` 4
+ RHS_V na 4
+ RHS_V nb 4
+ RHS_V nc 4
+ RHS_V nd 4
+ RHS_V ne 4
+ RHS_V nf 4
+ RHS_V ng 4
+ RHS_V nh 4
+ RHS_V ni 4
+ RHS_V nj 4
+ RHS_V nk 4
+ RHS_V nl 4
+ RHS_V nm 4
+ RHS_V nn 4
+ RHS_V no 4
+ RHS_V np 4
+ RHS_V nq 4
+ RHS_V nr 4
+ RHS_V ns 4
+ RHS_V nt 4
+ RHS_V nu 4
+ RHS_V nv 4
+ RHS_V nw 4
+ RHS_V nx 4
+ RHS_V ny 4
+ RHS_V nz 4
+ RHS_V n{ 4
+ RHS_V n| 4
+ RHS_V o! 4
+ RHS_V o" 4
+ RHS_V o# 4
+ RHS_V o$ 4
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+ RHS_V o& 4
+ RHS_V o' 4
+ RHS_V o( 4
+ RHS_V o) 4
+ RHS_V o* 4
+ RHS_V o+ 4
+ RHS_V o, 4
+ RHS_V o- 4
+ RHS_V o. 4
+ RHS_V o/ 4
+ RHS_V o0 4
+ RHS_V o1 4
+ RHS_V o2 4
+ RHS_V o3 4
+ RHS_V o4 4
+ RHS_V o5 4
+ RHS_V o6 4
+ RHS_V o7 4
+ RHS_V o8 4
+ RHS_V o9 4
+ RHS_V o: 4
+ RHS_V o; 4
+ RHS_V o< 4
+ RHS_V o= 4
+ RHS_V o> 4
+ RHS_V o? 4
+ RHS_V o@ 4
+ RHS_V oA 4
+ RHS_V oB 4
+ RHS_V oC 4
+ RHS_V oD 4
+ RHS_V oE 4
+ RHS_V oF 4
+ RHS_V oG 4
+ RHS_V oH 4
+ RHS_V oI 4
+ RHS_V oJ 4
+ RHS_V oK 4
+ RHS_V oL 4
+ RHS_V oM 4
+ RHS_V oN 4
+ RHS_V oO 4
+ RHS_V oP 4
+ RHS_V oQ 4
+ RHS_V oR 4
+ RHS_V oS 4
+ RHS_V oT 4
+ RHS_V oU 4
+ RHS_V oV 4
+ RHS_V oW 4
+ RHS_V oX 4
+ RHS_V oY 4
+ RHS_V oZ 4
+ RHS_V o[ 4
+ RHS_V o\ 4
+ RHS_V o] 4
+ RHS_V o^ 4
+ RHS_V o_ 4
+ RHS_V o` 4
+ RHS_V oa 4
+ RHS_V ob 4
+ RHS_V oc 4
+ RHS_V od 4
+ RHS_V oe 4
+ RHS_V of 4
+ RHS_V og 4
+ RHS_V oh 4
+ RHS_V oi 4
+ RHS_V oj 4
+ RHS_V ok 4
+ RHS_V ol 4
+ RHS_V om 4
+ RHS_V on 4
+ RHS_V oo 4
+ RHS_V op 4
+ RHS_V oq 4
+ RHS_V or 4
+ RHS_V os 4
+ RHS_V ot 4
+ RHS_V ou 4
+ RHS_V ov 4
+ RHS_V ow 4
+ RHS_V ox 4
+ RHS_V oy 4
+ RHS_V oz 4
+ RHS_V o{ 4
+ RHS_V o| 4
+ RHS_V p! 4
+ RHS_V p" 4
+ RHS_V p# 4
+ RHS_V p$ 4
+ RHS_V p% 4
+ RHS_V p& 4
+ RHS_V p' 4
+ RHS_V p( 4
+ RHS_V p) 4
+ RHS_V p* 4
+ RHS_V p+ 4
+ RHS_V p, 4
+ RHS_V p- 4
+ RHS_V p. 4
+ RHS_V p/ 4
+ RHS_V p0 4
+ RHS_V p1 4
+ RHS_V p2 4
+ RHS_V p3 4
+ RHS_V p4 4
+ RHS_V p5 4
+ RHS_V p6 4
+ RHS_V p7 4
+ RHS_V p8 4
+ RHS_V p9 4
+ RHS_V p: 4
+ RHS_V p; 4
+ RHS_V p< 4
+ RHS_V p= 4
+ RHS_V p> 4
+ RHS_V p? 4
+ RHS_V p@ 4
+ RHS_V pA 4
+ RHS_V pB 4
+ RHS_V pC 4
+ RHS_V pD 4
+ RHS_V pE 4
+ RHS_V pF 4
+ RHS_V pG 4
+ RHS_V pH 4
+ RHS_V pI 4
+ RHS_V pJ 4
+ RHS_V pK 4
+ RHS_V pL 4
+ RHS_V pM 4
+ RHS_V pN 4
+ RHS_V pO 4
+ RHS_V pP 4
+ RHS_V pQ 4
+ RHS_V pR 4
+ RHS_V pS 4
+ RHS_V pT 4
+ RHS_V pU 4
+ RHS_V pV 4
+ RHS_V pW 4
+ RHS_V pX 4
+ RHS_V pY 4
+ RHS_V pZ 4
+ RHS_V p[ 4
+ RHS_V p\ 4
+ RHS_V p] 4
+ RHS_V p^ 4
+ RHS_V p_ 4
+ RHS_V p` 4
+ RHS_V pa 4
+ RHS_V pb 4
+ RHS_V pc 4
+ RHS_V pd 4
+ RHS_V pe 4
+ RHS_V pf 4
+ RHS_V pg 4
+ RHS_V ph 4
+ RHS_V pi 4
+ RHS_V pj 4
+ RHS_V pk 4
+ RHS_V pl 4
+ RHS_V pm 4
+ RHS_V pn 4
+ RHS_V po 4
+ RHS_V pp 4
+ RHS_V pq 4
+ RHS_V pr 4
+ RHS_V ps 4
+ RHS_V pt 4
+ RHS_V pu 4
+ RHS_V pv 4
+ RHS_V pw 4
+ RHS_V px 4
+ RHS_V py 4
+ RHS_V pz 4
+ RHS_V p{ 4
+ RHS_V p| 4
+ RHS_V q! 4
+ RHS_V q" 4
+ RHS_V q# 4
+ RHS_V q$ 4
+ RHS_V q% 4
+ RHS_V q& 4
+ RHS_V q' 4
+ RHS_V q( 4
+ RHS_V q) 4
+ RHS_V q* 4
+ RHS_V q+ 4
+ RHS_V q, 4
+ RHS_V q- 4
+ RHS_V q. 4
+ RHS_V q/ 4
+ RHS_V q0 4
+ RHS_V q1 4
+ RHS_V q2 4
+ RHS_V q3 4
+ RHS_V q4 4
+ RHS_V q5 4
+ RHS_V q6 4
+ RHS_V q7 4
+ RHS_V q8 4
+ RHS_V q9 4
+ RHS_V q: 4
+ RHS_V q; 4
+ RHS_V q< 4
+ RHS_V q= 4
+ RHS_V q> 4
+ RHS_V q? 4
+ RHS_V q@ 4
+ RHS_V qA 4
+ RHS_V qB 4
+ RHS_V qC 4
+ RHS_V qD 4
+ RHS_V qE 4
+ RHS_V qF 4
+ RHS_V qG 4
+ RHS_V qH 4
+ RHS_V qI 4
+ RHS_V qJ 4
+ RHS_V qK 4
+ RHS_V qL 4
+ RHS_V qM 4
+ RHS_V qN 4
+ RHS_V qO 4
+ RHS_V qP 4
+ RHS_V qQ 4
+ RHS_V qR 4
+ RHS_V qS 4
+ RHS_V qT 4
+ RHS_V qU 4
+ RHS_V qV 4
+ RHS_V qW 4
+ RHS_V qX 4
+ RHS_V qY 4
+ RHS_V qZ 4
+ RHS_V q[ 4
+ RHS_V q\ 4
+ RHS_V q] 4
+ RHS_V q^ 4
+ RHS_V q_ 4
+ RHS_V q` 4
+ RHS_V qa 4
+ RHS_V qb 4
+ RHS_V qc 4
+ RHS_V qd 4
+ RHS_V qe 4
+ RHS_V qf 4
+ RHS_V qg 4
+ RHS_V qh 4
+ RHS_V qi 4
+ RHS_V qj 4
+ RHS_V qk 4
+ RHS_V ql 4
+ RHS_V qm 4
+ RHS_V qn 4
+ RHS_V qo 4
+ RHS_V qp 4
+ RHS_V qq 4
+ RHS_V qr 4
+ RHS_V qs 4
+ RHS_V qt 4
+ RHS_V qu 4
+ RHS_V qv 4
+ RHS_V qw 4
+ RHS_V qx 4
+ RHS_V qy 4
+ RHS_V qz 4
+ RHS_V q{ 4
+ RHS_V q| 4
+ RHS_V r! 4
+ RHS_V r" 4
+ RHS_V r# 4
+ RHS_V r$ 4
+ RHS_V r% 4
+ RHS_V r& 4
+ RHS_V r' 4
+ RHS_V r( 4
+ RHS_V r) 4
+ RHS_V r* 4
+ RHS_V r+ 4
+ RHS_V r, 4
+ RHS_V r- 4
+ RHS_V r. 4
+ RHS_V r/ 4
+ RHS_V r0 4
+ RHS_V r1 4
+ RHS_V r2 4
+ RHS_V r3 4
+ RHS_V r4 4
+ RHS_V r5 4
+ RHS_V r6 4
+ RHS_V r7 4
+ RHS_V r8 4
+ RHS_V r9 4
+ RHS_V r: 4
+ RHS_V r; 4
+ RHS_V r< 4
+ RHS_V r= 4
+ RHS_V r> 4
+ RHS_V r? 4
+ RHS_V r@ 4
+ RHS_V rA 4
+ RHS_V rB 4
+ RHS_V rC 4
+ RHS_V rD 4
+ RHS_V rE 4
+ RHS_V rF 4
+ RHS_V rG 4
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diff --git a/datasets/mip/minified/ns1208400.mps b/datasets/mip/minified/ns1208400.mps
new file mode 100644
index 0000000000..4947e3e1d1
--- /dev/null
+++ b/datasets/mip/minified/ns1208400.mps
@@ -0,0 +1,93215 @@
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+ &/ Fn 0.3333333333
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+ &1 FP 0.3333333333
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+ &1 FU 0.3333333333
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+ &1 FZ 0.3333333333
+ &1 F[ 0.25
+ &1 F\ 0.2
+ &1 F_ 0.3333333333
+ &1 F` 0.25
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+ &1 Fi 0.3333333333
+ &1 Fj 0.25
+ &1 Fk 0.2
+ &1 Fn 0.3333333333
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+ &1 Fp 0.2
+ &1 Fs 0.3333333333
+ &1 Ft 0.25
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+ &1 Fx 0.3333333333
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+ &1 Fz 0.2
+ &1 G! 0.3333333333
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+ &1 M# 1
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+ &< Ev 1
+ &< Ew 1
+ &< G$ 1
+ &< G% 1
+ &< G& 1
+ &< G' 1
+ &< G( 1
+ &= ( 1
+ &= P 1
+ &= #\ 1
+ &= #| 1
+ &= >+ 1
+ &= >, 1
+ &= >- 1
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+ &= >/ 1
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+ &= ?p 1
+ &= ?q 1
+ &= ?r 1
+ &= ?s 1
+ &= B8 1
+ &= B9 1
+ &= B: 1
+ &= B; 1
+ &= B< 1
+ &= B= 1
+ &= Cr 1
+ &= Cs 1
+ &= Ct 1
+ &= Cu 1
+ &= Cv 1
+ &= Cw 1
+ &= Es 1
+ &= Et 1
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+ &= Ev 1
+ &= Ew 1
+ &= G$ 1
+ &= G% 1
+ &= G& 1
+ &= G' 1
+ &= G( 1
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+ ;# K` 0.25
+ ;# Ka 0.2
+ ;# Kb 1
+ ;# Kc 0.5
+ ;# Kd 0.3333333333
+ ;# Ke 0.25
+ ;# Kf 0.2
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+ ;# Kj 0.25
+ ;# Kk 0.2
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+ ;# O+ 1
+ ;# O, 1
+ ;$ #+ 1
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+ ;$ Kj 0.25
+ ;$ Kk 0.2
+ ;$ M+ 1
+ ;$ O, 1
+ ;$ O- 1
+ ;% #, 1
+ ;% K7 0.3333333333
+ ;% K8 0.25
+ ;% K9 0.2
+ ;% K< 0.3333333333
+ ;% K= 0.25
+ ;% K> 0.2
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+ ;% KB 0.25
+ ;% KC 0.2
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+ ;% KW 0.2
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+ ;% K` 0.25
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+ ;% Kj 0.25
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+ ;& #- 1
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+ ;: D! 1
+ ;: D" 1
+ ;: D# 1
+ ;: D$ 1
+ ;: FB 1
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+ ;: Ko 1
+ ;: Kp 1
+ ;; 2 1
+ ;; #B 1
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+ ;; ?[ 1
+ ;; ?\ 1
+ ;; ?] 1
+ ;; ?y 1
+ ;; ?z 1
+ ;; ?{ 1
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+ ;r C\ 1
+ ;r C] 1
+ ;r C^ 1
+ ;r DH 1
+ ;r DI 1
+ ;r DJ 1
+ ;r DK 1
+ ;r DL 1
+ ;r DM 1
+ ;r H, 1
+ ;r H- 1
+ ;r H. 1
+ ;r H/ 1
+ ;r H0 1
+ ;r K{ 1
+ ;r K| 1
+ ;r L! 1
+ ;r L" 1
+ ;r L# 1
+ ;s j 1
+ ;s #> 1
+ ;s $S 1
+ ;s ?U 1
+ ;s ?V 1
+ ;s ?W 1
+ ;s ?X 1
+ ;s ?Y 1
+ ;s @I 1
+ ;s @J 1
+ ;s @K 1
+ ;s @L 1
+ ;s @M 1
+ ;s CZ 1
+ ;s C[ 1
+ ;s C\ 1
+ ;s C] 1
+ ;s C^ 1
+ ;s C_ 1
+ ;s DI 1
+ ;s DJ 1
+ ;s DK 1
+ ;s DL 1
+ ;s DM 1
+ ;s DN 1
+ ;s H, 1
+ ;s H- 1
+ ;s H. 1
+ ;s H/ 1
+ ;s H0 1
+ ;s K{ 1
+ ;s K| 1
+ ;s L! 1
+ ;s L" 1
+ ;s L# 1
+ ;t k 1
+ ;t #? 1
+ ;t $S 1
+ ;t ?V 1
+ ;t ?W 1
+ ;t ?X 1
+ ;t ?Y 1
+ ;t ?Z 1
+ ;t @J 1
+ ;t @K 1
+ ;t @L 1
+ ;t @M 1
+ ;t @N 1
+ ;t C[ 1
+ ;t C\ 1
+ ;t C] 1
+ ;t C^ 1
+ ;t C_ 1
+ ;t C` 1
+ ;t DJ 1
+ ;t DK 1
+ ;t DL 1
+ ;t DM 1
+ ;t DN 1
+ ;t DO 1
+ ;t H- 1
+ ;t H. 1
+ ;t H/ 1
+ ;t H0 1
+ ;t K| 1
+ ;t L! 1
+ ;t L" 1
+ ;t L# 1
+ ;u l 1
+ ;u #@ 1
+ ;u $S 1
+ ;u ?W 1
+ ;u ?X 1
+ ;u ?Y 1
+ ;u ?Z 1
+ ;u ?[ 1
+ ;u @K 1
+ ;u @L 1
+ ;u @M 1
+ ;u @N 1
+ ;u @O 1
+ ;u C\ 1
+ ;u C] 1
+ ;u C^ 1
+ ;u C_ 1
+ ;u C` 1
+ ;u Ca 1
+ ;u DK 1
+ ;u DL 1
+ ;u DM 1
+ ;u DN 1
+ ;u DO 1
+ ;u DP 1
+ ;u H. 1
+ ;u H/ 1
+ ;u H0 1
+ ;u L! 1
+ ;u L" 1
+ ;u L# 1
+ ;v m 1
+ ;v #A 1
+ ;v $S 1
+ ;v ?X 1
+ ;v ?Y 1
+ ;v ?Z 1
+ ;v ?[ 1
+ ;v ?\ 1
+ ;v @L 1
+ ;v @M 1
+ ;v @N 1
+ ;v @O 1
+ ;v @P 1
+ ;v C] 1
+ ;v C^ 1
+ ;v C_ 1
+ ;v C` 1
+ ;v Ca 1
+ ;v Cb 1
+ ;v DL 1
+ ;v DM 1
+ ;v DN 1
+ ;v DO 1
+ ;v DP 1
+ ;v DQ 1
+ ;v H/ 1
+ ;v H0 1
+ ;v L" 1
+ ;v L# 1
+ ;w n 1
+ ;w #B 1
+ ;w $S 1
+ ;w ?Y 1
+ ;w ?Z 1
+ ;w ?[ 1
+ ;w ?\ 1
+ ;w ?] 1
+ ;w @M 1
+ ;w @N 1
+ ;w @O 1
+ ;w @P 1
+ ;w @Q 1
+ ;w C^ 1
+ ;w C_ 1
+ ;w C` 1
+ ;w Ca 1
+ ;w Cb 1
+ ;w DM 1
+ ;w DN 1
+ ;w DO 1
+ ;w DP 1
+ ;w DQ 1
+ ;w H0 1
+ ;w L# 1
+ ;x o 1
+ ;x #C 1
+ ;x $S 1
+ ;x ?Z 1
+ ;x ?[ 1
+ ;x ?\ 1
+ ;x ?] 1
+ ;x @N 1
+ ;x @O 1
+ ;x @P 1
+ ;x @Q 1
+ ;x C_ 1
+ ;x C` 1
+ ;x Ca 1
+ ;x Cb 1
+ ;x DN 1
+ ;x DO 1
+ ;x DP 1
+ ;x DQ 1
+ ;y p 1
+ ;y #D 1
+ ;y $S 1
+ ;y ?[ 1
+ ;y ?\ 1
+ ;y ?] 1
+ ;y @O 1
+ ;y @P 1
+ ;y @Q 1
+ ;y C` 1
+ ;y Ca 1
+ ;y Cb 1
+ ;y DO 1
+ ;y DP 1
+ ;y DQ 1
+ ;z q 1
+ ;z #E 1
+ ;z $S 1
+ ;z ?\ 1
+ ;z ?] 1
+ ;z @P 1
+ ;z @Q 1
+ ;z Ca 1
+ ;z Cb 1
+ ;z DP 1
+ ;z DQ 1
+ ;{ r 1
+ ;{ #F 1
+ ;{ $S 1
+ ;{ ?] 1
+ ;{ @Q 1
+ ;{ Cb 1
+ ;{ DQ 1
+ ;| s 1
+ ;| #3 1
+ ;| $Y 1
+ ;| ?N 1
+ ;| @R 1
+ ;| CT 1
+ ;| DR 1
+ ;| Hc 1
+ ;| Hd 1
+ ;| He 1
+ ;| Hf 1
+ ;| Hg 1
+ ;| L$ 1
+ ;| L% 1
+ ;| L& 1
+ ;| L' 1
+ ;| L( 1
+  1
+ <+ $Y 1
+ <+ ?U 1
+ <+ ?V 1
+ <+ ?W 1
+ <+ ?X 1
+ <+ ?Y 1
+ <+ @Y 1
+ <+ @Z 1
+ <+ @[ 1
+ <+ @\ 1
+ <+ @] 1
+ <+ CZ 1
+ <+ C[ 1
+ <+ C\ 1
+ <+ C] 1
+ <+ C^ 1
+ <+ C_ 1
+ <+ DX 1
+ <+ DY 1
+ <+ DZ 1
+ <+ D[ 1
+ <+ D\ 1
+ <+ D] 1
+ <+ Hc 1
+ <+ Hd 1
+ <+ He 1
+ <+ Hf 1
+ <+ Hg 1
+ <+ L$ 1
+ <+ L% 1
+ <+ L& 1
+ <+ L' 1
+ <+ L( 1
+ <, "# 1
+ <, #? 1
+ <, $Y 1
+ <, ?V 1
+ <, ?W 1
+ <, ?X 1
+ <, ?Y 1
+ <, ?Z 1
+ <, @Z 1
+ <, @[ 1
+ <, @\ 1
+ <, @] 1
+ <, @^ 1
+ <, C[ 1
+ <, C\ 1
+ <, C] 1
+ <, C^ 1
+ <, C_ 1
+ <, C` 1
+ <, DY 1
+ <, DZ 1
+ <, D[ 1
+ <, D\ 1
+ <, D] 1
+ <, D^ 1
+ <, Hd 1
+ <, He 1
+ <, Hf 1
+ <, Hg 1
+ <, L% 1
+ <, L& 1
+ <, L' 1
+ <, L( 1
+ <- "$ 1
+ <- #@ 1
+ <- $Y 1
+ <- ?W 1
+ <- ?X 1
+ <- ?Y 1
+ <- ?Z 1
+ <- ?[ 1
+ <- @[ 1
+ <- @\ 1
+ <- @] 1
+ <- @^ 1
+ <- @_ 1
+ <- C\ 1
+ <- C] 1
+ <- C^ 1
+ <- C_ 1
+ <- C` 1
+ <- Ca 1
+ <- DZ 1
+ <- D[ 1
+ <- D\ 1
+ <- D] 1
+ <- D^ 1
+ <- D_ 1
+ <- He 1
+ <- Hf 1
+ <- Hg 1
+ <- L& 1
+ <- L' 1
+ <- L( 1
+ <. "% 1
+ <. #A 1
+ <. $Y 1
+ <. ?X 1
+ <. ?Y 1
+ <. ?Z 1
+ <. ?[ 1
+ <. ?\ 1
+ <. @\ 1
+ <. @] 1
+ <. @^ 1
+ <. @_ 1
+ <. @` 1
+ <. C] 1
+ <. C^ 1
+ <. C_ 1
+ <. C` 1
+ <. Ca 1
+ <. Cb 1
+ <. D[ 1
+ <. D\ 1
+ <. D] 1
+ <. D^ 1
+ <. D_ 1
+ <. D` 1
+ <. Hf 1
+ <. Hg 1
+ <. L' 1
+ <. L( 1
+  1
+ <4 I? 1
+ <4 I@ 1
+ <4 IA 1
+ <4 IB 1
+ <4 L) 1
+ <4 L* 1
+ <4 L+ 1
+ <4 L, 1
+ <4 L- 1
+ <5 ", 1
+ <5 #4 1
+ <5 $_ 1
+ <5 ?N 1
+ <5 ?O 1
+ <5 @b 1
+ <5 @c 1
+ <5 CT 1
+ <5 CU 1
+ <5 Da 1
+ <5 Db 1
+ <5 I> 1
+ <5 I? 1
+ <5 I@ 1
+ <5 IA 1
+ <5 IB 1
+ <5 L) 1
+ <5 L* 1
+ <5 L+ 1
+ <5 L, 1
+ <5 L- 1
+ <6 "- 1
+ <6 #5 1
+ <6 $_ 1
+ <6 ?N 1
+ <6 ?O 1
+ <6 ?P 1
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+ <6 @d 1
+ <6 CT 1
+ <6 CU 1
+ <6 CV 1
+ <6 Da 1
+ <6 Db 1
+ <6 Dc 1
+ <6 I> 1
+ <6 I? 1
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+ <6 IB 1
+ <6 L) 1
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+ <6 L- 1
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+ <7 ?O 1
+ <7 ?P 1
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+ <7 CV 1
+ <7 CW 1
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+ <7 Db 1
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+ <7 Dd 1
+ <7 I> 1
+ <7 I? 1
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+ <7 IB 1
+ <7 L) 1
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+ <7 L+ 1
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+ <8 $_ 1
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+ <8 CW 1
+ <8 CX 1
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+ <8 Db 1
+ <8 Dc 1
+ <8 Dd 1
+ <8 De 1
+ <8 I> 1
+ <8 I? 1
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+ <8 IA 1
+ <8 IB 1
+ <8 L) 1
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+ <9 ?P 1
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+ <9 ?R 1
+ <9 ?S 1
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+ <9 @d 1
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+ <9 Da 1
+ <9 Db 1
+ <9 Dc 1
+ <9 Dd 1
+ <9 De 1
+ <9 Df 1
+ <9 I> 1
+ <9 I? 1
+ <9 I@ 1
+ <9 IA 1
+ <9 IB 1
+ <9 L) 1
+ <9 L* 1
+ <9 L+ 1
+ <9 L, 1
+ <9 L- 1
+ <: "1 1
+ <: #9 1
+ <: $_ 1
+ <: ?P 1
+ <: ?Q 1
+ <: ?R 1
+ <: ?S 1
+ <: ?T 1
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+ <: @e 1
+ <: @f 1
+ <: @g 1
+ <: @h 1
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+ <: CY 1
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+ <: Dc 1
+ <: Dd 1
+ <: De 1
+ <: Df 1
+ <: Dg 1
+ <: I> 1
+ <: I? 1
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+ <: IA 1
+ <: IB 1
+ <: L) 1
+ <: L* 1
+ <: L+ 1
+ <: L, 1
+ <: L- 1
+ <; "2 1
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+ <; ?Q 1
+ <; ?R 1
+ <; ?S 1
+ <; ?T 1
+ <; ?U 1
+ <; @e 1
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+ <; @g 1
+ <; @h 1
+ <; @i 1
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+ <; CW 1
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+ <; CZ 1
+ <; C[ 1
+ <; Dc 1
+ <; Dd 1
+ <; De 1
+ <; Df 1
+ <; Dg 1
+ <; Dh 1
+ <; I> 1
+ <; I? 1
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+ <; IA 1
+ <; IB 1
+ <; L) 1
+ <; L* 1
+ <; L+ 1
+ <; L, 1
+ <; L- 1
+ << "3 1
+ << #; 1
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+ << ?R 1
+ << ?S 1
+ << ?T 1
+ << ?U 1
+ << ?V 1
+ << @f 1
+ << @g 1
+ << @h 1
+ << @i 1
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+ << CW 1
+ << CX 1
+ << CY 1
+ << CZ 1
+ << C[ 1
+ << C\ 1
+ << Dd 1
+ << De 1
+ << Df 1
+ << Dg 1
+ << Dh 1
+ << Di 1
+ << I> 1
+ << I? 1
+ << I@ 1
+ << IA 1
+ << IB 1
+ << L) 1
+ << L* 1
+ << L+ 1
+ << L, 1
+ << L- 1
+ <= "4 1
+ <= #< 1
+ <= $_ 1
+ <= ?S 1
+ <= ?T 1
+ <= ?U 1
+ <= ?V 1
+ <= ?W 1
+ <= @g 1
+ <= @h 1
+ <= @i 1
+ <= @j 1
+ <= @k 1
+ <= CX 1
+ <= CY 1
+ <= CZ 1
+ <= C[ 1
+ <= C\ 1
+ <= C] 1
+ <= De 1
+ <= Df 1
+ <= Dg 1
+ <= Dh 1
+ <= Di 1
+ <= Dj 1
+ <= I> 1
+ <= I? 1
+ <= I@ 1
+ <= IA 1
+ <= IB 1
+ <= L) 1
+ <= L* 1
+ <= L+ 1
+ <= L, 1
+ <= L- 1
+ <> "5 1
+ <> #= 1
+ <> $_ 1
+ <> ?T 1
+ <> ?U 1
+ <> ?V 1
+ <> ?W 1
+ <> ?X 1
+ <> @h 1
+ <> @i 1
+ <> @j 1
+ <> @k 1
+ <> @l 1
+ <> CY 1
+ <> CZ 1
+ <> C[ 1
+ <> C\ 1
+ <> C] 1
+ <> C^ 1
+ <> Df 1
+ <> Dg 1
+ <> Dh 1
+ <> Di 1
+ <> Dj 1
+ <> Dk 1
+ <> I> 1
+ <> I? 1
+ <> I@ 1
+ <> IA 1
+ <> IB 1
+ <> L) 1
+ <> L* 1
+ <> L+ 1
+ <> L, 1
+ <> L- 1
+  1
+  1
+  1
+  1
+  1
+  1
+  1
+  1
+  1
+ <{ $8 1
+ <{ ?U 1
+ <{ ?V 1
+ <{ ?W 1
+ <{ ?X 1
+ <{ ?Y 1
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+ <{ A? 1
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+ <{ AA 1
+ <{ CZ 1
+ <{ C[ 1
+ <{ C\ 1
+ <{ C] 1
+ <{ C^ 1
+ <{ C_ 1
+ <{ E8 1
+ <{ E9 1
+ <{ E: 1
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+ <{ E< 1
+ <{ E= 1
+ <{ K+ 1
+ <{ K, 1
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+ <{ K. 1
+ <{ K/ 1
+ <{ L8 1
+ <{ L9 1
+ <{ L: 1
+ <{ L; 1
+ <{ L< 1
+ <| "s 1
+ <| #? 1
+ <| $8 1
+ <| ?V 1
+ <| ?W 1
+ <| ?X 1
+ <| ?Y 1
+ <| ?Z 1
+ <| A> 1
+ <| A? 1
+ <| A@ 1
+ <| AA 1
+ <| AB 1
+ <| C[ 1
+ <| C\ 1
+ <| C] 1
+ <| C^ 1
+ <| C_ 1
+ <| C` 1
+ <| E9 1
+ <| E: 1
+ <| E; 1
+ <| E< 1
+ <| E= 1
+ <| E> 1
+ <| K, 1
+ <| K- 1
+ <| K. 1
+ <| K/ 1
+ <| L9 1
+ <| L: 1
+ <| L; 1
+ <| L< 1
+ =! "t 1
+ =! #@ 1
+ =! $8 1
+ =! ?W 1
+ =! ?X 1
+ =! ?Y 1
+ =! ?Z 1
+ =! ?[ 1
+ =! A? 1
+ =! A@ 1
+ =! AA 1
+ =! AB 1
+ =! AC 1
+ =! C\ 1
+ =! C] 1
+ =! C^ 1
+ =! C_ 1
+ =! C` 1
+ =! Ca 1
+ =! E: 1
+ =! E; 1
+ =! E< 1
+ =! E= 1
+ =! E> 1
+ =! E? 1
+ =! K- 1
+ =! K. 1
+ =! K/ 1
+ =! L: 1
+ =! L; 1
+ =! L< 1
+ =" "u 1
+ =" #A 1
+ =" $8 1
+ =" ?X 1
+ =" ?Y 1
+ =" ?Z 1
+ =" ?[ 1
+ =" ?\ 1
+ =" A@ 1
+ =" AA 1
+ =" AB 1
+ =" AC 1
+ =" AD 1
+ =" C] 1
+ =" C^ 1
+ =" C_ 1
+ =" C` 1
+ =" Ca 1
+ =" Cb 1
+ =" E; 1
+ =" E< 1
+ =" E= 1
+ =" E> 1
+ =" E? 1
+ =" E@ 1
+ =" K. 1
+ =" K/ 1
+ =" L; 1
+ =" L< 1
+ =# "v 1
+ =# #B 1
+ =# $8 1
+ =# ?Y 1
+ =# ?Z 1
+ =# ?[ 1
+ =# ?\ 1
+ =# ?] 1
+ =# AA 1
+ =# AB 1
+ =# AC 1
+ =# AD 1
+ =# AE 1
+ =# C^ 1
+ =# C_ 1
+ =# C` 1
+ =# Ca 1
+ =# Cb 1
+ =# E< 1
+ =# E= 1
+ =# E> 1
+ =# E? 1
+ =# E@ 1
+ =# K/ 1
+ =# L< 1
+ =$ "w 1
+ =$ #C 1
+ =$ $8 1
+ =$ ?Z 1
+ =$ ?[ 1
+ =$ ?\ 1
+ =$ ?] 1
+ =$ AB 1
+ =$ AC 1
+ =$ AD 1
+ =$ AE 1
+ =$ C_ 1
+ =$ C` 1
+ =$ Ca 1
+ =$ Cb 1
+ =$ E= 1
+ =$ E> 1
+ =$ E? 1
+ =$ E@ 1
+ =% "x 1
+ =% #D 1
+ =% $8 1
+ =% ?[ 1
+ =% ?\ 1
+ =% ?] 1
+ =% AC 1
+ =% AD 1
+ =% AE 1
+ =% C` 1
+ =% Ca 1
+ =% Cb 1
+ =% E> 1
+ =% E? 1
+ =% E@ 1
+ =& "y 1
+ =& #E 1
+ =& $8 1
+ =& ?\ 1
+ =& ?] 1
+ =& AD 1
+ =& AE 1
+ =& Ca 1
+ =& Cb 1
+ =& E? 1
+ =& E@ 1
+ =' "z 1
+ =' #F 1
+ =' $8 1
+ =' ?] 1
+ =' AE 1
+ =' Cb 1
+ =' E@ 1
+ =( "{ 1
+ =( #3 1
+ =( $: 1
+ =( ?N 1
+ =( AF 1
+ =( CT 1
+ =( EA 1
+ =( Kb 1
+ =( Kc 1
+ =( Kd 1
+ =( Ke 1
+ =( Kf 1
+ =( L= 1
+ =( L> 1
+ =( L? 1
+ =( L@ 1
+ =( LA 1
+ =) "| 1
+ =) #4 1
+ =) $: 1
+ =) ?N 1
+ =) ?O 1
+ =) AF 1
+ =) AG 1
+ =) CT 1
+ =) CU 1
+ =) EA 1
+ =) EB 1
+ =) Kb 1
+ =) Kc 1
+ =) Kd 1
+ =) Ke 1
+ =) Kf 1
+ =) L= 1
+ =) L> 1
+ =) L? 1
+ =) L@ 1
+ =) LA 1
+ =* #! 1
+ =* #5 1
+ =* $: 1
+ =* ?N 1
+ =* ?O 1
+ =* ?P 1
+ =* AF 1
+ =* AG 1
+ =* AH 1
+ =* CT 1
+ =* CU 1
+ =* CV 1
+ =* EA 1
+ =* EB 1
+ =* EC 1
+ =* Kb 1
+ =* Kc 1
+ =* Kd 1
+ =* Ke 1
+ =* Kf 1
+ =* L= 1
+ =* L> 1
+ =* L? 1
+ =* L@ 1
+ =* LA 1
+ =+ #" 1
+ =+ #6 1
+ =+ $: 1
+ =+ ?N 1
+ =+ ?O 1
+ =+ ?P 1
+ =+ ?Q 1
+ =+ AF 1
+ =+ AG 1
+ =+ AH 1
+ =+ AI 1
+ =+ CT 1
+ =+ CU 1
+ =+ CV 1
+ =+ CW 1
+ =+ EA 1
+ =+ EB 1
+ =+ EC 1
+ =+ ED 1
+ =+ Kb 1
+ =+ Kc 1
+ =+ Kd 1
+ =+ Ke 1
+ =+ Kf 1
+ =+ L= 1
+ =+ L> 1
+ =+ L? 1
+ =+ L@ 1
+ =+ LA 1
+ =, ## 1
+ =, #7 1
+ =, $: 1
+ =, ?N 1
+ =, ?O 1
+ =, ?P 1
+ =, ?Q 1
+ =, ?R 1
+ =, AF 1
+ =, AG 1
+ =, AH 1
+ =, AI 1
+ =, AJ 1
+ =, CT 1
+ =, CU 1
+ =, CV 1
+ =, CW 1
+ =, CX 1
+ =, EA 1
+ =, EB 1
+ =, EC 1
+ =, ED 1
+ =, EE 1
+ =, Kb 1
+ =, Kc 1
+ =, Kd 1
+ =, Ke 1
+ =, Kf 1
+ =, L= 1
+ =, L> 1
+ =, L? 1
+ =, L@ 1
+ =, LA 1
+ =- #$ 1
+ =- #8 1
+ =- $: 1
+ =- ?O 1
+ =- ?P 1
+ =- ?Q 1
+ =- ?R 1
+ =- ?S 1
+ =- AG 1
+ =- AH 1
+ =- AI 1
+ =- AJ 1
+ =- AK 1
+ =- CT 1
+ =- CU 1
+ =- CV 1
+ =- CW 1
+ =- CX 1
+ =- CY 1
+ =- EA 1
+ =- EB 1
+ =- EC 1
+ =- ED 1
+ =- EE 1
+ =- EF 1
+ =- Kb 1
+ =- Kc 1
+ =- Kd 1
+ =- Ke 1
+ =- Kf 1
+ =- L= 1
+ =- L> 1
+ =- L? 1
+ =- L@ 1
+ =- LA 1
+ =. #% 1
+ =. #9 1
+ =. $: 1
+ =. ?P 1
+ =. ?Q 1
+ =. ?R 1
+ =. ?S 1
+ =. ?T 1
+ =. AH 1
+ =. AI 1
+ =. AJ 1
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+ =R K{ 1
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+ @4 LV 1
+ @4 LW 0.5
+ @4 LX 0.3333333333
+ @4 LY 0.25
+ @4 LZ 0.2
+ @4 L[ 1
+ @4 L\ 0.5
+ @4 L] 0.3333333333
+ @4 L^ 0.25
+ @4 L_ 0.2
+ @4 L` 1
+ @4 La 0.5
+ @4 Lb 0.3333333333
+ @4 Lc 0.25
+ @4 Ld 0.2
+ @4 Le 1
+ @4 Lf 0.5
+ @4 Lg 0.3333333333
+ @4 Lh 0.25
+ @4 Li 0.2
+ @4 Lj 1
+ @4 Lk 0.5
+ @4 Ll 0.3333333333
+ @4 Lm 0.25
+ @4 Ln 0.2
+ @4 Lo 1
+ @4 Lp 0.5
+ @4 Lq 0.3333333333
+ @4 Lr 0.25
+ @4 Ls 0.2
+ @4 Lt 1
+ @4 Lu 0.5
+ @4 Lv 0.3333333333
+ @4 Lw 0.25
+ @4 Lx 0.2
+ @4 Ly 1
+ @4 Lz 0.5
+ @4 L{ 0.3333333333
+ @4 L| 0.25
+ @4 M! 0.2
+ @4 M- 1
+ @4 ON 1
+ @4 OO 1
+ @5 #P 1
+ @5 LG 1
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+ @5 LI 0.3333333333
+ @5 LJ 0.25
+ @5 LK 0.2
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+ @5 LM 0.5
+ @5 LN 0.3333333333
+ @5 LO 0.25
+ @5 LP 0.2
+ @5 LQ 1
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+ @5 LS 0.3333333333
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+ @5 LX 0.3333333333
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+ @5 L[ 1
+ @5 L\ 0.5
+ @5 L] 0.3333333333
+ @5 L^ 0.25
+ @5 L_ 0.2
+ @5 L` 1
+ @5 La 0.5
+ @5 Lb 0.3333333333
+ @5 Lc 0.25
+ @5 Ld 0.2
+ @5 Le 1
+ @5 Lf 0.5
+ @5 Lg 0.3333333333
+ @5 Lh 0.25
+ @5 Li 0.2
+ @5 Lj 1
+ @5 Lk 0.5
+ @5 Ll 0.3333333333
+ @5 Lm 0.25
+ @5 Ln 0.2
+ @5 Lo 1
+ @5 Lp 0.5
+ @5 Lq 0.3333333333
+ @5 Lr 0.25
+ @5 Ls 0.2
+ @5 Lt 1
+ @5 Lu 0.5
+ @5 Lv 0.3333333333
+ @5 Lw 0.25
+ @5 Lx 0.2
+ @5 Ly 1
+ @5 Lz 0.5
+ @5 L{ 0.3333333333
+ @5 L| 0.25
+ @5 M! 0.2
+ @5 M- 1
+ @5 OO 1
+ @5 OP 1
+ @6 #Q 1
+ @6 LG 1
+ @6 LH 0.5
+ @6 LI 0.3333333333
+ @6 LJ 0.25
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+ @6 LS 0.3333333333
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+ @6 LU 0.2
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+ @6 LX 0.3333333333
+ @6 LY 0.25
+ @6 LZ 0.2
+ @6 L[ 1
+ @6 L\ 0.5
+ @6 L] 0.3333333333
+ @6 L^ 0.25
+ @6 L_ 0.2
+ @6 L` 1
+ @6 La 0.5
+ @6 Lb 0.3333333333
+ @6 Lc 0.25
+ @6 Ld 0.2
+ @6 Le 1
+ @6 Lf 0.5
+ @6 Lg 0.3333333333
+ @6 Lh 0.25
+ @6 Li 0.2
+ @6 Lj 1
+ @6 Lk 0.5
+ @6 Ll 0.3333333333
+ @6 Lm 0.25
+ @6 Ln 0.2
+ @6 Lo 1
+ @6 Lp 0.5
+ @6 Lq 0.3333333333
+ @6 Lr 0.25
+ @6 Ls 0.2
+ @6 Lt 1
+ @6 Lu 0.5
+ @6 Lv 0.3333333333
+ @6 Lw 0.25
+ @6 Lx 0.2
+ @6 Ly 1
+ @6 Lz 0.5
+ @6 L{ 0.3333333333
+ @6 L| 0.25
+ @6 M! 0.2
+ @6 M- 1
+ @6 OP 1
+ @6 OQ 1
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+ @7 LN 0.3333333333
+ @7 LO 0.25
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+ @7 LR 0.5
+ @7 LS 0.3333333333
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+ @7 LU 0.2
+ @7 LV 1
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+ @7 LX 0.3333333333
+ @7 LY 0.25
+ @7 LZ 0.2
+ @7 L[ 1
+ @7 L\ 0.5
+ @7 L] 0.3333333333
+ @7 L^ 0.25
+ @7 L_ 0.2
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+ @7 La 0.5
+ @7 Lb 0.3333333333
+ @7 Lc 0.25
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+ @7 Lf 0.5
+ @7 Lg 0.3333333333
+ @7 Lh 0.25
+ @7 Li 0.2
+ @7 Lj 1
+ @7 Lk 0.5
+ @7 Ll 0.3333333333
+ @7 Lm 0.25
+ @7 Ln 0.2
+ @7 Lo 1
+ @7 Lp 0.5
+ @7 Lq 0.3333333333
+ @7 Lr 0.25
+ @7 Ls 0.2
+ @7 Lt 1
+ @7 Lu 0.5
+ @7 Lv 0.3333333333
+ @7 Lw 0.25
+ @7 Lx 0.2
+ @7 Ly 1
+ @7 Lz 0.5
+ @7 L{ 0.3333333333
+ @7 L| 0.25
+ @7 M! 0.2
+ @7 M- 1
+ @7 OQ 1
+ @7 OR 1
+ @8 #S 1
+ @8 LH 0.5
+ @8 LI 0.3333333333
+ @8 LJ 0.25
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+ @8 LN 0.3333333333
+ @8 LO 0.25
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+ @8 LR 0.5
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+ @8 LT 0.25
+ @8 LU 0.2
+ @8 LW 0.5
+ @8 LX 0.3333333333
+ @8 LY 0.25
+ @8 LZ 0.2
+ @8 L\ 0.5
+ @8 L] 0.3333333333
+ @8 L^ 0.25
+ @8 L_ 0.2
+ @8 La 0.5
+ @8 Lb 0.3333333333
+ @8 Lc 0.25
+ @8 Ld 0.2
+ @8 Lf 0.5
+ @8 Lg 0.3333333333
+ @8 Lh 0.25
+ @8 Li 0.2
+ @8 Lk 0.5
+ @8 Ll 0.3333333333
+ @8 Lm 0.25
+ @8 Ln 0.2
+ @8 Lp 0.5
+ @8 Lq 0.3333333333
+ @8 Lr 0.25
+ @8 Ls 0.2
+ @8 Lu 0.5
+ @8 Lv 0.3333333333
+ @8 Lw 0.25
+ @8 Lx 0.2
+ @8 Lz 0.5
+ @8 L{ 0.3333333333
+ @8 L| 0.25
+ @8 M! 0.2
+ @8 M- 1
+ @8 OR 1
+ @8 OS 1
+ @9 #T 1
+ @9 LI 0.3333333333
+ @9 LJ 0.25
+ @9 LK 0.2
+ @9 LN 0.3333333333
+ @9 LO 0.25
+ @9 LP 0.2
+ @9 LS 0.3333333333
+ @9 LT 0.25
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+ @9 LY 0.25
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+ @9 L^ 0.25
+ @9 L_ 0.2
+ @9 Lb 0.3333333333
+ @9 Lc 0.25
+ @9 Ld 0.2
+ @9 Lg 0.3333333333
+ @9 Lh 0.25
+ @9 Li 0.2
+ @9 Ll 0.3333333333
+ @9 Lm 0.25
+ @9 Ln 0.2
+ @9 Lq 0.3333333333
+ @9 Lr 0.25
+ @9 Ls 0.2
+ @9 Lv 0.3333333333
+ @9 Lw 0.25
+ @9 Lx 0.2
+ @9 L{ 0.3333333333
+ @9 L| 0.25
+ @9 M! 0.2
+ @9 M- 1
+ @9 OS 1
+ @9 OT 1
+ @: #U 1
+ @: $a 1
+ @: LJ 0.25
+ @: LK 0.2
+ @: LO 0.25
+ @: LP 0.2
+ @: LT 0.25
+ @: LU 0.2
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+ @: LZ 0.2
+ @: L^ 0.25
+ @: L_ 0.2
+ @: Lc 0.25
+ @: Ld 0.2
+ @: Lh 0.25
+ @: Li 0.2
+ @: Lm 0.25
+ @: Ln 0.2
+ @: Lr 0.25
+ @: Ls 0.2
+ @: Lw 0.25
+ @: Lx 0.2
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+ @: OT 1
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+ @; LU 0.2
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+ @; L_ 0.2
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+ @; Lx 0.2
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+ @; OU 1
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+ @< OW 1
+ @= #X 1
+ @= $a 1
+ @= OW 1
+ @= OX 1
+ @> #Y 1
+ @> OX 1
+ @> OY 1
+ @? #Z 1
+ @? OY 1
+ MARK0001 'MARKER' 'INTEND'
+RHS
+ RHS_V " 3
+ RHS_V # 1
+ RHS_V $ 1
+ RHS_V % 1
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+ RHS_V ' 1
+ RHS_V ( 1
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+ RHS_V + 1
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+ RHS_V - 1
+ RHS_V . 1
+ RHS_V / 1
+ RHS_V 0 1
+ RHS_V 1 1
+ RHS_V 2 1
+ RHS_V 3 1
+ RHS_V 4 1
+ RHS_V 5 1
+ RHS_V 6 1
+ RHS_V 7 1
+ RHS_V 8 1
+ RHS_V 9 1
+ RHS_V : 1
+ RHS_V ; 1
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+ RHS_V = 1
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+ RHS_V ? 1
+ RHS_V @ 1
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+ RHS_V F 1
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+ RHS_V M 1
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+ RHS_V Q 1
+ RHS_V R 1
+ RHS_V S 1
+ RHS_V T 1
+ RHS_V U 1
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+ RHS_V ` 1
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+ RHS_V "- 1
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+ RHS_V "1 1
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+ RHS_V "E 1
+ RHS_V "F 1
+ RHS_V "G 1
+ RHS_V "H 1
+ RHS_V "I 1
+ RHS_V "J 1
+ RHS_V "K 1
+ RHS_V "L 1
+ RHS_V "M 1
+ RHS_V "N 1
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+ RHS_V "Q 1
+ RHS_V "R 1
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+ RHS_V "T 1
+ RHS_V "U 1
+ RHS_V "V 1
+ RHS_V "W 1
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+ RHS_V "[ 1
+ RHS_V "\ 1
+ RHS_V "] 1
+ RHS_V "^ 1
+ RHS_V "_ 1
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+ RHS_V "a 1
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+ RHS_V "c 1
+ RHS_V "d 1
+ RHS_V "e 1
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+ RHS_V "n 1
+ RHS_V "o 1
+ RHS_V "p 1
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+ RHS_V "z 1
+ RHS_V "{ 1
+ RHS_V "| 1
+ RHS_V #! 1
+ RHS_V #" 1
+ RHS_V ## 1
+ RHS_V #$ 1
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+ RHS_V #( 1
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+ RHS_V #+ 1
+ RHS_V #, 1
+ RHS_V #- 1
+ RHS_V #. 1
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+ RHS_V #0 1
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+ RHS_V #3 1
+ RHS_V #4 1
+ RHS_V #5 1
+ RHS_V #6 1
+ RHS_V #7 1
+ RHS_V #8 1
+ RHS_V #9 1
+ RHS_V #: 1
+ RHS_V #; 1
+ RHS_V #< 1
+ RHS_V #= 1
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+ RHS_V #C 1
+ RHS_V #D 1
+ RHS_V #E 1
+ RHS_V #F 1
+ RHS_V #G 1
+ RHS_V #H 1
+ RHS_V #I 1
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+ RHS_V #S 1
+ RHS_V #T 1
+ RHS_V #U 1
+ RHS_V #V 1
+ RHS_V #W 1
+ RHS_V #X 1
+ RHS_V #Y 1
+ RHS_V #Z 1
+ RHS_V #] 1
+ RHS_V #^ 1
+ RHS_V #_ 1
+ RHS_V #` 1
+ RHS_V #a 1
+ RHS_V #b 1
+ RHS_V #c 1
+ RHS_V #d 1
+ RHS_V #e 1
+ RHS_V #f 1
+ RHS_V #g 1
+ RHS_V #h 1
+ RHS_V #i 1
+ RHS_V #j 1
+ RHS_V #k 1
+ RHS_V #l 1
+ RHS_V #m 1
+ RHS_V #n 1
+ RHS_V #o 1
+ RHS_V #p 1
+ RHS_V #q 1
+ RHS_V #r 1
+ RHS_V #s 1
+ RHS_V #t 1
+ RHS_V #u 1
+ RHS_V #v 1
+ RHS_V #w 1
+ RHS_V #x 1
+ RHS_V #y 1
+ RHS_V #z 1
+ RHS_V #{ 1
+ RHS_V #| 1
+ RHS_V $! 1
+ RHS_V $" 1
+ RHS_V $# 1
+ RHS_V $$ 1
+ RHS_V $% 1
+ RHS_V $& 1
+ RHS_V $' 1
+ RHS_V $( 1
+ RHS_V $) 1
+ RHS_V $* 1
+ RHS_V $+ 1
+ RHS_V $, 1
+ RHS_V $- 1
+ RHS_V $. 1
+ RHS_V $/ 1
+ RHS_V $0 1
+ RHS_V $1 1
+ RHS_V $2 1
+ RHS_V $3 1
+ RHS_V $4 1
+ RHS_V $5 1
+ RHS_V $6 1
+ RHS_V $7 1
+ RHS_V $8 1
+ RHS_V $9 1
+ RHS_V $: 1
+ RHS_V $; 1
+ RHS_V $< 1
+ RHS_V $= 1
+ RHS_V $> 1
+ RHS_V $? 1
+ RHS_V $@ 1
+ RHS_V $A 1
+ RHS_V $B 1
+ RHS_V $C 1
+ RHS_V $D 1
+ RHS_V $E 1
+ RHS_V $F 1
+ RHS_V $G 1
+ RHS_V $H 1
+ RHS_V $I 1
+ RHS_V $J 1
+ RHS_V $K 1
+ RHS_V $L 1
+ RHS_V $M 1
+ RHS_V $N 1
+ RHS_V $O 1
+ RHS_V $P 1
+ RHS_V $Q 1
+ RHS_V $R 1
+ RHS_V $S 1
+ RHS_V $T 1
+ RHS_V $U 1
+ RHS_V $V 1
+ RHS_V $W 1
+ RHS_V $X 1
+ RHS_V $Y 1
+ RHS_V $Z 1
+ RHS_V $[ 1
+ RHS_V $\ 1
+ RHS_V $] 1
+ RHS_V $^ 1
+ RHS_V $_ 1
+ RHS_V $` 1
+ RHS_V $b 1
+ RHS_V $c 1
+ RHS_V $d 1
+ RHS_V $e 1
+ RHS_V $f 1
+ RHS_V $g 1
+ RHS_V $h 1
+ RHS_V $i 1
+ RHS_V $j 1
+ RHS_V $k 1
+ RHS_V $l 1
+ RHS_V $m 1
+ RHS_V $n 1
+ RHS_V $o 1
+ RHS_V $p 1
+ RHS_V $q 1
+ RHS_V $r 1
+ RHS_V $s 1
+ RHS_V $t 1
+ RHS_V $u 1
+ RHS_V $v 1
+ RHS_V $w 1
+ RHS_V $x 1
+ RHS_V $y 1
+ RHS_V $z 1
+ RHS_V ${ 1
+ RHS_V $| 1
+ RHS_V %! 1
+ RHS_V %" 1
+ RHS_V %# 1
+ RHS_V %$ 1
+ RHS_V %% 1
+ RHS_V %& 1
+ RHS_V %' 1
+ RHS_V %( 1
+ RHS_V %) 1
+ RHS_V %* 1
+ RHS_V %+ 1
+ RHS_V %, 1
+ RHS_V %- 1
+ RHS_V %. 1
+ RHS_V %/ 1
+ RHS_V %0 1
+ RHS_V %1 1
+ RHS_V %2 1
+ RHS_V %3 1
+ RHS_V %4 1
+ RHS_V %5 1
+ RHS_V %6 1
+ RHS_V %7 1
+ RHS_V %8 1
+ RHS_V %9 1
+ RHS_V %: 1
+ RHS_V %; 1
+ RHS_V %< 1
+ RHS_V %= 1
+ RHS_V %> 1
+ RHS_V %? 1
+ RHS_V %@ 1
+ RHS_V %A 1
+ RHS_V %B 1
+ RHS_V %C 1
+ RHS_V %D 1
+ RHS_V %E 1
+ RHS_V %F 1
+ RHS_V %G 1
+ RHS_V %H 1
+ RHS_V %I 1
+ RHS_V %J 1
+ RHS_V %K 1
+ RHS_V %L 1
+ RHS_V %M 1
+ RHS_V %N 1
+ RHS_V %O 1
+ RHS_V %P 1
+ RHS_V %Q 1
+ RHS_V %R 1
+ RHS_V %S 1
+ RHS_V %T 1
+ RHS_V %U 1
+ RHS_V %V 1
+ RHS_V %W 1
+ RHS_V %X 1
+ RHS_V %Y 1
+ RHS_V %Z 1
+ RHS_V %[ 1
+ RHS_V %\ 1
+ RHS_V %] 1
+ RHS_V %^ 1
+ RHS_V %_ 1
+ RHS_V %` 1
+ RHS_V %a 1
+ RHS_V %b 1
+ RHS_V %c 1
+ RHS_V %d 1
+ RHS_V %e 1
+ RHS_V %f 1
+ RHS_V %g 1
+ RHS_V %h 1
+ RHS_V %i 1
+ RHS_V %j 1
+ RHS_V %k 1
+ RHS_V %l 1
+ RHS_V %m 1
+ RHS_V %n 1
+ RHS_V %o 1
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+ RHS_V %r 1
+ RHS_V %s 1
+ RHS_V %t 1
+ RHS_V %u 1
+ RHS_V %v 1
+ RHS_V %w 1
+ RHS_V %x 1
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+ RHS_V %{ 1
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+ RHS_V &! 1
+ RHS_V &" 1
+ RHS_V &# 1
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+ RHS_V &% 1
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+ RHS_V &' 1
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+ RHS_V &1 1
+ RHS_V &2 1
+ RHS_V &3 1
+ RHS_V &4 1
+ RHS_V &5 1
+ RHS_V &6 1
+ RHS_V &7 1
+ RHS_V &8 1
+ RHS_V &9 1
+ RHS_V &: 1
+ RHS_V &; 1
+ RHS_V &< 1
+ RHS_V &= 1
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diff --git a/datasets/mip/minified/rmatr200-p5.mps b/datasets/mip/minified/rmatr200-p5.mps
new file mode 100644
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+ L St 
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+ L "OM 
+ L "ON 
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+ L $Sy 
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+ RHS_V "^r 1
+ RHS_V "^s 1
+ RHS_V "^t 1
+ RHS_V "^u 1
+ RHS_V "^v 1
+ RHS_V "^w 1
+ RHS_V "^x 1
+ RHS_V "^y 1
+ RHS_V "^z 1
+ RHS_V "^{ 1
+ RHS_V "^| 1
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+ RHS_V "_( 1
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+ RHS_V "_* 1
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+ RHS_V "_, 1
+ RHS_V "_- 1
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+ RHS_V "_/ 1
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+ RHS_V "_E 1
+ RHS_V "_F 1
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+ RHS_V "g7 1
+ RHS_V "g8 1
+ RHS_V "g9 1
+ RHS_V "g: 1
+ RHS_V "g; 1
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+ RHS_V "j4 1
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+ RHS_V "j6 1
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+ RHS_V "k3 1
+ RHS_V "k4 1
+ RHS_V "k5 1
+ RHS_V "k6 1
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+ RHS_V "k8 1
+ RHS_V "k9 1
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+ RHS_V "l6 1
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+ RHS_V "lv 1
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+ RHS_V "m3 1
+ RHS_V "m4 1
+ RHS_V "m5 1
+ RHS_V "m6 1
+ RHS_V "m7 1
+ RHS_V "m8 1
+ RHS_V "m9 1
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+ RHS_V "mE 1
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+ RHS_V "mM 1
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+ RHS_V "nv 1
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+ RHS_V "o1 1
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+ RHS_V "o7 1
+ RHS_V "o8 1
+ RHS_V "o9 1
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+ RHS_V "o= 1
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+ RHS_V "u4 1
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+ RHS_V "u6 1
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+ RHS_V "u9 1
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+ RHS_V "v5 1
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+ RHS_V "v8 1
+ RHS_V "v9 1
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+ RHS_V "w- 1
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+ RHS_V "w/ 1
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+ RHS_V "w1 1
+ RHS_V "w2 1
+ RHS_V "w3 1
+ RHS_V "w4 1
+ RHS_V "w5 1
+ RHS_V "w6 1
+ RHS_V "w7 1
+ RHS_V "w8 1
+ RHS_V "w9 1
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+ RHS_V "w; 1
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+ RHS_V "w= 1
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+ RHS_V "wC 1
+ RHS_V "wD 1
+ RHS_V "wE 1
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+ RHS_V "wb 1
+ RHS_V "wc 1
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+ RHS_V "wf 1
+ RHS_V "wg 1
+ RHS_V "wh 1
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+ RHS_V $58 1
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+ RHS_V $Fw 1
+ RHS_V $Fx 1
+ RHS_V $Fy 1
+ RHS_V $Fz 1
+ RHS_V $F{ 1
+ RHS_V $F| 1
+ RHS_V $G! 1
+ RHS_V $G" 1
+ RHS_V $G# 1
+ RHS_V $G$ 1
+ RHS_V $G% 1
+ RHS_V $G& 1
+ RHS_V $G' 1
+ RHS_V $G( 1
+ RHS_V $G) 1
+ RHS_V $G* 1
+ RHS_V $G+ 1
+ RHS_V $G, 1
+ RHS_V $G- 1
+ RHS_V $G. 1
+ RHS_V $G/ 1
+ RHS_V $G0 1
+ RHS_V $G1 1
+ RHS_V $G2 1
+ RHS_V $G3 1
+ RHS_V $G4 1
+ RHS_V $G5 1
+ RHS_V $G6 1
+ RHS_V $G7 1
+ RHS_V $G8 1
+ RHS_V $G9 1
+ RHS_V $G: 1
+ RHS_V $G; 1
+ RHS_V $G< 1
+ RHS_V $G= 1
+ RHS_V $G> 1
+ RHS_V $G? 1
+ RHS_V $G@ 1
+ RHS_V $GA 1
+ RHS_V $GB 1
+ RHS_V $GC 1
+ RHS_V $GD 1
+ RHS_V $GE 1
+ RHS_V $GF 1
+ RHS_V $GG 1
+ RHS_V $GH 1
+ RHS_V $GI 1
+ RHS_V $GJ 1
+ RHS_V $GK 1
+ RHS_V $GL 1
+ RHS_V $GM 1
+ RHS_V $GN 1
+ RHS_V $GO 1
+ RHS_V $GP 1
+ RHS_V $GQ 1
+ RHS_V $GR 1
+ RHS_V $GS 1
+ RHS_V $GT 1
+ RHS_V $GU 1
+ RHS_V $GV 1
+ RHS_V $GW 1
+ RHS_V $GX 1
+ RHS_V $GY 1
+ RHS_V $GZ 1
+ RHS_V $G[ 1
+ RHS_V $G\ 1
+ RHS_V $G] 1
+ RHS_V $G^ 1
+ RHS_V $G_ 1
+ RHS_V $G` 1
+ RHS_V $Ga 1
+ RHS_V $Gb 1
+ RHS_V $Gc 1
+ RHS_V $Gd 1
+ RHS_V $Ge 1
+ RHS_V $Gf 1
+ RHS_V $Gg 1
+ RHS_V $Gh 1
+ RHS_V $Gi 1
+ RHS_V $Gj 1
+ RHS_V $Gk 1
+ RHS_V $Gl 1
+ RHS_V $Gm 1
+ RHS_V $Gn 1
+ RHS_V $Go 1
+ RHS_V $Gp 1
+ RHS_V $Gq 1
+ RHS_V $Gr 1
+ RHS_V $Gs 1
+ RHS_V $Gt 1
+ RHS_V $Gu 1
+ RHS_V $Gv 1
+ RHS_V $Gw 1
+ RHS_V $Gx 1
+ RHS_V $Gy 1
+ RHS_V $Gz 1
+ RHS_V $G{ 1
+ RHS_V $G| 1
+ RHS_V $H! 1
+ RHS_V $H" 1
+ RHS_V $H# 1
+ RHS_V $H$ 1
+ RHS_V $H% 1
+ RHS_V $H& 1
+ RHS_V $H' 1
+ RHS_V $H( 1
+ RHS_V $H) 1
+ RHS_V $H* 1
+ RHS_V $H+ 1
+ RHS_V $H, 1
+ RHS_V $H- 1
+ RHS_V $H. 1
+ RHS_V $H/ 1
+ RHS_V $H0 1
+ RHS_V $H1 1
+ RHS_V $H2 1
+ RHS_V $H3 1
+ RHS_V $H4 1
+ RHS_V $H5 1
+ RHS_V $H6 1
+ RHS_V $H7 1
+ RHS_V $H8 1
+ RHS_V $H9 1
+ RHS_V $H: 1
+ RHS_V $H; 1
+ RHS_V $H< 1
+ RHS_V $H= 1
+ RHS_V $H> 1
+ RHS_V $H? 1
+ RHS_V $H@ 1
+ RHS_V $HA 1
+ RHS_V $HB 1
+ RHS_V $HC 1
+ RHS_V $HD 1
+ RHS_V $HE 1
+ RHS_V $HF 1
+ RHS_V $HG 1
+ RHS_V $HH 1
+ RHS_V $HI 1
+ RHS_V $HJ 1
+ RHS_V $HK 1
+ RHS_V $HL 1
+ RHS_V $HM 1
+ RHS_V $HN 1
+ RHS_V $HO 1
+ RHS_V $HP 1
+ RHS_V $HQ 1
+ RHS_V $HR 1
+ RHS_V $HS 1
+ RHS_V $HT 1
+ RHS_V $HU 1
+ RHS_V $HV 1
+ RHS_V $HW 1
+ RHS_V $HX 1
+ RHS_V $HY 1
+ RHS_V $HZ 1
+ RHS_V $H[ 1
+ RHS_V $H\ 1
+ RHS_V $H] 1
+ RHS_V $H^ 1
+ RHS_V $H_ 1
+ RHS_V $H` 1
+ RHS_V $Ha 1
+ RHS_V $Hb 1
+ RHS_V $Hc 1
+ RHS_V $Hd 1
+ RHS_V $He 1
+ RHS_V $Hf 1
+ RHS_V $Hg 1
+ RHS_V $Hh 1
+ RHS_V $Hi 1
+ RHS_V $Hj 1
+ RHS_V $Hk 1
+ RHS_V $Hl 1
+ RHS_V $Hm 1
+ RHS_V $Hn 1
+ RHS_V $Ho 1
+ RHS_V $Hp 1
+ RHS_V $Hq 1
+ RHS_V $Hr 1
+ RHS_V $Hs 1
+ RHS_V $Ht 1
+ RHS_V $Hu 1
+ RHS_V $Hv 1
+ RHS_V $Hw 1
+ RHS_V $Hx 1
+ RHS_V $Hy 1
+ RHS_V $Hz 1
+ RHS_V $H{ 1
+ RHS_V $H| 1
+ RHS_V $I! 1
+ RHS_V $I" 1
+ RHS_V $I# 1
+ RHS_V $I$ 1
+ RHS_V $I% 1
+ RHS_V $I& 1
+ RHS_V $I' 1
+ RHS_V $I( 1
+ RHS_V $I) 1
+ RHS_V $I* 1
+ RHS_V $I+ 1
+ RHS_V $I, 1
+ RHS_V $I- 1
+ RHS_V $I. 1
+ RHS_V $I/ 1
+ RHS_V $I0 1
+ RHS_V $I1 1
+ RHS_V $I2 1
+ RHS_V $I3 1
+ RHS_V $I4 1
+ RHS_V $I5 1
+ RHS_V $I6 1
+ RHS_V $I7 1
+ RHS_V $I8 1
+ RHS_V $I9 1
+ RHS_V $I: 1
+ RHS_V $I; 1
+ RHS_V $I< 1
+ RHS_V $I= 1
+ RHS_V $I> 1
+ RHS_V $I? 1
+ RHS_V $I@ 1
+ RHS_V $IA 1
+ RHS_V $IB 1
+ RHS_V $IC 1
+ RHS_V $ID 1
+ RHS_V $IE 1
+ RHS_V $IF 1
+ RHS_V $IG 1
+ RHS_V $IH 1
+ RHS_V $II 1
+ RHS_V $IJ 1
+ RHS_V $IK 1
+ RHS_V $IL 1
+ RHS_V $IM 1
+ RHS_V $IN 1
+ RHS_V $IO 1
+ RHS_V $IP 1
+ RHS_V $IQ 1
+ RHS_V $IR 1
+ RHS_V $IS 1
+ RHS_V $IT 1
+ RHS_V $IU 1
+ RHS_V $IV 1
+ RHS_V $IW 1
+ RHS_V $IX 1
+ RHS_V $IY 1
+ RHS_V $IZ 1
+ RHS_V $I[ 1
+ RHS_V $I\ 1
+ RHS_V $I] 1
+ RHS_V $I^ 1
+ RHS_V $I_ 1
+ RHS_V $I` 1
+ RHS_V $Ia 1
+ RHS_V $Ib 1
+ RHS_V $Ic 1
+ RHS_V $Id 1
+ RHS_V $Ie 1
+ RHS_V $If 1
+ RHS_V $Ig 1
+ RHS_V $Ih 1
+ RHS_V $Ii 1
+ RHS_V $Ij 1
+ RHS_V $Ik 1
+ RHS_V $Il 1
+ RHS_V $Im 1
+ RHS_V $In 1
+ RHS_V $Io 1
+ RHS_V $Ip 1
+ RHS_V $Iq 1
+ RHS_V $Ir 1
+ RHS_V $Is 1
+ RHS_V $It 1
+ RHS_V $Iu 1
+ RHS_V $Iv 1
+ RHS_V $Iw 1
+ RHS_V $Ix 1
+ RHS_V $Iy 1
+ RHS_V $Iz 1
+ RHS_V $I{ 1
+ RHS_V $I| 1
+ RHS_V $J! 1
+ RHS_V $J" 1
+ RHS_V $J# 1
+ RHS_V $J$ 1
+ RHS_V $J% 1
+ RHS_V $J& 1
+ RHS_V $J' 1
+ RHS_V $J( 1
+ RHS_V $J) 1
+ RHS_V $J* 1
+ RHS_V $J+ 1
+ RHS_V $J, 1
+ RHS_V $J- 1
+ RHS_V $J. 1
+ RHS_V $J/ 1
+ RHS_V $J0 1
+ RHS_V $J1 1
+ RHS_V $J2 1
+ RHS_V $J3 1
+ RHS_V $J4 1
+ RHS_V $J5 1
+ RHS_V $J6 1
+ RHS_V $J7 1
+ RHS_V $J8 1
+ RHS_V $J9 1
+ RHS_V $J: 1
+ RHS_V $J; 1
+ RHS_V $J< 1
+ RHS_V $J= 1
+ RHS_V $J> 1
+ RHS_V $J? 1
+ RHS_V $J@ 1
+ RHS_V $JA 1
+ RHS_V $JB 1
+ RHS_V $JC 1
+ RHS_V $JD 1
+ RHS_V $JE 1
+ RHS_V $JF 1
+ RHS_V $JG 1
+ RHS_V $JH 1
+ RHS_V $JI 1
+ RHS_V $JJ 1
+ RHS_V $JK 1
+ RHS_V $JL 1
+ RHS_V $JM 1
+ RHS_V $JN 1
+ RHS_V $JO 1
+ RHS_V $JP 1
+ RHS_V $JQ 1
+ RHS_V $JR 1
+ RHS_V $JS 1
+ RHS_V $JT 1
+ RHS_V $JU 1
+ RHS_V $JV 1
+ RHS_V $JW 1
+ RHS_V $JX 1
+ RHS_V $JY 1
+ RHS_V $JZ 1
+ RHS_V $J[ 1
+ RHS_V $J\ 1
+ RHS_V $J] 1
+ RHS_V $J^ 1
+ RHS_V $J_ 1
+ RHS_V $J` 1
+ RHS_V $Ja 1
+ RHS_V $Jb 1
+ RHS_V $Jc 1
+ RHS_V $Jd 1
+ RHS_V $Je 1
+ RHS_V $Jf 1
+ RHS_V $Jg 1
+ RHS_V $Jh 1
+ RHS_V $Ji 1
+ RHS_V $Jj 1
+ RHS_V $Jk 1
+ RHS_V $Jl 1
+ RHS_V $Jm 1
+ RHS_V $Jn 1
+ RHS_V $Jo 1
+ RHS_V $Jp 1
+ RHS_V $Jq 1
+ RHS_V $Jr 1
+ RHS_V $Js 1
+ RHS_V $Jt 1
+ RHS_V $Ju 1
+ RHS_V $Jv 1
+ RHS_V $Jw 1
+ RHS_V $Jx 1
+ RHS_V $Jy 1
+ RHS_V $Jz 1
+ RHS_V $J{ 1
+ RHS_V $J| 1
+ RHS_V $K! 1
+ RHS_V $K" 1
+ RHS_V $K# 1
+ RHS_V $K$ 1
+ RHS_V $K% 1
+ RHS_V $K& 1
+ RHS_V $K' 1
+ RHS_V $K( 1
+ RHS_V $K) 1
+ RHS_V $K* 1
+ RHS_V $K+ 1
+ RHS_V $K, 1
+ RHS_V $K- 1
+ RHS_V $K. 1
+ RHS_V $K/ 1
+ RHS_V $K0 1
+ RHS_V $K1 1
+ RHS_V $K2 1
+ RHS_V $K3 1
+ RHS_V $K4 1
+ RHS_V $K5 1
+ RHS_V $K6 1
+ RHS_V $K7 1
+ RHS_V $K8 1
+ RHS_V $K9 1
+ RHS_V $K: 1
+ RHS_V $K; 1
+ RHS_V $K< 1
+ RHS_V $K= 1
+ RHS_V $K> 1
+ RHS_V $K? 1
+ RHS_V $K@ 1
+ RHS_V $KA 1
+ RHS_V $KB 1
+ RHS_V $KC 1
+ RHS_V $KD 1
+ RHS_V $KE 1
+ RHS_V $KF 1
+ RHS_V $KG 1
+ RHS_V $KH 1
+ RHS_V $KI 1
+ RHS_V $KJ 1
+ RHS_V $KK 1
+ RHS_V $KL 1
+ RHS_V $KM 1
+ RHS_V $KN 1
+ RHS_V $KO 1
+ RHS_V $KP 1
+ RHS_V $KQ 1
+ RHS_V $KR 1
+ RHS_V $KS 1
+ RHS_V $KT 1
+ RHS_V $KU 1
+ RHS_V $KV 1
+ RHS_V $KW 1
+ RHS_V $KX 1
+ RHS_V $KY 1
+ RHS_V $KZ 1
+ RHS_V $K[ 1
+ RHS_V $K\ 1
+ RHS_V $K] 1
+ RHS_V $K^ 1
+ RHS_V $K_ 1
+ RHS_V $K` 1
+ RHS_V $Ka 1
+ RHS_V $Kb 1
+ RHS_V $Kc 1
+ RHS_V $Kd 1
+ RHS_V $Ke 1
+ RHS_V $Kf 1
+ RHS_V $Kg 1
+ RHS_V $Kh 1
+ RHS_V $Ki 1
+ RHS_V $Kj 1
+ RHS_V $Kk 1
+ RHS_V $Kl 1
+ RHS_V $Km 1
+ RHS_V $Kn 1
+ RHS_V $Ko 1
+ RHS_V $Kp 1
+ RHS_V $Kq 1
+ RHS_V $Kr 1
+ RHS_V $Ks 1
+ RHS_V $Kt 1
+ RHS_V $Ku 1
+ RHS_V $Kv 1
+ RHS_V $Kw 1
+ RHS_V $Kx 1
+ RHS_V $Ky 1
+ RHS_V $Kz 1
+ RHS_V $K{ 1
+ RHS_V $K| 1
+ RHS_V $L! 1
+ RHS_V $L" 1
+ RHS_V $L# 1
+ RHS_V $L$ 1
+ RHS_V $L% 1
+ RHS_V $L& 1
+ RHS_V $L' 1
+ RHS_V $L( 1
+ RHS_V $L) 1
+ RHS_V $L* 1
+ RHS_V $L+ 1
+ RHS_V $L, 1
+ RHS_V $L- 1
+ RHS_V $L. 1
+ RHS_V $L/ 1
+ RHS_V $L0 1
+ RHS_V $L1 1
+ RHS_V $L2 1
+ RHS_V $L3 1
+ RHS_V $L4 1
+ RHS_V $L5 1
+ RHS_V $L6 1
+ RHS_V $L7 1
+ RHS_V $L8 1
+ RHS_V $L9 1
+ RHS_V $L: 1
+ RHS_V $L; 1
+ RHS_V $L< 1
+ RHS_V $L= 1
+ RHS_V $L> 1
+ RHS_V $L? 1
+ RHS_V $L@ 1
+ RHS_V $LA 1
+ RHS_V $LB 1
+ RHS_V $LC 1
+ RHS_V $LD 1
+ RHS_V $LE 1
+ RHS_V $LF 1
+ RHS_V $LG 1
+ RHS_V $LH 1
+ RHS_V $LI 1
+ RHS_V $LJ 1
+ RHS_V $LK 1
+ RHS_V $LL 1
+ RHS_V $LM 1
+ RHS_V $LN 1
+ RHS_V $LO 1
+ RHS_V $LP 1
+ RHS_V $LQ 1
+ RHS_V $LR 1
+ RHS_V $LS 1
+ RHS_V $LT 1
+ RHS_V $LU 1
+ RHS_V $LV 1
+ RHS_V $LW 1
+ RHS_V $LX 1
+ RHS_V $LY 1
+ RHS_V $LZ 1
+ RHS_V $L[ 1
+ RHS_V $L\ 1
+ RHS_V $L] 1
+ RHS_V $L^ 1
+ RHS_V $L_ 1
+ RHS_V $L` 1
+ RHS_V $La 1
+ RHS_V $Lb 1
+ RHS_V $Lc 1
+ RHS_V $Ld 1
+ RHS_V $Le 1
+ RHS_V $Lf 1
+ RHS_V $Lg 1
+ RHS_V $Lh 1
+ RHS_V $Li 1
+ RHS_V $Lj 1
+ RHS_V $Lk 1
+ RHS_V $Ll 1
+ RHS_V $Lm 1
+ RHS_V $Ln 1
+ RHS_V $Lo 1
+ RHS_V $Lp 1
+ RHS_V $Lq 1
+ RHS_V $Lr 1
+ RHS_V $Ls 1
+ RHS_V $Lt 1
+ RHS_V $Lu 1
+ RHS_V $Lv 1
+ RHS_V $Lw 1
+ RHS_V $Lx 1
+ RHS_V $Ly 1
+ RHS_V $Lz 1
+ RHS_V $L{ 1
+ RHS_V $L| 1
+ RHS_V $M! 1
+ RHS_V $M" 1
+ RHS_V $M# 1
+ RHS_V $M$ 1
+ RHS_V $M% 1
+ RHS_V $M& 1
+ RHS_V $M' 1
+ RHS_V $M( 1
+ RHS_V $M) 1
+ RHS_V $M* 1
+ RHS_V $M+ 1
+ RHS_V $M, 1
+ RHS_V $M- 1
+ RHS_V $M. 1
+ RHS_V $M/ 1
+ RHS_V $M0 1
+ RHS_V $M1 1
+ RHS_V $M2 1
+ RHS_V $M3 1
+ RHS_V $M4 1
+ RHS_V $M5 1
+ RHS_V $M6 1
+ RHS_V $M7 1
+ RHS_V $M8 1
+ RHS_V $M9 1
+ RHS_V $M: 1
+ RHS_V $M; 1
+ RHS_V $M< 1
+ RHS_V $M= 1
+ RHS_V $M> 1
+ RHS_V $M? 1
+ RHS_V $M@ 1
+ RHS_V $MA 1
+ RHS_V $MB 1
+ RHS_V $MC 1
+ RHS_V $MD 1
+ RHS_V $ME 1
+ RHS_V $MF 1
+ RHS_V $MG 1
+ RHS_V $MH 1
+ RHS_V $MI 1
+ RHS_V $MJ 1
+ RHS_V $MK 1
+ RHS_V $ML 1
+ RHS_V $MM 1
+ RHS_V $MN 1
+ RHS_V $MO 1
+ RHS_V $MP 1
+ RHS_V $MQ 1
+ RHS_V $MR 1
+ RHS_V $MS 1
+ RHS_V $MT 1
+ RHS_V $MU 1
+ RHS_V $MV 1
+ RHS_V $MW 1
+ RHS_V $MX 1
+ RHS_V $MY 1
+ RHS_V $MZ 1
+ RHS_V $M[ 1
+ RHS_V $M\ 1
+ RHS_V $M] 1
+ RHS_V $M^ 1
+ RHS_V $M_ 1
+ RHS_V $M` 1
+ RHS_V $Ma 1
+ RHS_V $Mb 1
+ RHS_V $Mc 1
+ RHS_V $Md 1
+ RHS_V $Me 1
+ RHS_V $Mf 1
+ RHS_V $Mg 1
+ RHS_V $Mh 1
+ RHS_V $Mi 1
+ RHS_V $Mj 1
+ RHS_V $Mk 1
+ RHS_V $Ml 1
+ RHS_V $Mm 1
+ RHS_V $Mn 1
+ RHS_V $Mo 1
+ RHS_V $Mp 1
+ RHS_V $Mq 1
+ RHS_V $Mr 1
+ RHS_V $Ms 1
+ RHS_V $Mt 1
+ RHS_V $Mu 1
+ RHS_V $Mv 1
+ RHS_V $Mw 1
+ RHS_V $Mx 1
+ RHS_V $My 1
+ RHS_V $Mz 1
+ RHS_V $M{ 1
+ RHS_V $M| 1
+ RHS_V $N! 1
+ RHS_V $N" 1
+ RHS_V $N# 1
+ RHS_V $N$ 1
+ RHS_V $N% 1
+ RHS_V $N& 1
+ RHS_V $N' 1
+ RHS_V $N( 1
+ RHS_V $N) 1
+ RHS_V $N* 1
+ RHS_V $N+ 1
+ RHS_V $N, 1
+ RHS_V $N- 1
+ RHS_V $N. 1
+ RHS_V $N/ 1
+ RHS_V $N0 1
+ RHS_V $N1 1
+ RHS_V $N2 1
+ RHS_V $N3 1
+ RHS_V $N4 1
+ RHS_V $N5 1
+ RHS_V $N6 1
+ RHS_V $N7 1
+ RHS_V $N8 1
+ RHS_V $N9 1
+ RHS_V $N: 1
+ RHS_V $N; 1
+ RHS_V $N< 1
+ RHS_V $N= 1
+ RHS_V $N> 1
+ RHS_V $N? 1
+ RHS_V $N@ 1
+ RHS_V $NA 1
+ RHS_V $NB 1
+ RHS_V $NC 1
+ RHS_V $ND 1
+ RHS_V $NE 1
+ RHS_V $NF 1
+ RHS_V $NG 1
+ RHS_V $NH 1
+ RHS_V $NI 1
+ RHS_V $NJ 1
+ RHS_V $NK 1
+ RHS_V $NL 1
+ RHS_V $NM 1
+ RHS_V $NN 1
+ RHS_V $NO 1
+ RHS_V $NP 1
+ RHS_V $NQ 1
+ RHS_V $NR 1
+ RHS_V $NS 1
+ RHS_V $NT 1
+ RHS_V $NU 1
+ RHS_V $NV 1
+ RHS_V $NW 1
+ RHS_V $NX 1
+ RHS_V $NY 1
+ RHS_V $NZ 1
+ RHS_V $N[ 1
+ RHS_V $N\ 1
+ RHS_V $N] 1
+ RHS_V $N^ 1
+ RHS_V $N_ 1
+ RHS_V $N` 1
+ RHS_V $Na 1
+ RHS_V $Nb 1
+ RHS_V $Nc 1
+ RHS_V $Nd 1
+ RHS_V $Ne 1
+ RHS_V $Nf 1
+ RHS_V $Ng 1
+ RHS_V $Nh 1
+ RHS_V $Ni 1
+ RHS_V $Nj 1
+ RHS_V $Nk 1
+ RHS_V $Nl 1
+ RHS_V $Nm 1
+ RHS_V $Nn 1
+ RHS_V $No 1
+ RHS_V $Np 1
+ RHS_V $Nq 1
+ RHS_V $Nr 1
+ RHS_V $Ns 1
+ RHS_V $Nt 1
+ RHS_V $Nu 1
+ RHS_V $Nv 1
+ RHS_V $Nw 1
+ RHS_V $Nx 1
+ RHS_V $Ny 1
+ RHS_V $Nz 1
+ RHS_V $N{ 1
+ RHS_V $N| 1
+ RHS_V $O! 1
+ RHS_V $O" 1
+ RHS_V $O# 1
+ RHS_V $O$ 1
+ RHS_V $O% 1
+ RHS_V $O& 1
+ RHS_V $O' 1
+ RHS_V $O( 1
+ RHS_V $O) 1
+ RHS_V $O* 1
+ RHS_V $O+ 1
+ RHS_V $O, 1
+ RHS_V $O- 1
+ RHS_V $O. 1
+ RHS_V $O/ 1
+ RHS_V $O0 1
+ RHS_V $O1 1
+ RHS_V $O2 1
+ RHS_V $O3 1
+ RHS_V $O4 1
+ RHS_V $O5 1
+ RHS_V $O6 1
+ RHS_V $O7 1
+ RHS_V $O8 1
+ RHS_V $O9 1
+ RHS_V $O: 1
+ RHS_V $O; 1
+ RHS_V $O< 1
+ RHS_V $O= 1
+ RHS_V $O> 1
+ RHS_V $O? 1
+ RHS_V $O@ 1
+ RHS_V $OA 1
+ RHS_V $OB 1
+ RHS_V $OC 1
+ RHS_V $OD 1
+ RHS_V $OE 1
+ RHS_V $OF 1
+ RHS_V $OG 1
+ RHS_V $OH 1
+ RHS_V $OI 1
+ RHS_V $OJ 1
+ RHS_V $OK 1
+ RHS_V $OL 1
+ RHS_V $OM 1
+ RHS_V $ON 1
+ RHS_V $OO 1
+ RHS_V $OP 1
+ RHS_V $OQ 1
+ RHS_V $OR 1
+ RHS_V $OS 1
+ RHS_V $OT 1
+ RHS_V $OU 1
+ RHS_V $OV 1
+ RHS_V $OW 1
+ RHS_V $OX 1
+ RHS_V $OY 1
+ RHS_V $OZ 1
+ RHS_V $O[ 1
+ RHS_V $O\ 1
+ RHS_V $O] 1
+ RHS_V $O^ 1
+ RHS_V $O_ 1
+ RHS_V $O` 1
+ RHS_V $Oa 1
+ RHS_V $Ob 1
+ RHS_V $Oc 1
+ RHS_V $Od 1
+ RHS_V $Oe 1
+ RHS_V $Of 1
+ RHS_V $Og 1
+ RHS_V $Oh 1
+ RHS_V $Oi 1
+ RHS_V $Oj 1
+ RHS_V $Ok 1
+ RHS_V $Ol 1
+ RHS_V $Om 1
+ RHS_V $On 1
+ RHS_V $Oo 1
+ RHS_V $Op 1
+ RHS_V $Oq 1
+ RHS_V $Or 1
+ RHS_V $Os 1
+ RHS_V $Ot 1
+ RHS_V $Ou 1
+ RHS_V $Ov 1
+ RHS_V $Ow 1
+ RHS_V $Ox 1
+ RHS_V $Oy 1
+ RHS_V $Oz 1
+ RHS_V $O{ 1
+ RHS_V $O| 1
+ RHS_V $P! 1
+ RHS_V $P" 1
+ RHS_V $P# 1
+ RHS_V $P$ 1
+ RHS_V $P% 1
+ RHS_V $P& 1
+ RHS_V $P' 1
+ RHS_V $P( 1
+ RHS_V $P) 1
+ RHS_V $P* 1
+ RHS_V $P+ 1
+ RHS_V $P, 1
+ RHS_V $P- 1
+ RHS_V $P. 1
+ RHS_V $P/ 1
+ RHS_V $P0 1
+ RHS_V $P1 1
+ RHS_V $P2 1
+ RHS_V $P3 1
+ RHS_V $P4 1
+ RHS_V $P5 1
+ RHS_V $P6 1
+ RHS_V $P7 1
+ RHS_V $P8 1
+ RHS_V $P9 1
+ RHS_V $P: 1
+ RHS_V $P; 1
+ RHS_V $P< 1
+ RHS_V $P= 1
+ RHS_V $P> 1
+ RHS_V $P? 1
+ RHS_V $P@ 1
+ RHS_V $PA 1
+ RHS_V $PB 1
+ RHS_V $PC 1
+ RHS_V $PD 1
+ RHS_V $PE 1
+ RHS_V $PF 1
+ RHS_V $PG 1
+ RHS_V $PH 1
+ RHS_V $PI 1
+ RHS_V $PJ 1
+ RHS_V $PK 1
+ RHS_V $PL 1
+ RHS_V $PM 1
+ RHS_V $PN 1
+ RHS_V $PO 1
+ RHS_V $PP 1
+ RHS_V $PQ 1
+ RHS_V $PR 1
+ RHS_V $PS 1
+ RHS_V $PT 1
+ RHS_V $PU 1
+ RHS_V $PV 1
+ RHS_V $PW 1
+ RHS_V $PX 1
+ RHS_V $PY 1
+ RHS_V $PZ 1
+ RHS_V $P[ 1
+ RHS_V $P\ 1
+ RHS_V $P] 1
+ RHS_V $P^ 1
+ RHS_V $P_ 1
+ RHS_V $P` 1
+ RHS_V $Pa 1
+ RHS_V $Pb 1
+ RHS_V $Pc 1
+ RHS_V $Pd 1
+ RHS_V $Pe 1
+ RHS_V $Pf 1
+ RHS_V $Pg 1
+ RHS_V $Ph 1
+ RHS_V $Pi 1
+ RHS_V $Pj 1
+ RHS_V $Pk 1
+ RHS_V $Pl 1
+ RHS_V $Pm 1
+ RHS_V $Pn 1
+ RHS_V $Po 1
+ RHS_V $Pp 1
+ RHS_V $Pq 1
+ RHS_V $Pr 1
+ RHS_V $Ps 1
+ RHS_V $Pt 1
+ RHS_V $Pu 1
+ RHS_V $Pv 1
+ RHS_V $Pw 1
+ RHS_V $Px 1
+ RHS_V $Py 1
+ RHS_V $Pz 1
+ RHS_V $P{ 1
+ RHS_V $P| 1
+ RHS_V $Q! 1
+ RHS_V $Q" 1
+ RHS_V $Q# 1
+ RHS_V $Q$ 1
+ RHS_V $Q% 1
+ RHS_V $Q& 1
+ RHS_V $Q' 1
+ RHS_V $Q( 1
+ RHS_V $Q) 1
+ RHS_V $Q* 1
+ RHS_V $Q+ 1
+ RHS_V $Q, 1
+ RHS_V $Q- 1
+ RHS_V $Q. 1
+ RHS_V $Q/ 1
+ RHS_V $Q0 1
+ RHS_V $Q1 1
+ RHS_V $Q2 1
+ RHS_V $Q3 1
+ RHS_V $Q4 1
+ RHS_V $Q5 1
+ RHS_V $Q6 1
+ RHS_V $Q7 1
+ RHS_V $Q8 1
+ RHS_V $Q9 1
+ RHS_V $Q: 1
+ RHS_V $Q; 1
+ RHS_V $Q< 1
+ RHS_V $Q= 1
+ RHS_V $Q> 1
+ RHS_V $Q? 1
+ RHS_V $Q@ 1
+ RHS_V $QA 1
+ RHS_V $QB 1
+ RHS_V $QC 1
+ RHS_V $QD 1
+ RHS_V $QE 1
+ RHS_V $QF 1
+ RHS_V $QG 1
+ RHS_V $QH 1
+ RHS_V $QI 1
+ RHS_V $QJ 1
+ RHS_V $QK 1
+ RHS_V $QL 1
+ RHS_V $QM 1
+ RHS_V $QN 1
+ RHS_V $QO 1
+ RHS_V $QP 1
+ RHS_V $QQ 1
+ RHS_V $QR 1
+ RHS_V $QS 1
+ RHS_V $QT 1
+ RHS_V $QU 1
+ RHS_V $QV 1
+ RHS_V $QW 1
+ RHS_V $QX 1
+ RHS_V $QY 1
+ RHS_V $QZ 1
+ RHS_V $Q[ 1
+ RHS_V $Q\ 1
+ RHS_V $Q] 1
+ RHS_V $Q^ 1
+ RHS_V $Q_ 1
+ RHS_V $Q` 1
+ RHS_V $Qa 1
+ RHS_V $Qb 1
+ RHS_V $Qc 1
+ RHS_V $Qd 1
+ RHS_V $Qe 1
+ RHS_V $Qf 1
+ RHS_V $Qg 1
+ RHS_V $Qh 1
+ RHS_V $Qi 1
+ RHS_V $Qj 1
+ RHS_V $Qk 1
+ RHS_V $Ql 1
+ RHS_V $Qm 1
+ RHS_V $Qn 1
+ RHS_V $Qo 1
+ RHS_V $Qp 1
+ RHS_V $Qq 1
+ RHS_V $Qr 1
+ RHS_V $Qs 1
+ RHS_V $Qt 1
+ RHS_V $Qu 1
+ RHS_V $Qv 1
+ RHS_V $Qw 1
+ RHS_V $Qx 1
+ RHS_V $Qy 1
+ RHS_V $Qz 1
+ RHS_V $Q{ 1
+ RHS_V $Q| 1
+ RHS_V $R! 1
+ RHS_V $R" 1
+ RHS_V $R# 1
+ RHS_V $R$ 1
+ RHS_V $R% 1
+ RHS_V $R& 1
+ RHS_V $R' 1
+ RHS_V $R( 1
+ RHS_V $R) 1
+ RHS_V $R* 1
+ RHS_V $R+ 1
+ RHS_V $R, 1
+ RHS_V $R- 1
+ RHS_V $R. 1
+ RHS_V $R/ 1
+ RHS_V $R0 1
+ RHS_V $R1 1
+ RHS_V $R2 1
+ RHS_V $R3 1
+ RHS_V $R4 1
+ RHS_V $R5 1
+ RHS_V $R6 1
+ RHS_V $R7 1
+ RHS_V $R8 1
+ RHS_V $R9 1
+ RHS_V $R: 1
+ RHS_V $R; 1
+ RHS_V $R< 1
+ RHS_V $R= 1
+ RHS_V $R> 1
+ RHS_V $R? 1
+ RHS_V $R@ 1
+ RHS_V $RA 1
+ RHS_V $RB 1
+ RHS_V $RC 1
+ RHS_V $RD 1
+ RHS_V $RE 1
+ RHS_V $RF 1
+ RHS_V $RG 1
+ RHS_V $RH 1
+ RHS_V $RI 1
+ RHS_V $RJ 1
+ RHS_V $RK 1
+ RHS_V $RL 1
+ RHS_V $RM 1
+ RHS_V $RN 1
+ RHS_V $RO 1
+ RHS_V $RP 1
+ RHS_V $RQ 1
+ RHS_V $RR 1
+ RHS_V $RS 1
+ RHS_V $RT 1
+ RHS_V $RU 1
+ RHS_V $RV 1
+ RHS_V $RW 1
+ RHS_V $RX 1
+ RHS_V $RY 1
+ RHS_V $RZ 1
+ RHS_V $R[ 1
+ RHS_V $R\ 1
+ RHS_V $R] 1
+ RHS_V $R^ 1
+ RHS_V $R_ 1
+ RHS_V $R` 1
+ RHS_V $Ra 1
+ RHS_V $Rb 1
+ RHS_V $Rc 1
+ RHS_V $Rd 1
+ RHS_V $Re 1
+ RHS_V $Rf 1
+ RHS_V $Rg 1
+ RHS_V $Rh 1
+ RHS_V $Ri 1
+ RHS_V $Rj 1
+ RHS_V $Rk 1
+ RHS_V $Rl 1
+ RHS_V $Rm 1
+ RHS_V $Rn 1
+ RHS_V $Ro 1
+ RHS_V $Rp 1
+ RHS_V $Rq 1
+ RHS_V $Rr 1
+ RHS_V $Rs 1
+ RHS_V $Rt 1
+ RHS_V $Ru 1
+ RHS_V $Rv 1
+ RHS_V $Rw 1
+ RHS_V $Rx 1
+ RHS_V $Ry 1
+ RHS_V $Rz 1
+ RHS_V $R{ 1
+ RHS_V $R| 1
+ RHS_V $S! 1
+ RHS_V $S" 1
+ RHS_V $S# 1
+ RHS_V $S$ 1
+ RHS_V $S% 1
+ RHS_V $S& 1
+ RHS_V $S' 1
+ RHS_V $S( 1
+ RHS_V $S) 1
+ RHS_V $S* 1
+ RHS_V $S+ 1
+ RHS_V $S, 1
+ RHS_V $S- 1
+ RHS_V $S. 1
+ RHS_V $S/ 1
+ RHS_V $S0 1
+ RHS_V $S1 1
+ RHS_V $S2 1
+ RHS_V $S3 1
+ RHS_V $S4 1
+ RHS_V $S5 1
+ RHS_V $S6 1
+ RHS_V $S7 1
+ RHS_V $S8 1
+ RHS_V $S9 1
+ RHS_V $S: 1
+ RHS_V $S; 1
+ RHS_V $S< 1
+ RHS_V $S= 1
+ RHS_V $S> 1
+ RHS_V $S? 1
+ RHS_V $S@ 1
+ RHS_V $SA 1
+ RHS_V $SB 1
+ RHS_V $SC 1
+ RHS_V $SD 1
+ RHS_V $SE 1
+ RHS_V $SF 1
+ RHS_V $SG 1
+ RHS_V $SH 1
+ RHS_V $SI 1
+ RHS_V $SJ 1
+ RHS_V $SK 1
+ RHS_V $SL 1
+ RHS_V $SM 1
+ RHS_V $SN 1
+ RHS_V $SO 1
+ RHS_V $SP 1
+ RHS_V $SQ 1
+ RHS_V $SR 1
+ RHS_V $SS 1
+ RHS_V $ST 1
+ RHS_V $SU 1
+ RHS_V $SV 1
+ RHS_V $SW 1
+ RHS_V $SX 1
+ RHS_V $SY 1
+ RHS_V $SZ 1
+ RHS_V $S[ 1
+ RHS_V $S\ 1
+ RHS_V $S] 1
+ RHS_V $S^ 1
+ RHS_V $S_ 1
+ RHS_V $S` 1
+ RHS_V $Sa 1
+ RHS_V $Sb 1
+ RHS_V $Sc 1
+ RHS_V $Sd 1
+ RHS_V $Se 1
+ RHS_V $Sf 1
+ RHS_V $Sg 1
+ RHS_V $Sh 1
+ RHS_V $Si 1
+ RHS_V $Sj 1
+ RHS_V $Sk 1
+ RHS_V $Sl 1
+ RHS_V $Sm 1
+ RHS_V $Sn 1
+ RHS_V $So 1
+ RHS_V $Sp 1
+ RHS_V $Sq 1
+ RHS_V $Sr 1
+ RHS_V $Ss 1
+ RHS_V $St 1
+ RHS_V $Su 1
+ RHS_V $Sv 1
+ RHS_V $Sw 1
+ RHS_V $Sx 1
+ RHS_V $Sy 1
+ RHS_V $Sz 1
+ RHS_V $S{ 1
+ RHS_V $S| 1
+ RHS_V $T! 1
+ RHS_V $T" 1
+ RHS_V $T# 1
+ RHS_V $T$ 1
+ RHS_V $T% 1
+ RHS_V $T& 1
+ RHS_V $T' 1
+ RHS_V $T( 1
+ RHS_V $T) 1
+ RHS_V $T* 1
+ RHS_V $T+ 1
+ RHS_V $T, 1
+ RHS_V $T- 1
+ RHS_V $T. 1
+ RHS_V $T/ 1
+ RHS_V $T0 1
+ RHS_V $T1 1
+ RHS_V $T2 1
+ RHS_V $T3 1
+ RHS_V $T4 1
+ RHS_V $T5 1
+ RHS_V $T6 1
+ RHS_V $T7 1
+ RHS_V $T8 1
+ RHS_V $T9 1
+ RHS_V $T: 1
+ RHS_V $T; 1
+ RHS_V $T< 1
+ RHS_V $T= 1
+ RHS_V $T> 1
+ RHS_V $T? 1
+ RHS_V $T@ 1
+ RHS_V $TA 1
+ RHS_V $TB 1
+ RHS_V $TC 1
+ RHS_V $TD 1
+ RHS_V $TE 1
+ RHS_V $TF 1
+ RHS_V $TG 1
+ RHS_V $TH 1
+ RHS_V $TI 1
+ RHS_V $TJ 1
+ RHS_V $TK 1
+ RHS_V $TL 1
+ RHS_V $TM 1
+ RHS_V $TN 1
+ RHS_V $TO 1
+ RHS_V $TP 1
+ RHS_V $TQ 1
+ RHS_V $TR 1
+ RHS_V $TS 1
+ RHS_V $TT 1
+ RHS_V $TU 1
+ RHS_V $TV 1
+ RHS_V $TW 1
+ RHS_V $TX 1
+ RHS_V $TY 1
+ RHS_V $TZ 1
+ RHS_V $T[ 1
+ RHS_V $T\ 1
+ RHS_V $T] 1
+ RHS_V $T^ 1
+ RHS_V $T_ 1
+ RHS_V $T` 1
+ RHS_V $Ta 1
+ RHS_V $Tb 1
+ RHS_V $Tc 1
+ RHS_V $Td 1
+ RHS_V $Te 1
+ RHS_V $Tf 1
+ RHS_V $Tg 1
+ RHS_V $Th 1
+ RHS_V $Ti 1
+ RHS_V $Tj 1
+ RHS_V $Tk 1
+ RHS_V $Tl 1
+ RHS_V $Tm 1
+ RHS_V $Tn 1
+ RHS_V $To 1
+ RHS_V $Tp 1
+ RHS_V $Tq 1
+ RHS_V $Tr 1
+ RHS_V $Ts 1
+ RHS_V $Tt 1
+ RHS_V $Tu 1
+ RHS_V $Tv 1
+ RHS_V $Tw 1
+ RHS_V $Tx 1
+ RHS_V $Ty 1
+ RHS_V $Tz 1
+ RHS_V $T{ 1
+ RHS_V $T| 1
+ RHS_V $U! 1
+ RHS_V $U" 1
+ RHS_V $U# 1
+ RHS_V $U$ 1
+ RHS_V $U% 1
+ RHS_V $U& 1
+ RHS_V $U' 1
+ RHS_V $U( 1
+ RHS_V $U) 1
+ RHS_V $U* 1
+ RHS_V $U+ 1
+ RHS_V $U, 1
+ RHS_V $U- 1
+ RHS_V $U. 1
+ RHS_V $U/ 1
+ RHS_V $U0 1
+ RHS_V $U1 1
+ RHS_V $U2 1
+ RHS_V $U3 1
+ RHS_V $U4 1
+ RHS_V $U5 1
+ RHS_V $U6 1
+ RHS_V $U7 1
+ RHS_V $U8 1
+ RHS_V $U9 1
+ RHS_V $U: 1
+ RHS_V $U; 1
+ RHS_V $U< 1
+ RHS_V $U= 1
+ RHS_V $U> 1
+ RHS_V $U? 1
+ RHS_V $U@ 1
+ RHS_V $UA 1
+ RHS_V $UB 1
+ RHS_V $UC 1
+ RHS_V $UD 1
+ RHS_V $UE 1
+ RHS_V $UF 1
+ RHS_V $UG 1
+ RHS_V $UH 1
+ RHS_V $UI 1
+ RHS_V $UJ 1
+ RHS_V $UK 1
+ RHS_V $UL 1
+ RHS_V $UM 1
+ RHS_V $UN 1
+ RHS_V $UO 1
+ RHS_V $UP 1
+ RHS_V $UQ 1
+ RHS_V $UR 1
+ RHS_V $US 1
+ RHS_V $UT 1
+ RHS_V $UU 1
+ RHS_V $UV 1
+ RHS_V $UW 1
+ RHS_V $UX 1
+ RHS_V $UY 1
+ RHS_V $UZ 1
+ RHS_V $U[ 1
+ RHS_V $U\ 1
+ RHS_V $U] 1
+ RHS_V $U^ 1
+ RHS_V $U_ 1
+ RHS_V $U` 1
+ RHS_V $Ua 1
+ RHS_V $Ub 1
+ RHS_V $Uc 1
+ RHS_V $Ud 1
+ RHS_V $Ue 1
+ RHS_V $Uf 1
+ RHS_V $Ug 1
+ RHS_V $Uh 1
+ RHS_V $Ui 1
+ RHS_V $Uj 1
+ RHS_V $Uk 1
+ RHS_V $Ul 1
+ RHS_V $Um 1
+ RHS_V $Un 1
+ RHS_V $Uo 1
+ RHS_V $Up 1
+ RHS_V $Uq 1
+ RHS_V $Ur 1
+ RHS_V $Us 1
+ RHS_V $Ut 1
+ RHS_V $Uu 1
+ RHS_V $Uv 1
+ RHS_V $Uw 1
+ RHS_V $Ux 1
+ RHS_V $Uy 1
+ RHS_V $Uz 1
+ RHS_V $U{ 1
+ RHS_V $U| 1
+ RHS_V $V! 1
+ RHS_V $V" 1
+ RHS_V $V# 1
+ RHS_V $V$ 1
+ RHS_V $V% 1
+ RHS_V $V& 1
+ RHS_V $V' 1
+ RHS_V $V( 1
+ RHS_V $V) 1
+ RHS_V $V* 1
+ RHS_V $V+ 1
+ RHS_V $V, 1
+ RHS_V $V- 1
+ RHS_V $V. 1
+ RHS_V $V/ 1
+ RHS_V $V0 1
+ RHS_V $V1 1
+ RHS_V $V2 1
+ RHS_V $V3 1
+ RHS_V $V4 1
+ RHS_V $V5 1
+ RHS_V $V6 1
+ RHS_V $V7 1
+ RHS_V $V8 1
+ RHS_V $V9 1
+ RHS_V $V: 1
+ RHS_V $V; 1
+ RHS_V $V< 1
+ RHS_V $V= 1
+ RHS_V $V> 1
+ RHS_V $V? 1
+ RHS_V $V@ 1
+ RHS_V $VA 1
+ RHS_V $VB 1
+ RHS_V $VC 1
+ RHS_V $VD 1
+ RHS_V $VE 1
+ RHS_V $VF 1
+ RHS_V $VG 1
+ RHS_V $VH 1
+ RHS_V $VI 1
+ RHS_V $VJ 1
+ RHS_V $VK 1
+ RHS_V $VL 1
+ RHS_V $VM 1
+ RHS_V $VN 1
+ RHS_V $VO 1
+ RHS_V $VP 1
+ RHS_V $VQ 1
+ RHS_V $VR 1
+ RHS_V $VS 1
+ RHS_V $VT 1
+ RHS_V $VU 1
+ RHS_V $VV 1
+ RHS_V $VW 1
+ RHS_V $VX 1
+ RHS_V $VY 1
+ RHS_V $VZ 1
+ RHS_V $V[ 1
+ RHS_V $V\ 1
+ RHS_V $V] 1
+ RHS_V $V^ 1
+ RHS_V $V_ 1
+ RHS_V $V` 1
+ RHS_V $Va 1
+ RHS_V $Vb 1
+ RHS_V $Vc 1
+ RHS_V $Vd 1
+ RHS_V $Ve 1
+ RHS_V $Vf 1
+ RHS_V $Vg 1
+ RHS_V $Vh 1
+ RHS_V $Vi 1
+ RHS_V $Vj 1
+ RHS_V $Vk 1
+ RHS_V $Vl 1
+ RHS_V $Vm 1
+ RHS_V $Vn 1
+ RHS_V $Vo 1
+ RHS_V $Vp 1
+ RHS_V $Vq 1
+ RHS_V $Vr 1
+ RHS_V $Vs 1
+ RHS_V $Vt 1
+ RHS_V $Vu 1
+ RHS_V $Vv 1
+ RHS_V $Vw 1
+ RHS_V $Vx 1
+ RHS_V $Vy 1
+ RHS_V $Vz 1
+ RHS_V $V{ 1
+ RHS_V $V| 1
+ RHS_V $W! 1
+ RHS_V $W" 1
+ RHS_V $W# 1
+ RHS_V $W$ 1
+ RHS_V $W% 1
+ RHS_V $W& 1
+ RHS_V $W' 1
+ RHS_V $W( 1
+ RHS_V $W) 1
+ RHS_V $W* 1
+ RHS_V $W+ 1
+ RHS_V $W, 1
+ RHS_V $W- 1
+ RHS_V $W. 1
+ RHS_V $W/ 1
+ RHS_V $W0 1
+ RHS_V $W1 1
+ RHS_V $W2 1
+ RHS_V $W3 1
+ RHS_V $W4 1
+ RHS_V $W5 1
+ RHS_V $W6 1
+ RHS_V $W7 1
+ RHS_V $W8 1
+ RHS_V $W9 1
+ RHS_V $W: 1
+ RHS_V $W; 1
+ RHS_V $W< 1
+ RHS_V $W= 1
+ RHS_V $W> 1
+ RHS_V $W? 1
+ RHS_V $W@ 1
+ RHS_V $WA 1
+ RHS_V $WB 1
+ RHS_V $WC 1
+ RHS_V $WD 1
+ RHS_V $WE 1
+ RHS_V $WF 1
+ RHS_V $WG 1
+ RHS_V $WH 1
+ RHS_V $WI 1
+ RHS_V $WJ 1
+ RHS_V $WK 1
+ RHS_V $WL 1
+ RHS_V $WM 1
+ RHS_V $WN 1
+ RHS_V $WO 1
+ RHS_V $WP 1
+ RHS_V $WQ 1
+ RHS_V $WR 1
+ RHS_V $WS 1
+ RHS_V $WT 1
+ RHS_V $WU 1
+ RHS_V $WV 1
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+ RHS_V $h9 1
+ RHS_V $h: 1
+ RHS_V $h; 1
+ RHS_V $h< 1
+ RHS_V $h= 1
+ RHS_V $h> 1
+ RHS_V $h? 1
+ RHS_V $h@ 1
+ RHS_V $hA 1
+ RHS_V $hB 1
+ RHS_V $hC 1
+ RHS_V $hD 1
+ RHS_V $hE 1
+ RHS_V $hF 1
+ RHS_V $hG 1
+ RHS_V $hH 1
+ RHS_V $hI 1
+ RHS_V $hJ 1
+ RHS_V $hK 1
+ RHS_V $hL 1
+ RHS_V $hM 1
+ RHS_V $hN 1
+ RHS_V $hO 1
+ RHS_V $hP 1
+ RHS_V $hQ 1
+ RHS_V $hR 1
+ RHS_V $hS 1
+ RHS_V $hT 1
+ RHS_V $hU 1
+ RHS_V $hV 1
+ RHS_V $hW 1
+ RHS_V $hX 1
+ RHS_V $hY 1
+ RHS_V $hZ 1
+ RHS_V $h[ 1
+ RHS_V $h\ 1
+ RHS_V $h] 1
+ RHS_V $h^ 1
+ RHS_V $h_ 1
+ RHS_V $h` 1
+ RHS_V $ha 1
+ RHS_V $hb 1
+ RHS_V $hc 1
+ RHS_V $hd 1
+ RHS_V $he 1
+ RHS_V $hf 1
+ RHS_V $hg 1
+ RHS_V $hh 1
+ RHS_V $hi 1
+ RHS_V $hj 1
+ RHS_V $hk 1
+ RHS_V $hl 1
+ RHS_V $hm 1
+ RHS_V $hn 1
+ RHS_V $ho 1
+ RHS_V $hp 1
+ RHS_V $hq 1
+ RHS_V $hr 1
+ RHS_V $hs 1
+ RHS_V $ht 1
+ RHS_V $hu 1
+ RHS_V $hv 1
+ RHS_V $hw 1
+ RHS_V $hx 1
+ RHS_V $hy 1
+ RHS_V $hz 1
+ RHS_V $h{ 1
+ RHS_V $h| 1
+ RHS_V $i! 1
+ RHS_V $i" 1
+ RHS_V $i# 1
+ RHS_V $i$ 1
+ RHS_V $i% 1
+ RHS_V $i& 1
+ RHS_V $i' 1
+ RHS_V $i( 1
+ RHS_V $i) 1
+ RHS_V $i* 1
+ RHS_V $i+ 1
+ RHS_V $i, 1
+ RHS_V $i- 1
+ RHS_V $i. 1
+ RHS_V $i/ 1
+ RHS_V $i0 1
+ RHS_V $i1 1
+ RHS_V $i2 1
+ RHS_V $i3 1
+ RHS_V $i4 1
+ RHS_V $i5 1
+ RHS_V $i6 1
+ RHS_V $i7 1
+ RHS_V $i8 1
+ RHS_V $i9 1
+ RHS_V $i: 1
+ RHS_V $i; 1
+ RHS_V $i< 1
+ RHS_V $i= 1
+ RHS_V $i> 1
+ RHS_V $i? 1
+ RHS_V $i@ 1
+ RHS_V $iA 1
+ RHS_V $iB 1
+ RHS_V $iC 1
+ RHS_V $iD 1
+ RHS_V $iE 1
+ RHS_V $iF 1
+ RHS_V $iG 1
+ RHS_V $iH 1
+ RHS_V $iI 1
+ RHS_V $iJ 1
+ RHS_V $iK 1
+ RHS_V $iL 1
+ RHS_V $iM 1
+ RHS_V $iN 1
+ RHS_V $iO 1
+ RHS_V $iP 1
+ RHS_V $iQ 1
+ RHS_V $iR 1
+ RHS_V $iS 1
+ RHS_V $iT 1
+ RHS_V $iU 1
+ RHS_V $iV 1
+ RHS_V $iW 1
+ RHS_V $iX 1
+ RHS_V $iY 1
+ RHS_V $iZ 1
+ RHS_V $i[ 1
+ RHS_V $i\ 1
+ RHS_V $i] 1
+ RHS_V $i^ 1
+ RHS_V $i_ 1
+ RHS_V $i` 1
+ RHS_V $ia 1
+ RHS_V $ib 1
+ RHS_V $ic 1
+ RHS_V $id 1
+ RHS_V $ie 1
+ RHS_V $if 1
+ RHS_V $ig 1
+ RHS_V $ih 1
+ RHS_V $ii 1
+ RHS_V $ij 1
+ RHS_V $ik 1
+ RHS_V $il 1
+ RHS_V $im 1
+ RHS_V $in 1
+ RHS_V $io 1
+ RHS_V $ip 1
+ RHS_V $iq 1
+ RHS_V $ir 1
+ RHS_V $is 1
+ RHS_V $it 1
+ RHS_V $iu 1
+ RHS_V $iv 1
+ RHS_V $iw 1
+ RHS_V $ix 1
+ RHS_V $iy 1
+ RHS_V $iz 1
+ RHS_V $i{ 1
+ RHS_V $i| 1
+ RHS_V $j! 1
+ RHS_V $j" 1
+ RHS_V $j# 1
+ RHS_V $j$ 1
+ RHS_V $j% 1
+ RHS_V $j& 1
+ RHS_V $j' 1
+ RHS_V $j( 1
+ RHS_V $j) 1
+ RHS_V $j* 1
+ RHS_V $j+ 1
+ RHS_V $j, 1
+ RHS_V $j- 1
+ RHS_V $j. 1
+ RHS_V $j/ 1
+ RHS_V $j0 1
+ RHS_V $j1 1
+ RHS_V $j2 1
+ RHS_V $j3 1
+ RHS_V $j4 1
+ RHS_V $j5 1
+ RHS_V $j6 1
+ RHS_V $j7 1
+ RHS_V $j8 1
+ RHS_V $j9 1
+ RHS_V $j: 1
+ RHS_V $j; 1
+ RHS_V $j< 1
+ RHS_V $j= 1
+ RHS_V $j> 1
+ RHS_V $j? 1
+ RHS_V $j@ 1
+ RHS_V $jA 1
+ RHS_V $jB 1
+ RHS_V $jC 1
+ RHS_V $jD 1
+ RHS_V $jE 1
+ RHS_V $jF 1
+ RHS_V $jG 1
+ RHS_V $jH 1
+ RHS_V $jI 1
+ RHS_V $jJ 1
+ RHS_V $jK 1
+ RHS_V $jL 1
+ RHS_V $jM 1
+ RHS_V $jN 1
+ RHS_V $jO 1
+ RHS_V $jP 1
+ RHS_V $jQ 1
+ RHS_V $jR 1
+ RHS_V $jS 1
+ RHS_V $jT 1
+ RHS_V $jU 1
+ RHS_V $jV 1
+ RHS_V $jW 1
+ RHS_V $jX 1
+ RHS_V $jY 1
+ RHS_V $jZ 1
+ RHS_V $j[ 1
+ RHS_V $j\ 1
+ RHS_V $j] 1
+ RHS_V $j^ 1
+ RHS_V $j_ 1
+ RHS_V $j` 1
+ RHS_V $ja 1
+ RHS_V $jb 1
+ RHS_V $jc 1
+ RHS_V $jd 1
+ RHS_V $je 1
+ RHS_V $jf 1
+ RHS_V $jg 1
+ RHS_V $jh 1
+ RHS_V $ji 1
+ RHS_V $jj 1
+ RHS_V $jk 1
+ RHS_V $jl 1
+ RHS_V $jm 1
+ RHS_V $jn 1
+ RHS_V $jo 1
+ RHS_V $jp 1
+ RHS_V $jq 1
+ RHS_V $jr 1
+ RHS_V $js 1
+ RHS_V $jt 1
+ RHS_V $ju 1
+ RHS_V $jv 1
+ RHS_V $jw 1
+ RHS_V $jx 1
+ RHS_V $jy 1
+ RHS_V $jz 1
+ RHS_V $j{ 1
+ RHS_V $j| 1
+ RHS_V $k! 1
+ RHS_V $k" 1
+ RHS_V $k# 1
+ RHS_V $k$ 1
+ RHS_V $k% 1
+ RHS_V $k& 1
+ RHS_V $k' 1
+ RHS_V $k( 1
+ RHS_V $k) 1
+ RHS_V $k* 1
+ RHS_V $k+ 1
+ RHS_V $k, 1
+ RHS_V $k- 1
+ RHS_V $k. 1
+ RHS_V $k/ 1
+ RHS_V $k0 1
+ RHS_V $k1 1
+ RHS_V $k2 1
+ RHS_V $k3 1
+ RHS_V $k4 1
+ RHS_V $k5 1
+ RHS_V $k6 1
+ RHS_V $k7 1
+ RHS_V $k8 1
+ RHS_V $k9 1
+ RHS_V $k: 1
+ RHS_V $k; 1
+ RHS_V $k< 1
+ RHS_V $k= 1
+ RHS_V $k> 1
+ RHS_V $k? 1
+ RHS_V $k@ 1
+ RHS_V $kA 1
+ RHS_V $kB 1
+ RHS_V $kC 1
+ RHS_V $kD 1
+ RHS_V $kE 1
+ RHS_V $kF 1
+ RHS_V $kG 1
+ RHS_V $kH 1
+ RHS_V $kI 1
+ RHS_V $kJ 1
+ RHS_V $kK 1
+ RHS_V $kL 1
+ RHS_V $kM 1
+ RHS_V $kN 1
+ RHS_V $kO 1
+ RHS_V $kP 1
+ RHS_V $kQ 1
+ RHS_V $kR 1
+ RHS_V $kS 1
+ RHS_V $kT 1
+ RHS_V $kU 1
+ RHS_V $kV 1
+ RHS_V $kW 1
+ RHS_V $kX 1
+ RHS_V $kY 1
+ RHS_V $kZ 1
+ RHS_V $k[ 1
+ RHS_V $k\ 1
+ RHS_V $k] 1
+ RHS_V $k^ 1
+ RHS_V $k_ 1
+ RHS_V $k` 1
+ RHS_V $ka 1
+ RHS_V $kb 1
+ RHS_V $kc 1
+ RHS_V $kd 1
+ RHS_V $ke 1
+ RHS_V $kf 1
+ RHS_V $kg 1
+ RHS_V $kh 1
+ RHS_V $ki 1
+ RHS_V $kj 1
+ RHS_V $kk 1
+ RHS_V $kl 1
+ RHS_V $km 1
+ RHS_V $kn 1
+ RHS_V $ko 1
+ RHS_V $kp 1
+ RHS_V $kq 1
+ RHS_V $kr 1
+ RHS_V $ks 1
+ RHS_V $kt 1
+ RHS_V $ku 1
+ RHS_V $kv 1
+ RHS_V $kw 1
+ RHS_V $kx 1
+ RHS_V $ky 1
+ RHS_V $kz 1
+ RHS_V $k{ 1
+ RHS_V $k| 1
+ RHS_V $l! 1
+ RHS_V $l" 1
+ RHS_V $l# 1
+ RHS_V $l$ 1
+ RHS_V $l% 1
+ RHS_V $l& 1
+ RHS_V $l' 1
+ RHS_V $l( 1
+ RHS_V $l) 1
+ RHS_V $l* 1
+ RHS_V $l+ 1
+ RHS_V $l, 1
+ RHS_V $l- 1
+ RHS_V $l. 1
+ RHS_V $l/ 1
+ RHS_V $l0 1
+ RHS_V $l1 1
+ RHS_V $l2 1
+ RHS_V $l3 1
+ RHS_V $l4 1
+ RHS_V $l5 1
+ RHS_V $l6 1
+ RHS_V $l7 1
+ RHS_V $l8 1
+ RHS_V $l9 1
+ RHS_V $l: 1
+ RHS_V $l; 1
+ RHS_V $l< 1
+ RHS_V $l= 1
+ RHS_V $l> 1
+ RHS_V $l? 1
+ RHS_V $l@ 1
+ RHS_V $lA 1
+ RHS_V $lB 1
+ RHS_V $lC 1
+ RHS_V $lD 1
+ RHS_V $lE 1
+ RHS_V $lF 1
+ RHS_V $lG 1
+ RHS_V $lH 1
+ RHS_V $lI 1
+ RHS_V $lJ 1
+ RHS_V $lK 1
+ RHS_V $lL 1
+ RHS_V $lM 1
+ RHS_V $lN 1
+ RHS_V $lO 1
+ RHS_V $lP 1
+ RHS_V $lQ 1
+ RHS_V $lR 1
+ RHS_V $lS 1
+ RHS_V $lT 1
+ RHS_V $lU 1
+ RHS_V $lV 1
+ RHS_V $lW 1
+ RHS_V $lX 1
+ RHS_V $lY 1
+ RHS_V $lZ 1
+ RHS_V $l[ 1
+ RHS_V $l\ 1
+ RHS_V $l] 1
+ RHS_V $l^ 1
+ RHS_V $l_ 1
+ RHS_V $l` 1
+ RHS_V $la 1
+ RHS_V $lb 1
+ RHS_V $lc 1
+ RHS_V $ld 1
+ RHS_V $le 1
+ RHS_V $lf 1
+ RHS_V $lg 1
+ RHS_V $lh 1
+ RHS_V $li 1
+ RHS_V $lj 1
+ RHS_V $lk 1
+ RHS_V $ll 1
+ RHS_V $lm 1
+ RHS_V $ln 1
+ RHS_V $lo 1
+ RHS_V $lp 1
+ RHS_V $lq 1
+ RHS_V $lr 1
+ RHS_V $ls 1
+ RHS_V $lt 1
+ RHS_V $lu 1
+ RHS_V $lv 1
+ RHS_V $lw 1
+ RHS_V $lx 1
+ RHS_V $ly 1
+ RHS_V $lz 1
+ RHS_V $l{ 1
+ RHS_V $l| 1
+ RHS_V $m! 1
+ RHS_V $m" 1
+ RHS_V $m# 1
+ RHS_V $m$ 1
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+ RHS_V $m& 1
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+ RHS_V $m( 1
+ RHS_V $m) 1
+ RHS_V $m* 1
+ RHS_V $m+ 1
+ RHS_V $m, 1
+ RHS_V $m- 1
+ RHS_V $m. 1
+ RHS_V $m/ 1
+ RHS_V $m0 1
+ RHS_V $m1 1
+ RHS_V $m2 1
+ RHS_V $m3 1
+ RHS_V $m4 1
+ RHS_V $m5 1
+ RHS_V $m6 1
+ RHS_V $m7 1
+ RHS_V $m8 1
+ RHS_V $m9 1
+ RHS_V $m: 1
+ RHS_V $m; 1
+ RHS_V $m< 1
+ RHS_V $m= 1
+ RHS_V $m> 1
+ RHS_V $m? 1
+ RHS_V $m@ 1
+ RHS_V $mA 1
+ RHS_V $mB 1
+ RHS_V $mC 1
+ RHS_V $mD 1
+ RHS_V $mE 1
+ RHS_V $mF 1
+ RHS_V $mG 1
+ RHS_V $mH 1
+ RHS_V $mI 1
+ RHS_V $mJ 1
+ RHS_V $mK 1
+ RHS_V $mL 1
+ RHS_V $mM 1
+ RHS_V $mN 1
+ RHS_V $mO 1
+ RHS_V $mP 1
+ RHS_V $mQ 1
+ RHS_V $mR 1
+ RHS_V $mS 1
+ RHS_V $mT 1
+ RHS_V $mU 1
+ RHS_V $mV 1
+ RHS_V $mW 1
+ RHS_V $mX 1
+ RHS_V $mY 1
+ RHS_V $mZ 1
+ RHS_V $m[ 1
+ RHS_V $m\ 1
+ RHS_V $m] 1
+ RHS_V $m^ 1
+ RHS_V $m_ 1
+ RHS_V $m` 1
+ RHS_V $ma 1
+ RHS_V $mb 1
+ RHS_V $mc 1
+ RHS_V $md 1
+ RHS_V $me 1
+ RHS_V $mf 1
+ RHS_V $mg 1
+ RHS_V $mh 1
+ RHS_V $mi 1
+ RHS_V $mj 1
+ RHS_V $mk 1
+ RHS_V $ml 1
+ RHS_V $mm 1
+ RHS_V $mn 1
+ RHS_V $mo 1
+ RHS_V $mp 1
+ RHS_V $mq 1
+ RHS_V $mr 1
+ RHS_V $ms 1
+ RHS_V $mt 1
+ RHS_V $mu 1
+ RHS_V $mv 1
+ RHS_V $mw 1
+ RHS_V $mx 1
+ RHS_V $my 1
+ RHS_V $mz 1
+ RHS_V $m{ 1
+ RHS_V $m| 1
+ RHS_V $n! 1
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+ RHS_V $n# 1
+ RHS_V $n$ 1
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+ RHS_V $n( 1
+ RHS_V $n) 1
+ RHS_V $n* 1
+ RHS_V $n+ 1
+ RHS_V $n, 1
+ RHS_V $n- 1
+ RHS_V $n. 1
+ RHS_V $n/ 1
+ RHS_V $n0 1
+ RHS_V $n1 1
+ RHS_V $n2 1
+ RHS_V $n3 1
+ RHS_V $n4 1
+ RHS_V $n5 1
+ RHS_V $n6 1
+ RHS_V $n7 1
+ RHS_V $n8 1
+ RHS_V $n9 1
+ RHS_V $n: 1
+ RHS_V $n; 1
+ RHS_V $n< 1
+ RHS_V $n= 1
+ RHS_V $n> 1
+ RHS_V $n? 1
+ RHS_V $n@ 1
+ RHS_V $nA 1
+ RHS_V $nB 1
+ RHS_V $nC 1
+ RHS_V $nD 1
+ RHS_V $nE 1
+ RHS_V $nF 1
+ RHS_V $nG 1
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+ RHS_V $nI 1
+ RHS_V $nJ 1
+ RHS_V $nK 1
+ RHS_V $nL 1
+ RHS_V $nM 1
+ RHS_V $nN 1
+ RHS_V $nO 1
+ RHS_V $nP 1
+ RHS_V $nQ 1
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+ RHS_V $nS 1
+ RHS_V $nT 1
+ RHS_V $nU 1
+ RHS_V $nV 1
+ RHS_V $nW 1
+ RHS_V $nX 1
+ RHS_V $nY 1
+ RHS_V $nZ 1
+ RHS_V $n[ 1
+ RHS_V $n\ 1
+ RHS_V $n] 1
+ RHS_V $n^ 1
+ RHS_V $n_ 1
+ RHS_V $n` 1
+ RHS_V $na 1
+ RHS_V $nb 1
+ RHS_V $nc 1
+ RHS_V $nd 1
+ RHS_V $ne 1
+ RHS_V $nf 1
+ RHS_V $ng 1
+ RHS_V $nh 1
+ RHS_V $ni 1
+ RHS_V $nj 1
+ RHS_V $nk 1
+ RHS_V $nl 1
+ RHS_V $nm 1
+ RHS_V $nn 1
+ RHS_V $no 1
+ RHS_V $np 1
+ RHS_V $nq 1
+ RHS_V $nr 1
+ RHS_V $ns 1
+ RHS_V $nt 1
+ RHS_V $nu 1
+ RHS_V $nv 1
+ RHS_V $nw 1
+ RHS_V $nx 1
+ RHS_V $ny 1
+ RHS_V $nz 1
+ RHS_V $n{ 1
+ RHS_V $n| 1
+ RHS_V $o! 1
+ RHS_V $o" 1
+ RHS_V $o# 1
+ RHS_V $o$ 1
+ RHS_V $o% 1
+ RHS_V $o& 1
+ RHS_V $o' 1
+ RHS_V $o( 1
+ RHS_V $o) 1
+ RHS_V $o* 1
+ RHS_V $o+ 1
+ RHS_V $o, 1
+ RHS_V $o- 1
+ RHS_V $o. 1
+ RHS_V $o/ 1
+ RHS_V $o0 1
+ RHS_V $o1 1
+ RHS_V $o2 1
+ RHS_V $o3 1
+ RHS_V $o4 1
+ RHS_V $o5 1
+ RHS_V $o6 1
+ RHS_V $o7 1
+ RHS_V $o8 1
+ RHS_V $o9 1
+ RHS_V $o: 1
+ RHS_V $o; 1
+ RHS_V $o< 1
+ RHS_V $o= 1
+ RHS_V $o> 1
+ RHS_V $o? 1
+ RHS_V $o@ 1
+ RHS_V $oA 1
+ RHS_V $oB 1
+ RHS_V $oC 1
+ RHS_V $oD 1
+ RHS_V $oE 1
+ RHS_V $oF 1
+ RHS_V $oG 1
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+ RHS_V $oI 1
+ RHS_V $oJ 1
+ RHS_V $oK 1
+ RHS_V $oL 1
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+ RHS_V $oN 1
+ RHS_V $oO 1
+ RHS_V $oP 1
+ RHS_V $oQ 1
+ RHS_V $oR 1
+ RHS_V $oS 1
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+ RHS_V $oX 1
+ RHS_V $oY 1
+ RHS_V $oZ 1
+ RHS_V $o[ 1
+ RHS_V $o\ 1
+ RHS_V $o] 1
+ RHS_V $o^ 1
+ RHS_V $o_ 1
+ RHS_V $o` 1
+ RHS_V $oa 1
+ RHS_V $ob 1
+ RHS_V $oc 1
+ RHS_V $od 1
+ RHS_V $oe 1
+ RHS_V $of 1
+ RHS_V $og 1
+ RHS_V $oh 1
+ RHS_V $oi 1
+ RHS_V $oj 1
+ RHS_V $ok 1
+ RHS_V $ol 1
+ RHS_V $om 1
+ RHS_V $on 1
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+ RHS_V $op 1
+ RHS_V $oq 1
+ RHS_V $or 1
+ RHS_V $os 1
+ RHS_V $ot 1
+ RHS_V $ou 1
+ RHS_V $ov 1
+ RHS_V $ow 1
+ RHS_V $ox 1
+ RHS_V $oy 1
+ RHS_V $oz 1
+ RHS_V $o{ 1
+ RHS_V $o| 1
+ RHS_V $p! 1
+ RHS_V $p" 1
+ RHS_V $p# 1
+ RHS_V $p$ 1
+ RHS_V $p% 1
+ RHS_V $p& 1
+ RHS_V $p' 1
+ RHS_V $p( 1
+ RHS_V $p) 1
+ RHS_V $p* 1
+ RHS_V $p+ 1
+ RHS_V $p, 1
+ RHS_V $p- 1
+ RHS_V $p. 1
+ RHS_V $p/ 1
+ RHS_V $p0 1
+ RHS_V $p1 1
+ RHS_V $p2 1
+ RHS_V $p3 1
+ RHS_V $p4 1
+ RHS_V $p5 1
+ RHS_V $p6 1
+ RHS_V $p7 1
+ RHS_V $p8 1
+ RHS_V $p9 1
+ RHS_V $p: 1
+ RHS_V $p; 1
+ RHS_V $p< 1
+ RHS_V $p= 1
+ RHS_V $p> 1
+ RHS_V $p? 1
+ RHS_V $p@ 1
+ RHS_V $pA 1
+ RHS_V $pB 1
+ RHS_V $pC 1
+ RHS_V $pD 1
+ RHS_V $pE 1
+ RHS_V $pF 1
+ RHS_V $pG 1
+ RHS_V $pH 1
+ RHS_V $pI 1
+ RHS_V $pJ 1
+ RHS_V $pK 1
+ RHS_V $pL 1
+ RHS_V $pM 1
+ RHS_V $pN 1
+ RHS_V $pO 1
+ RHS_V $pP 1
+ RHS_V $pQ 1
+ RHS_V $pR 1
+ RHS_V $pS 1
+ RHS_V $pT 1
+ RHS_V $pU 1
+ RHS_V $pV 1
+ RHS_V $pW 1
+ RHS_V $pX 1
+ RHS_V $pY 1
+ RHS_V $pZ 1
+ RHS_V $p[ 1
+ RHS_V $p\ 1
+ RHS_V $p] 1
+ RHS_V $p^ 1
+ RHS_V $p_ 1
+ RHS_V $p` 1
+ RHS_V $pa 1
+ RHS_V $pb 1
+ RHS_V $pc 1
+ RHS_V $pd 1
+ RHS_V $pe 1
+ RHS_V $pf 1
+ RHS_V $pg 1
+ RHS_V $ph 1
+ RHS_V $pi 1
+ RHS_V $pj 1
+ RHS_V $pk 1
+ RHS_V $pl 1
+ RHS_V $pm 1
+ RHS_V $pn 1
+ RHS_V $po 1
+ RHS_V $pp 1
+ RHS_V $pq 1
+ RHS_V $pr 1
+ RHS_V $ps 1
+ RHS_V $pt 1
+ RHS_V $pu 1
+ RHS_V $pv 1
+ RHS_V $pw 1
+ RHS_V $px 1
+ RHS_V $py 1
+ RHS_V $pz 1
+ RHS_V $p{ 1
+ RHS_V $p| 1
+ RHS_V $q! 1
+ RHS_V $q" 1
+ RHS_V $q# 1
+ RHS_V $q$ 1
+ RHS_V $q% 1
+ RHS_V $q& 1
+ RHS_V $q' 1
+ RHS_V $q( 1
+ RHS_V $q) 1
+ RHS_V $q* 1
+ RHS_V $q+ 1
+ RHS_V $q, 1
+ RHS_V $q- 1
+ RHS_V $q. 1
+ RHS_V $q/ 1
+ RHS_V $q0 1
+ RHS_V $q1 1
+ RHS_V $q2 1
+ RHS_V $q3 1
+ RHS_V $q4 1
+ RHS_V $q5 1
+ RHS_V $q6 1
+ RHS_V $q7 1
+ RHS_V $q8 1
+ RHS_V $q9 1
+ RHS_V $q: 1
+ RHS_V $q; 1
+ RHS_V $q< 1
+ RHS_V $q= 1
+ RHS_V $q> 1
+ RHS_V $q? 1
+ RHS_V $q@ 1
+ RHS_V $qA 1
+ RHS_V $qB 1
+ RHS_V $qC 1
+ RHS_V $qD 1
+ RHS_V $qE 1
+ RHS_V $qF 1
+ RHS_V $qG 1
+ RHS_V $qH 1
+ RHS_V $qI 1
+ RHS_V $qJ 1
+ RHS_V $qK 1
+ RHS_V $qL 1
+ RHS_V $qM 1
+ RHS_V $qN 1
+ RHS_V $qO 1
+ RHS_V $qP 1
+ RHS_V $qQ 1
+ RHS_V $qR 1
+ RHS_V $qS 1
+ RHS_V $qT 1
+ RHS_V $qU 1
+ RHS_V $qV 1
+ RHS_V $qW 1
+ RHS_V $qX 1
+ RHS_V $qY 1
+ RHS_V $qZ 1
+ RHS_V $q[ 1
+ RHS_V $q\ 1
+ RHS_V $q] 1
+ RHS_V $q^ 1
+ RHS_V $q_ 1
+ RHS_V $q` 1
+ RHS_V $qa 1
+ RHS_V $qb 1
+ RHS_V $qc 1
+ RHS_V $qd 1
+ RHS_V $qe 1
+ RHS_V $qf 1
+ RHS_V $qg 1
+ RHS_V $qh 1
+ RHS_V $qi 1
+ RHS_V $qj 1
+ RHS_V $qk 1
+ RHS_V $ql 1
+ RHS_V $qm 1
+ RHS_V $qn 1
+ RHS_V $qo 1
+ RHS_V $qp 1
+ RHS_V $qq 1
+ RHS_V $qr 1
+ RHS_V $qs 1
+ RHS_V $qt 1
+ RHS_V $qu 1
+ RHS_V $qv 1
+ RHS_V $qw 1
+ RHS_V $qx 1
+ RHS_V $qy 1
+ RHS_V $qz 1
+ RHS_V $q{ 1
+ RHS_V $q| 1
+ RHS_V $r! 1
+ RHS_V $r" 1
+ RHS_V $r# 1
+ RHS_V $r$ 1
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+ RHS_V $r& 1
+ RHS_V $r' 1
+ RHS_V $r( 1
+ RHS_V $r) 1
+ RHS_V $r* 1
+ RHS_V $r+ 1
+ RHS_V $r, 1
+ RHS_V $r- 1
+ RHS_V $r. 1
+ RHS_V $r/ 1
+ RHS_V $r0 1
+ RHS_V $r1 1
+ RHS_V $r2 1
+ RHS_V $r3 1
+ RHS_V $r4 1
+ RHS_V $r5 1
+ RHS_V $r6 1
+ RHS_V $r7 1
+ RHS_V $r8 1
+ RHS_V $r9 1
+ RHS_V $r: 1
+ RHS_V $r; 1
+ RHS_V $r< 1
+ RHS_V $r= 1
+ RHS_V $r> 1
+ RHS_V $r? 1
+ RHS_V $r@ 1
+ RHS_V $rA 1
+ RHS_V $rB 1
+ RHS_V $rC 1
+ RHS_V $rD 1
+ RHS_V $rE 1
+ RHS_V $rF 1
+ RHS_V $rG 1
+ RHS_V $rH 1
+ RHS_V $rI 1
+ RHS_V $rJ 1
+ RHS_V $rK 1
+ RHS_V $rL 1
+ RHS_V $rM 1
+ RHS_V $rN 1
+ RHS_V $rO 1
+ RHS_V $rP 1
+ RHS_V $rQ 1
+ RHS_V $rR 1
+ RHS_V $rS 1
+ RHS_V $rT 1
+ RHS_V $rU 1
+ RHS_V $rV 1
+ RHS_V $rW 1
+ RHS_V $rX 1
+ RHS_V $rY 1
+ RHS_V $rZ 1
+ RHS_V $r[ 1
+ RHS_V $r\ 1
+ RHS_V $r] 1
+ RHS_V $r^ 1
+ RHS_V $r_ 1
+ RHS_V $r` 1
+ RHS_V $ra 1
+ RHS_V $rb 1
+ RHS_V $rc 1
+ RHS_V $rd 1
+ RHS_V $re 1
+ RHS_V $rf 1
+ RHS_V $rg 1
+ RHS_V $rh 1
+ RHS_V $ri 1
+ RHS_V $rj 1
+ RHS_V $rk 1
+ RHS_V $rl 1
+ RHS_V $rm 1
+ RHS_V $rn 1
+ RHS_V $ro 1
+ RHS_V $rp 1
+ RHS_V $rq 1
+ RHS_V $rr 1
+ RHS_V $rs 1
+ RHS_V $rt 1
+ RHS_V $ru 1
+ RHS_V $rv 1
+ RHS_V $rw 1
+ RHS_V $rx 1
+ RHS_V $ry 1
+ RHS_V $rz 1
+ RHS_V $r{ 1
+ RHS_V $r| 1
+ RHS_V $s! 1
+ RHS_V $s" 1
+ RHS_V $s# 1
+ RHS_V $s$ 1
+ RHS_V $s% 1
+ RHS_V $s& 1
+ RHS_V $s' 1
+ RHS_V $s( 1
+ RHS_V $s) 1
+ RHS_V $s* 1
+ RHS_V $s+ 1
+ RHS_V $s, 1
+ RHS_V $s- 1
+ RHS_V $s. 1
+ RHS_V $s/ 1
+ RHS_V $s0 1
+ RHS_V $s1 1
+ RHS_V $s2 1
+ RHS_V $s3 1
+ RHS_V $s4 1
+ RHS_V $s5 1
+ RHS_V $s6 1
+ RHS_V $s7 1
+ RHS_V $s8 1
+ RHS_V $s9 1
+ RHS_V $s: 1
+ RHS_V $s; 1
+ RHS_V $s< 1
+ RHS_V $s= 1
+ RHS_V $s> 1
+ RHS_V $s? 1
+ RHS_V $s@ 1
+ RHS_V $sA 1
+ RHS_V $sB 1
+ RHS_V $sC 1
+ RHS_V $sD 1
+ RHS_V $sE 1
+ RHS_V $sF 1
+ RHS_V $sG 1
+ RHS_V $sH 1
+ RHS_V $sI 1
+ RHS_V $sJ 1
+ RHS_V $sK 1
+ RHS_V $sL 1
+ RHS_V $sM 1
+ RHS_V $sN 1
+ RHS_V $sO 1
+ RHS_V $sP 1
+ RHS_V $sQ 1
+ RHS_V $sR 1
+ RHS_V $sS 1
+ RHS_V $sT 1
+ RHS_V $sU 1
+ RHS_V $sV 1
+ RHS_V $sW 1
+ RHS_V $sX 1
+ RHS_V $sY 1
+ RHS_V $sZ 1
+ RHS_V $s[ 1
+ RHS_V $s\ 1
+ RHS_V $s] 1
+ RHS_V $s^ 1
+ RHS_V $s_ 1
+ RHS_V $s` 1
+ RHS_V $sa 1
+ RHS_V $sb 1
+ RHS_V $sc 1
+ RHS_V $sd 1
+ RHS_V $se 1
+ RHS_V $sf 1
+ RHS_V $sg 1
+ RHS_V $sh 1
+ RHS_V $si 1
+ RHS_V $sj 1
+ RHS_V $sk 1
+ RHS_V $sl 1
+ RHS_V $sm 1
+ RHS_V $sn 1
+ RHS_V $so 1
+ RHS_V $sp 1
+ RHS_V $sq 1
+ RHS_V $sr 1
+ RHS_V $ss 1
+ RHS_V $st 1
+ RHS_V $su 1
+ RHS_V $sv 1
+ RHS_V $sw 1
+ RHS_V $sx 1
+ RHS_V $sy 1
+ RHS_V $sz 1
+ RHS_V $s{ 1
+ RHS_V $s| 1
+ RHS_V $t! 1
+ RHS_V $t" 1
+ RHS_V $t# 1
+ RHS_V $t$ 1
+ RHS_V $t% 1
+ RHS_V $t& 1
+ RHS_V $t' 1
+ RHS_V $t( 1
+ RHS_V $t) 1
+ RHS_V $t* 1
+ RHS_V $t+ 1
+ RHS_V $t, 1
+ RHS_V $t- 1
+ RHS_V $t. 1
+ RHS_V $t/ 1
+ RHS_V $t0 1
+ RHS_V $t1 1
+ RHS_V $t2 1
+ RHS_V $t3 1
+ RHS_V $t4 1
+ RHS_V $t5 1
+ RHS_V $t6 1
+ RHS_V $t7 1
+ RHS_V $t8 1
+ RHS_V $t9 1
+ RHS_V $t: 1
+ RHS_V $t; 1
+ RHS_V $t< 1
+ RHS_V $t= 1
+ RHS_V $t> 1
+ RHS_V $t? 1
+ RHS_V $t@ 1
+ RHS_V $tA 1
+ RHS_V $tB 1
+ RHS_V $tC 1
+ RHS_V $tD 1
+ RHS_V $tE 1
+ RHS_V $tF 1
+ RHS_V $tG 1
+ RHS_V $tH 1
+ RHS_V $tI 1
+ RHS_V $tJ 1
+ RHS_V $tK 1
+ RHS_V $tL 1
+ RHS_V $tM 1
+ RHS_V $tN 1
+ RHS_V $tO 1
+ RHS_V $tP 1
+ RHS_V $tQ 1
+ RHS_V $tR 1
+ RHS_V $tS 1
+ RHS_V $tT 1
+ RHS_V $tU 1
+ RHS_V $tV 1
+ RHS_V $tW 1
+ RHS_V $tX 1
+ RHS_V $tY 1
+ RHS_V $tZ 1
+ RHS_V $t[ 1
+ RHS_V $t\ 1
+ RHS_V $t] 1
+ RHS_V $t^ 1
+ RHS_V $t_ 1
+ RHS_V $t` 1
+ RHS_V $ta 1
+ RHS_V $tb 1
+ RHS_V $tc 1
+ RHS_V $td 1
+ RHS_V $te 1
+ RHS_V $tf 1
+ RHS_V $tg 1
+ RHS_V $th 1
+ RHS_V $ti 1
+ RHS_V $tj 1
+ RHS_V $tk 1
+ RHS_V $tl 1
+ RHS_V $tm 1
+ RHS_V $tn 1
+ RHS_V $to 1
+ RHS_V $tp 1
+ RHS_V $tq 1
+ RHS_V $tr 1
+ RHS_V $ts 1
+ RHS_V $tt 1
+ RHS_V $tu 1
+ RHS_V $tv 1
+ RHS_V $tw 1
+ RHS_V $tx 1
+ RHS_V $ty 1
+ RHS_V $tz 1
+ RHS_V $t{ 1
+ RHS_V $t| 1
+ RHS_V $u! 1
+ RHS_V $u" 1
+ RHS_V $u# 1
+ RHS_V $u$ 1
+ RHS_V $u% 1
+ RHS_V $u& 1
+ RHS_V $u' 1
+ RHS_V $u( 1
+ RHS_V $u) 1
+ RHS_V $u* 1
+ RHS_V $u+ 1
+ RHS_V $u, 1
+ RHS_V $u- 1
+ RHS_V $u. 1
+ RHS_V $u/ 1
+ RHS_V $u0 1
+ RHS_V $u1 1
+ RHS_V $u2 1
+ RHS_V $u3 1
+ RHS_V $u4 1
+ RHS_V $u5 1
+ RHS_V $u6 1
+ RHS_V $u7 1
+ RHS_V $u8 1
+ RHS_V $u9 1
+ RHS_V $u: 1
+ RHS_V $u; 1
+ RHS_V $u< 1
+ RHS_V $u= 1
+ RHS_V $u> 1
+ RHS_V $u? 1
+ RHS_V $u@ 1
+ RHS_V $uA 1
+ RHS_V $uB 1
+ RHS_V $uC 1
+ RHS_V $uD 1
+ RHS_V $uE 1
+ RHS_V $uF 1
+ RHS_V $uG 1
+ RHS_V $uH 1
+ RHS_V $uI 1
+ RHS_V $uJ 1
+ RHS_V $uK 1
+ RHS_V $uL 1
+ RHS_V $uM 1
+ RHS_V $uN 1
+ RHS_V $uO 1
+ RHS_V $uP 1
+ RHS_V $uQ 1
+ RHS_V $uR 1
+ RHS_V $uS 1
+ RHS_V $uT 1
+ RHS_V $uU 1
+ RHS_V $uV 1
+ RHS_V $uW 1
+ RHS_V $uX 1
+ RHS_V $uY 1
+ RHS_V $uZ 1
+ RHS_V $u[ 1
+ RHS_V $u\ 1
+ RHS_V $u] 1
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+ RHS_V $u_ 1
+ RHS_V $u` 1
+ RHS_V $ua 1
+ RHS_V $ub 1
+ RHS_V $uc 1
+ RHS_V $ud 1
+ RHS_V $ue 1
+ RHS_V $uf 1
+ RHS_V $ug 1
+ RHS_V $uh 1
+ RHS_V $ui 1
+ RHS_V $uj 1
+ RHS_V $uk 1
+ RHS_V $ul 1
+ RHS_V $um 1
+ RHS_V $un 1
+ RHS_V $uo 1
+ RHS_V $up 1
+ RHS_V $uq 1
+ RHS_V $ur 1
+ RHS_V $us 1
+ RHS_V $ut 1
+ RHS_V $uu 1
+ RHS_V $uv 1
+ RHS_V $uw 1
+ RHS_V $ux 1
+ RHS_V $uy 1
+ RHS_V $uz 1
+ RHS_V $u{ 1
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+ RHS_V $v! 1
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+ RHS_V $v# 1
+ RHS_V $v$ 1
+ RHS_V $v% 1
+ RHS_V $v& 1
+ RHS_V $v' 1
+ RHS_V $v( 1
+ RHS_V $v) 1
+ RHS_V $v* 1
+ RHS_V $v+ 1
+ RHS_V $v, 1
+ RHS_V $v- 1
+ RHS_V $v. 1
+ RHS_V $v/ 1
+ RHS_V $v0 1
+ RHS_V $v1 1
+ RHS_V $v2 1
+ RHS_V $v3 1
+ RHS_V $v4 1
+ RHS_V $v5 1
+ RHS_V $v6 1
+ RHS_V $v7 1
+ RHS_V $v8 1
+ RHS_V $v9 1
+ RHS_V $v: 1
+ RHS_V $v; 1
+ RHS_V $v< 1
+ RHS_V $v= 1
+ RHS_V $v> 1
+ RHS_V $v? 1
+ RHS_V $v@ 1
+ RHS_V $vA 1
+ RHS_V $vB 1
+ RHS_V $vC 1
+ RHS_V $vD 1
+ RHS_V $vE 1
+ RHS_V $vF 1
+ RHS_V $vG 1
+ RHS_V $vH 1
+ RHS_V $vI 1
+ RHS_V $vJ 1
+ RHS_V $vK 1
+ RHS_V $vL 1
+ RHS_V $vM 1
+ RHS_V $vN 1
+ RHS_V $vO 1
+ RHS_V $vP 1
+ RHS_V $vQ 1
+ RHS_V $vR 1
+ RHS_V $vS 1
+ RHS_V $vT 1
+ RHS_V $vU 1
+ RHS_V $vV 1
+ RHS_V $vW 1
+ RHS_V $vX 1
+ RHS_V $vY 1
+ RHS_V $vZ 1
+ RHS_V $v[ 1
+ RHS_V $v\ 1
+ RHS_V $v] 1
+ RHS_V $v^ 1
+ RHS_V $v_ 1
+ RHS_V $v` 1
+ RHS_V $va 1
+ RHS_V $vb 1
+ RHS_V $vc 1
+ RHS_V $vd 1
+ RHS_V $ve 1
+ RHS_V $vf 1
+ RHS_V $vg 1
+ RHS_V $vh 1
+ RHS_V $vi 1
+ RHS_V $vj 1
+ RHS_V $vk 1
+ RHS_V $vl 1
+ RHS_V $vm 1
+ RHS_V $vn 1
+ RHS_V $vo 1
+ RHS_V $vp 1
+ RHS_V $vq 1
+ RHS_V $vr 1
+ RHS_V $vs 1
+ RHS_V $vt 1
+ RHS_V $vu 1
+ RHS_V $vv 1
+ RHS_V $vw 1
+ RHS_V $vx 1
+ RHS_V $vy 1
+ RHS_V $vz 1
+ RHS_V $v{ 1
+ RHS_V $v| 1
+ RHS_V $w! 1
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+ RHS_V $w# 1
+ RHS_V $w$ 1
+ RHS_V $w% 1
+ RHS_V $w& 1
+ RHS_V $w' 1
+ RHS_V $w( 1
+ RHS_V $w) 1
+ RHS_V $w* 1
+ RHS_V $w+ 1
+ RHS_V $w, 1
+ RHS_V $w- 1
+ RHS_V $w. 1
+ RHS_V $w/ 1
+ RHS_V $w0 1
+ RHS_V $w1 1
+ RHS_V $w2 1
+ RHS_V $w3 1
+ RHS_V $w4 1
+ RHS_V $w5 1
+ RHS_V $w6 1
+ RHS_V $w7 1
+ RHS_V $w8 1
+ RHS_V $w9 1
+ RHS_V $w: 1
+ RHS_V $w; 1
+ RHS_V $w< 1
+ RHS_V $w= 1
+ RHS_V $w> 1
+ RHS_V $w? 1
+ RHS_V $w@ 1
+ RHS_V $wA 1
+ RHS_V $wB 1
+ RHS_V $wC 1
+ RHS_V $wD 1
+ RHS_V $wE 1
+ RHS_V $wF 1
+ RHS_V $wG 1
+ RHS_V $wH 1
+ RHS_V $wI 1
+ RHS_V $wJ 1
+ RHS_V $wK 1
+ RHS_V $wL 1
+ RHS_V $wM 1
+ RHS_V $wN 1
+ RHS_V $wO 1
+ RHS_V $wP 1
+ RHS_V $wQ 1
+ RHS_V $wR 1
+ RHS_V $wS 1
+ RHS_V $wT 1
+ RHS_V $wU 1
+ RHS_V $wV 1
+ RHS_V $wW 1
+ RHS_V $wX 1
+ RHS_V $wY 1
+ RHS_V $wZ 1
+ RHS_V $w[ 1
+ RHS_V $w\ 1
+ RHS_V $w] 1
+ RHS_V $w^ 1
+ RHS_V $w_ 1
+ RHS_V $w` 1
+ RHS_V $wa 1
+ RHS_V $wb 1
+ RHS_V $wc 1
+ RHS_V $wd 1
+ RHS_V $we 1
+ RHS_V $wf 1
+ RHS_V $wg 1
+ RHS_V $wh 1
+ RHS_V $wi 1
+ RHS_V $wj 1
+ RHS_V $wk 1
+ RHS_V $wl 1
+ RHS_V $wm 1
+ RHS_V $wn 1
+ RHS_V $wo 1
+ RHS_V $wp 1
+ RHS_V $wq 1
+ RHS_V $wr 1
+ RHS_V $ws 1
+ RHS_V $wt 1
+ RHS_V $wu 1
+ RHS_V $wv 1
+ RHS_V $ww 1
+ RHS_V $wx 1
+ RHS_V $wy 1
+ RHS_V $wz 1
+ RHS_V $w{ 1
+ RHS_V $w| 1
+ RHS_V $x! 1
+ RHS_V $x" 1
+ RHS_V $x# 1
+ RHS_V $x$ 1
+ RHS_V $x% 1
+ RHS_V $x& 1
+ RHS_V $x' 1
+ RHS_V $x( 1
+ RHS_V $x) 1
+ RHS_V $x* 1
+ RHS_V $x+ 1
+ RHS_V $x, 1
+ RHS_V $x- 1
+ RHS_V $x. 1
+ RHS_V $x/ 1
+ RHS_V $x0 1
+ RHS_V $x1 1
+ RHS_V $x2 1
+ RHS_V $x3 1
+ RHS_V $x4 1
+ RHS_V $x5 1
+ RHS_V $x6 1
+ RHS_V $x7 1
+ RHS_V $x8 1
+ RHS_V $x9 1
+ RHS_V $x: 1
+ RHS_V $x; 1
+ RHS_V $x< 1
+ RHS_V $x= 1
+ RHS_V $x> 1
+ RHS_V $x? 1
+ RHS_V $x@ 1
+ RHS_V $xA 1
+ RHS_V $xB 1
+ RHS_V $xC 1
+ RHS_V $xD 1
+ RHS_V $xE 1
+ RHS_V $xF 1
+ RHS_V $xG 1
+ RHS_V $xH 1
+ RHS_V $xI 1
+ RHS_V $xJ 1
+ RHS_V $xK 1
+ RHS_V $xL 1
+ RHS_V $xM 1
+ RHS_V $xN 1
+ RHS_V $xO 1
+ RHS_V $xP 1
+ RHS_V $xQ 1
+ RHS_V $xR 1
+ RHS_V $xS 1
+ RHS_V $xT 1
+ RHS_V $xU 1
+ RHS_V $xV 1
+ RHS_V $xW 1
+ RHS_V $xX 1
+ RHS_V $xY 1
+ RHS_V $xZ 1
+ RHS_V $x[ 1
+ RHS_V $x\ 1
+ RHS_V $x] 1
+ RHS_V $x^ 1
+ RHS_V $x_ 1
+ RHS_V $x` 1
+ RHS_V $xa 1
+ RHS_V $xb 1
+ RHS_V $xc 1
+ RHS_V $xd 1
+ RHS_V $xe 1
+ RHS_V $xf 1
+ RHS_V $xg 1
+ RHS_V $xh 1
+ RHS_V $xi 1
+ RHS_V $xj 1
+ RHS_V $xk 1
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+ )3 &= 54
+ )3 'b 116480
+ )3 &8 62
+ )3 'e 79898
+ )3 &A 24
+ )3 &3 358
+ )3 '` 99532
+ )3 &4 334
+ )3 'f 23490
+ )3 'a 121056
+ )3 'i 19710
+ )3 &: 58
+ )3 &; 152
+ )3 '^ 90160
+ )4 'a 1164
+ )4 &6 4
+ )4 "8 1
+ )4 'b 1120
+ )4 j 1
+ )4 &5 4
+ )4 ! 2
+ )4 *2 -1
+ )5 &? 2
+ )5 j 3
+ )5 "9 1
+ )5 *6 -1
+ )5 'k 786
+ )5 ! 2
+ )5 &A 2
+ )5 'm 784
+ )6 'j 674
+ )6 ! 4
+ )6 *: -1
+ )6 &A 6
+ )6 &= 6
+ )6 &> 2
+ )6 &? 6
+ )6 'k 2358
+ )6 ": 1
+ )6 j 3
+ )6 'i 2190
+ )6 'm 2352
+ )7 ! 2
+ )7 'k 3144
+ )7 *> -1
+ )7 &? 8
+ )7 "; 1
+ )7 j 3
+ )7 'm 3136
+ )7 &A 8
+ )8 'm 1568
+ )8 *B -1
+ )8 ! 2
+ )8 &? 4
+ )8 j 3
+ )8 'k 1572
+ )8 "< 1
+ )8 &A 4
+ )9 &9 2
+ )9 &? 6
+ )9 &: 2
+ )9 *F -1
+ )9 'e 878
+ )9 "= 1
+ )9 'k 2358
+ )9 ! 5
+ )9 'd 738
+ )9 j 2
+ )9 &8 2
+ )9 'm 2352
+ )9 'f 810
+ )9 &A 6
+ ): &A 6
+ ): j 3
+ ): *J -1
+ ): "> 1
+ ): 'k 2358
+ ): 'm 2352
+ ): ! 3
+ ): &? 6
+ ); 'm 784
+ ); 'd 738
+ ); "? 1
+ ); *N -1
+ ); 'e 878
+ ); &> 2
+ ); &? 2
+ ); 'f 810
+ ); 'j 674
+ ); &A 2
+ ); &= 2
+ ); &8 2
+ ); &9 2
+ ); j 2
+ ); ! 8
+ ); 'k 786
+ ); 'i 730
+ ); &: 2
+ )< 'k 1572
+ )< '^ 560
+ )< ! 3
+ )< 'm 1568
+ )< &? 4
+ )< &A 4
+ )< j 1
+ )< &2 2
+ )< "@ 1
+ )< *R -1
+ )= *V -1
+ )= ! 2
+ )= "A 1
+ )> 'm 3920
+ )> "B 1
+ )> ! 2
+ )> &A 10
+ )> &? 10
+ )> 'k 3930
+ )> *Z -1
+ )> j 2
+ )? j 1
+ )? &; 10
+ )? &3 8
+ )? &? 8
+ )? 'e 2634
+ )? 'd 2952
+ )? ! 10
+ )? &> 16
+ )? 'j 5392
+ )? &: 16
+ )? '_ 2496
+ )? *^ -1
+ )? &9 6
+ )? &8 8
+ )? &= 16
+ )? 'f 6480
+ )? 'i 5840
+ )? 'k 3144
+ )? 'm 3136
+ )? &A 8
+ )? 'g 2960
+ )? "C 1
+ )@ &A 2
+ )@ "D 1
+ )@ 'k 786
+ )@ &? 2
+ )@ *b -1
+ )@ ! 2
+ )@ j 2
+ )@ 'm 784
+ )A &A 2
+ )A ! 2
+ )A 'm 784
+ )A 'k 786
+ )A *f -1
+ )A j 2
+ )A &? 2
+ )A "E 1
+ )B &A 36
+ )B 'm 14112
+ )B j 1
+ )B *j -1
+ )B ! 2
+ )B 'k 14148
+ )B &? 36
+ )B "F 1
+ )C j 1
+ )C ! 2
+ )C &? 4
+ )C &A 4
+ )C *n -1
+ )C 'm 1568
+ )C "G 1
+ )C 'k 1572
+ )D 'k 786
+ )D "H 1
+ )D &= 2
+ )D 'i 730
+ )D &> 2
+ )D 'm 784
+ )D &? 2
+ )D *r -1
+ )D ! 5
+ )D j 3
+ )D 'j 674
+ )D &A 2
+ )E ! 4
+ )E &: 4
+ )E '] 2280
+ )E 'f 1620
+ )E &1 8
+ )E "I 1
+ )E &? 20
+ )E *v -1
+ )E j 1
+ )E &A 20
+ )E 'k 7860
+ )E 'm 7840
+ )F 'h 1140
+ )F j 1
+ )F ! 3
+ )F 'm 1568
+ )F &< 4
+ )F *z -1
+ )F &? 4
+ )F 'k 1572
+ )F &A 4
+ )F "J 1
+ )G &3 2
+ )G &7 2
+ )G 'k 3144
+ )G &: 6
+ )G 'e 2634
+ )G +" -1
+ )G '_ 624
+ )G 'm 3136
+ )G 'c 560
+ )G "K 1
+ )G 'd 1476
+ )G ! 7
+ )G j 1
+ )G &? 8
+ )G 'f 2430
+ )G &8 4
+ )G &A 8
+ )G &9 6
+ )H &A 4
+ )H &? 4
+ )H j 1
+ )H 'm 1568
+ )H 'k 1572
+ )H "L 1
+ )H &; 28
+ )H &7 28
+ )H +& -1
+ )H ! 4
+ )H 'g 8288
+ )H 'c 7840
+ )I 'k 20436
+ )I 'f 810
+ )I 'c 560
+ )I 'e 878
+ )I j 1
+ )I &A 52
+ )I 'g 592
+ )I ! 7
+ )I &9 2
+ )I "M 1
+ )I 'm 20384
+ )I &3 4
+ )I &7 2
+ )I +* -1
+ )I '_ 1248
+ )I &? 52
+ )I &; 2
+ )I &: 2
+ )J 'k 786
+ )J 'm 784
+ )J &? 2
+ )J j 2
+ )J +. -1
+ )J "N 1
+ )J ! 2
+ )J &A 2
+ )K 'k 1572
+ )K "O 1
+ )K 'm 1568
+ )K ! 2
+ )K &A 4
+ )K j 1
+ )K &? 4
+ )K +2 -1
+ )L 'k 786
+ )L j 3
+ )L 'm 784
+ )L +6 -1
+ )L ! 2
+ )L "P 1
+ )L &? 2
+ )L &A 2
+ )M &: 4
+ )M 'j 1348
+ )M 'f 1620
+ )M &> 4
+ )M &? 6
+ )M ! 8
+ )M "Q 1
+ )M 'k 2358
+ )M &= 4
+ )M &A 6
+ )M 'i 1460
+ )M j 3
+ )M &8 4
+ )M +: -1
+ )M 'e 1756
+ )M 'd 1476
+ )M &9 4
+ )M 'm 2352
+ )N &: 8
+ )N &9 6
+ )N &= 8
+ )N j 2
+ )N 'e 2634
+ )N &; 4
+ )N 'i 2920
+ )N 'g 1184
+ )N +> -1
+ )N 'f 3240
+ )N &8 6
+ )N &A 8
+ )N ! 9
+ )N 'k 3144
+ )N 'j 4044
+ )N 'm 3136
+ )N "R 1
+ )N &> 12
+ )N 'd 2214
+ )N &? 8
+ )O "S 1
+ )O ! 5
+ )O '_ 2496
+ )O 'c 2240
+ )O &? 2
+ )O &A 2
+ )O &; 8
+ )O 'k 786
+ )O 'g 2368
+ )O &7 8
+ )O +B -1
+ )O j 1
+ )O &3 8
+ )O 'm 784
+ )P 'e 878
+ )P 'm 784
+ )P 'i 1460
+ )P &8 2
+ )P 'd 738
+ )P j 2
+ )P "T 1
+ )P &? 2
+ )P ! 8
+ )P &= 4
+ )P &: 4
+ )P 'j 2022
+ )P +F -1
+ )P 'k 786
+ )P &> 6
+ )P 'f 1620
+ )P &9 2
+ )P &A 2
+ )Q j 1
+ )Q ! 2
+ )Q 'm 3920
+ )Q "U 1
+ )Q +J -1
+ )Q &A 10
+ )Q &? 10
+ )Q 'k 3930
+ )R &4 10
+ )R 'g 1776
+ )R 'i 2190
+ )R &= 6
+ )R '^ 3360
+ )R &1 8
+ )R 'm 784
+ )R &3 12
+ )R '_ 3744
+ )R &; 6
+ )R +N -1
+ )R j 1
+ )R &7 6
+ )R 'c 1680
+ )R &? 2
+ )R '] 2280
+ )R "V 1
+ )R '` 2980
+ )R &A 2
+ )R 'k 786
+ )R &2 12
+ )R ! 10
+ )S 'm 784
+ )S +R -1
+ )S 'k 786
+ )S &= 2
+ )S ! 4
+ )S "W 1
+ )S &? 2
+ )S &9 2
+ )S &A 2
+ )S j 2
+ )S 'i 730
+ )S 'e 878
+ )T +V -1
+ )T "X 1
+ )T ! 2
+ )T 'k 786
+ )T &? 2
+ )T 'm 784
+ )T &A 2
+ )T j 3
+ )U ! 2
+ )U +Z -1
+ )U "Y 1
+ )V +^ -1
+ )V &? 2
+ )V &A 2
+ )V 'm 784
+ )V 'k 786
+ )V ! 2
+ )V "Z 1
+ )V j 1
+ )W &A 2
+ )W 'k 786
+ )W +b -1
+ )W 'm 784
+ )W j 1
+ )W ! 2
+ )W "[ 1
+ )W &? 2
+ )X &A 4
+ )X 'k 1572
+ )X j 1
+ )X "\ 1
+ )X 'm 1568
+ )X ! 2
+ )X +f -1
+ )X &? 4
+ )Y 'm 784
+ )Y +j -1
+ )Y 'k 786
+ )Y &? 2
+ )Y &8 2
+ )Y ! 4
+ )Y 'd 738
+ )Y &A 2
+ )Y j 1
+ )Y "] 1
+ )Z "^ 1
+ )Z +n -1
+ )Z &= 14
+ )Z j 2
+ )Z &> 14
+ )Z 'm 7840
+ )Z &9 4
+ )Z 'j 4718
+ )Z ! 6
+ )Z &A 20
+ )Z &? 20
+ )Z 'k 7860
+ )Z 'i 5110
+ )Z 'e 1756
+ )[ ! 2
+ )[ "_ 1
+ )[ +r -1
+ )\ &= 4
+ )\ "` 1
+ )\ 'm 784
+ )\ j 2
+ )\ ! 5
+ )\ &> 4
+ )\ 'j 1348
+ )\ &A 2
+ )\ +v -1
+ )\ 'd 1476
+ )\ 'k 786
+ )\ &8 4
+ )\ &? 2
+ )\ 'i 1460
+ )] &? 4
+ )] ! 2
+ )] 'm 1568
+ )] j 1
+ )] 'k 1572
+ )] "a 1
+ )] &A 4
+ )] +z -1
+ )^ &? 4
+ )^ &8 6
+ )^ &9 10
+ )^ &7 2
+ )^ 'c 560
+ )^ 'e 4390
+ )^ &= 8
+ )^ ! 9
+ )^ 'd 2214
+ )^ &: 18
+ )^ ," -1
+ )^ &A 4
+ )^ j 3
+ )^ "b 1
+ )^ 'f 7290
+ )^ 'm 1568
+ )^ 'i 2920
+ )^ &> 18
+ )^ 'k 1572
+ )^ 'j 6066
+ )_ &A 2
+ )_ &? 2
+ )_ ! 2
+ )_ 'm 784
+ )_ "c 1
+ )_ ,& -1
+ )_ j 3
+ )_ 'k 786
+ )` j 3
+ )` &= 4
+ )` ,* -1
+ )` &? 4
+ )` 'j 1348
+ )` "d 1
+ )` ! 5
+ )` &> 4
+ )` 'm 1568
+ )` 'k 1572
+ )` &A 4
+ )` 'i 1460
+ )a 'm 784
+ )a "e 1
+ )a ! 2
+ )a &A 2
+ )a &? 2
+ )a 'k 786
+ )a j 3
+ )a ,. -1
+ )b 'k 786
+ )b 'm 784
+ )b ! 2
+ )b j 2
+ )b &? 2
+ )b &A 2
+ )b ,2 -1
+ )b "f 1
+ )c j 1
+ )c 'm 784
+ )c "g 1
+ )c ! 2
+ )c ,6 -1
+ )c &? 2
+ )c &A 2
+ )c 'k 786
+ )d &? 2
+ )d 'k 786
+ )d "h 1
+ )d ! 2
+ )d 'm 784
+ )d j 3
+ )d &A 2
+ )d ,: -1
+ )e &A 4
+ )e j 1
+ )e 'k 1572
+ )e "i 1
+ )e 'm 1568
+ )e &? 4
+ )e ! 2
+ )e ,> -1
+ )f "j 1
+ )f ! 8
+ )f ,B -1
+ )g ,F -1
+ )g 'k 786
+ )g ! 2
+ )g j 1
+ )g 'm 784
+ )g &A 2
+ )g "k 1
+ )g &? 2
+ )h 'k 786
+ )h 'm 784
+ )h &? 2
+ )h ! 2
+ )h "l 1
+ )h &A 2
+ )h j 2
+ )h ,J -1
+ )i 'k 786
+ )i ,N -1
+ )i ! 2
+ )i "m 1
+ )i 'm 784
+ )i &A 2
+ )i &? 2
+ )i j 3
+ )j j 1
+ )j ! 2
+ )j ,R -1
+ )j 'k 3144
+ )j "n 1
+ )j 'm 3136
+ )j &? 8
+ )j &A 8
+ )k j 3
+ )k 'i 3650
+ )k 'e 878
+ )k &: 2
+ )k ! 8
+ )k &9 2
+ )k &= 10
+ )k &> 6
+ )k &? 2
+ )k 'm 784
+ )k &A 2
+ )k ,V -1
+ )k 'k 786
+ )k "o 1
+ )k 'f 810
+ )k 'j 2022
+ )l "p 1
+ )l ,Z -1
+ )l ! 2
+ )m ! 4
+ )m "q 1
+ )m ,^ -1
+ )n "r 1
+ )n j 3
+ )n &? 4
+ )n ,b -1
+ )n 'k 1572
+ )n ! 1
+ )o ,f -1
+ )o ! 1
+ )o "s 1
+ )p ,j -1
+ )p 'm 1568
+ )p "t 1
+ )p ! 1
+ )p j 3
+ )p &A 4
+ )q "u 1
+ )q ! 1
+ )q ,n -1
+ )r &@ 4
+ )r ,r -1
+ )r ! 2
+ )r j 1
+ )r 'l 1188
+ )r "v 1
+ )s ! 1
+ )s "w 1
+ )s ,v -1
+ )s j 1
+ )s &@ 4
+ )s 'l 1188
+ )t &@ 8
+ )t j 1
+ )t ! 2
+ )t 'l 2376
+ )t "x 1
+ )t ,z -1
+ )u 'l 1188
+ )u "y 1
+ )u &@ 4
+ )u ! 1
+ )u -" -1
+ )u j 1
+ )v ! 5
+ )v &= 2
+ )v 'g 592
+ )v &; 2
+ )v &1 2
+ )v j 1
+ )v '] 570
+ )v 'i 730
+ )v "z 1
+ )v &@ 4
+ )v -& -1
+ )v 'l 1188
+ )w j 1
+ )w "{ 1
+ )w -* -1
+ )w &@ 12
+ )w 'l 3564
+ )w ! 3
+ )w 'd 738
+ )w &8 2
+ )x 'l 2376
+ )x ! 2
+ )x -. -1
+ )x j 1
+ )x &@ 8
+ )x "| 1
+ )y &3 22
+ )y '_ 6864
+ )y #! 1
+ )y -2 -1
+ )y &: 16
+ )y &8 12
+ )y 'f 6480
+ )y &9 6
+ )y &1 12
+ )y j 1
+ )y &@ 4
+ )y &2 40
+ )y &4 30
+ )y ! 10
+ )y 'c 2240
+ )y &; 20
+ )y 'd 4428
+ )y &7 8
+ )y '` 8940
+ )y 'l 1188
+ )y '] 3420
+ )y '^ 11200
+ )y 'e 2634
+ )y 'g 5920
+ )z -6 -1
+ )z 'l 11880
+ )z &; 2
+ )z #" 1
+ )z '_ 1872
+ )z &@ 40
+ )z 'g 592
+ )z &7 4
+ )z 'c 1120
+ )z j 1
+ )z &3 6
+ )z ! 5
+ ){ 'g 4736
+ ){ -: -1
+ ){ &8 34
+ ){ &3 6
+ ){ 'c 3360
+ ){ j 1
+ ){ &2 32
+ ){ &; 16
+ ){ ! 9
+ ){ '^ 8960
+ ){ 'l 4752
+ ){ 'e 878
+ ){ 'f 3240
+ ){ &9 2
+ ){ 'd 12546
+ ){ ## 1
+ ){ &: 8
+ ){ &@ 16
+ ){ &7 12
+ ){ '_ 1872
+ )| j 1
+ )| 'l 1188
+ )| -> -1
+ )| &@ 4
+ )| #$ 1
+ )| ! 2
+ *! '^ 560
+ *! j 1
+ *! '_ 624
+ *! 'l 2376
+ *! -B -1
+ *! ! 4
+ *! &@ 8
+ *! &2 2
+ *! &3 2
+ *! #% 1
+ *" #& 1
+ *" 'l 20196
+ *" -F -1
+ *" '` 3576
+ *" '] 3420
+ *" &2 12
+ *" &1 12
+ *" '^ 3360
+ *" j 1
+ *" &@ 68
+ *" ! 6
+ *" &4 12
+ *# &3 2
+ *# &4 2
+ *# &1 2
+ *# &: 2
+ *# j 1
+ *# &@ 4
+ *# ! 6
+ *# #' 1
+ *# -J -1
+ *# 'f 810
+ *# '] 570
+ *# '` 596
+ *# &; 2
+ *# 'l 1188
+ *# 'g 592
+ *# '_ 624
+ *$ #( 1
+ *$ j 1
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+ *$ ! 1
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+ *% 'l 13068
+ *% ! 3
+ *% &9 4
+ *% #) 1
+ *% 'e 1756
+ *% j 1
+ *% &@ 44
+ *& '^ 560
+ *& 'l 1188
+ *& ! 3
+ *& &2 2
+ *& -V -1
+ *& j 1
+ *& #* 1
+ *& &@ 4
+ *' #+ 1
+ *' &@ 8
+ *' ! 2
+ *' -Z -1
+ *' 'l 2376
+ *' '^ 1680
+ *' j 1
+ *' &2 6
+ *( -^ -1
+ *( ! 2
+ *( &@ 8
+ *( #, 1
+ *( j 1
+ *( 'l 2376
+ *) '` 596
+ *) ! 4
+ *) &@ 4
+ *) &1 2
+ *) #- 1
+ *) &2 4
+ *) &4 2
+ *) '] 570
+ *) -b -1
+ *) 'l 1188
+ *) '^ 1120
+ *) j 1
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+ ** #. 1
+ ** -f -1
+ ** 'l 1188
+ ** ! 2
+ ** j 1
+ *+ &@ 4
+ *+ ! 2
+ *+ 'l 1188
+ *+ &4 4
+ *+ '` 1192
+ *+ #/ 1
+ *+ j 1
+ *+ -j -1
+ *, &@ 16
+ *, #0 1
+ *, 'g 592
+ *, j 1
+ *, ! 3
+ *, 'l 4752
+ *, &; 2
+ *, -n -1
+ *- 'd 738
+ *- 'l 1188
+ *- ! 2
+ *- -r -1
+ *- &8 2
+ *- #1 1
+ *- j 1
+ *- &@ 4
+ *. &1 6
+ *. &> 2
+ *. ! 5
+ *. 'l 1188
+ *. 'j 674
+ *. #2 1
+ *. '^ 1120
+ *. -v -1
+ *. '] 1710
+ *. &2 4
+ *. j 1
+ *. &@ 4
+ */ ! 1
+ */ 'l 2376
+ */ &@ 8
+ */ -z -1
+ */ j 1
+ */ #3 1
+ *0 #4 1
+ *0 &8 2
+ *0 j 1
+ *0 'd 738
+ *0 &@ 4
+ *0 &3 18
+ *0 ! 4
+ *0 ." -1
+ *0 '_ 5616
+ *0 'l 1188
+ *1 &@ 4
+ *1 &3 4
+ *1 '_ 1248
+ *1 ! 2
+ *1 j 1
+ *1 #5 1
+ *1 .& -1
+ *1 'l 1188
+ *2 #6 1
+ *2 &@ 4
+ *2 .* -1
+ *2 j 1
+ *2 'l 1188
+ *2 ! 2
+ *3 'e 3512
+ *3 '` 1192
+ *3 'd 2214
+ *3 &7 8
+ *3 'i 2190
+ *3 #7 1
+ *3 j 1
+ *3 &8 6
+ *3 &= 6
+ *3 ! 7
+ *3 &4 4
+ *3 .. -1
+ *3 'c 2240
+ *3 &9 8
+ *4 j 1
+ *4 &2 4
+ *4 'i 1460
+ *4 '_ 624
+ *4 &3 2
+ *4 .2 -1
+ *4 'c 2800
+ *4 '^ 1120
+ *4 &< 8
+ *4 &= 4
+ *4 'd 11070
+ *4 'h 2280
+ *4 ! 14
+ *4 'g 2368
+ *4 'e 4390
+ *4 '] 570
+ *4 &1 2
+ *4 &; 8
+ *4 &> 4
+ *4 &7 10
+ *4 &: 2
+ *4 'j 1348
+ *4 #8 1
+ *4 &8 30
+ *4 &9 10
+ *4 'f 810
+ *5 j 3
+ *5 #9 1
+ *5 ! 1
+ *5 .6 -1
+ *6 .: -1
+ *6 #: 1
+ *6 j 1
+ *6 ! 2
+ *7 &8 4
+ *7 ! 2
+ *7 'd 1476
+ *7 .> -1
+ *7 j 2
+ *7 #; 1
+ *8 ! 2
+ *8 &< 4
+ *8 #< 1
+ *8 j 3
+ *8 .B -1
+ *8 'h 1140
+ *9 #= 1
+ *9 ! 2
+ *9 .F -1
+ *9 j 3
+ *: &< 8
+ *: ! 3
+ *: 'h 2280
+ *: .J -1
+ *: #> 1
+ *: j 3
+ *; #? 1
+ *; .N -1
+ *; ! 2
+ *; j 3
+ *< .R -1
+ *< j 1
+ *< 'i 1460
+ *< &4 2
+ *< #@ 1
+ *< &= 4
+ *< '] 570
+ *< &9 4
+ *< ! 7
+ *< &1 2
+ *< 'e 1756
+ *< '` 596
+ *= j 1
+ *= #A 1
+ *= .V -1
+ *= ! 1
+ *> j 1
+ *> #B 1
+ *> ! 1
+ *> .Z -1
+ *? j 2
+ *? 'd 1476
+ *? &: 4
+ *? &; 2
+ *? #C 1
+ *? ! 5
+ *? &9 2
+ *? &8 4
+ *? 'g 592
+ *? 'f 1620
+ *? .^ -1
+ *? 'e 878
+ *@ ! 1
+ *@ j 1
+ *@ #D 1
+ *@ .b -1
+ *A &2 4
+ *A .f -1
+ *A '` 1192
+ *A &1 4
+ *A j 1
+ *A &4 4
+ *A ! 4
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+ +< &= 2
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+ +< 'j 674
+ +< j 3
+ +< $@ 1
+ +< 'i 730
+ +< ! 3
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+ +> 2Z -1
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+ +? $C 1
+ +? 'e 1756
+ +? 2^ -1
+ +? &: 4
+ +? &8 6
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+ +? 'd 2214
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+ +A 'j 674
+ +A j 1
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+ +B 'j 1348
+ +B &= 4
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+ +B j 2
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+ +C 'e 1756
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+ +C 'g 1184
+ +C 2n -1
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+ +C 'f 3240
+ +C &= 8
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+ +C $G 1
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+ +I j 1
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+ +J &1 2
+ +J ! 2
+ +J $N 1
+ +J 3. -1
+ +J j 1
+ +J 'i 730
+ +J '] 570
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+ +K $O 1
+ +K ! 2
+ +K j 1
+ +K 32 -1
+ +K '] 2850
+ +K &1 10
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+ +L j 1
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+ +L &1 4
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+ +M j 1
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+ +M ! 2
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+ +M &1 4
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+ +M $Q 1
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+ +N '` 1788
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+ +N 'g 2368
+ +N j 1
+ +N 'd 2952
+ +N &7 4
+ +N '] 1710
+ +N 'e 2634
+ +N &8 8
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+ +O 'i 1460
+ +O j 2
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+ +O 'f 1620
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+ +O 3B -1
+ +O 'j 1348
+ +O &= 4
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+ +P 3F -1
+ +P 'i 730
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+ +P 'j 674
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+ +Q 'j 674
+ +Q &= 2
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+ +Q $U 1
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+ +Q ! 2
+ +Q 'i 730
+ +R 3N -1
+ +R $V 1
+ +R ! 1
+ +S ! 2
+ +S $W 1
+ +S 3R -1
+ +T 3V -1
+ +T ! 2
+ +T $X 1
+ +U 'f 810
+ +U &= 2
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+ +U 'g 1184
+ +U 'd 7380
+ +U 3Z -1
+ +U 'c 4480
+ +U 'i 730
+ +U $Y 1
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+ +U 'j 674
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+ +U &8 20
+ +U &: 2
+ +U &9 20
+ +U &7 16
+ +V 'f 810
+ +V 'i 730
+ +V $Z 1
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+ +V &> 2
+ +V 'j 674
+ +V &= 2
+ +V 'e 878
+ +V &9 2
+ +V 3^ -1
+ +V ! 4
+ +V j 3
+ +W 'i 730
+ +W &9 2
+ +W $[ 1
+ +W j 3
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+ +W &> 2
+ +W 3b -1
+ +W &: 2
+ +W ! 4
+ +W 'f 810
+ +W 'e 878
+ +X ! 2
+ +X $\ 1
+ +X 3f -1
+ +Y 3j -1
+ +Y ! 5
+ +Y $] 1
+ +Z 'f 810
+ +Z &9 2
+ +Z 'i 730
+ +Z ! 5
+ +Z 'd 738
+ +Z 'e 878
+ +Z &> 2
+ +Z &: 2
+ +Z 'j 674
+ +Z j 3
+ +Z $^ 1
+ +Z &= 2
+ +Z &8 2
+ +Z 3n -1
+ +[ $_ 1
+ +[ 3r -1
+ +[ ! 1
+ +\ &= 8
+ +\ 'i 2920
+ +\ ! 3
+ +\ 'g 1184
+ +\ j 3
+ +\ 'e 1756
+ +\ 3v -1
+ +\ &; 4
+ +\ $` 1
+ +\ &9 4
+ +] ! 2
+ +] 'i 730
+ +] $a 1
+ +] 'e 878
+ +] j 2
+ +] &9 2
+ +] &= 2
+ +] 3z -1
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+BOUNDS
+ FR ~ ! 
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+ FX ~ K 0
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+ FX ~ M 0
+ BV ~ N 
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+ FX ~ P 0
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+ BV ~ T 
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+ BV ~ "( 
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+ FX ~ "G 0
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+ FX ~ "I 0
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+ FX ~ "K 0
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+ BV ~ "N 
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+ FX ~ "Z 0
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+ FX ~ "{ 0
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+ BV ~ #, 
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+ BV ~ #/ 
+ BV ~ #0 
+ BV ~ #1 
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+ BV ~ #3 
+ BV ~ #4 
+ BV ~ #5 
+ BV ~ #6 
+ BV ~ #7 
+ BV ~ #8 
+ BV ~ #9 
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+ BV ~ #D 
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+ FX ~ #F 0
+ BV ~ #G 
+ FX ~ #H 0
+ FX ~ #I 0
+ FX ~ #J 0
+ BV ~ #K 
+ FX ~ #L 0
+ FX ~ #M 0
+ FX ~ #N 0
+ BV ~ #O 
+ FX ~ #P 0
+ FX ~ #Q 0
+ FX ~ #R 0
+ FX ~ #S 0
+ FX ~ #T 0
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+ FX ~ #V 0
+ FX ~ #W 0
+ FX ~ #X 0
+ FX ~ #Y 0
+ BV ~ #Z 
+ BV ~ #[ 
+ BV ~ #\ 
+ BV ~ #] 
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+ENDATA
diff --git a/datasets/mip/minified/seymour1.mps b/datasets/mip/minified/seymour1.mps
new file mode 100644
index 0000000000..9cb0099f38
--- /dev/null
+++ b/datasets/mip/minified/seymour1.mps
@@ -0,0 +1,46190 @@
+NAME seymour1
+ROWS
+ N obj 
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+ G ' 
+ G ( 
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+ G + 
+ G , 
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diff --git a/datasets/mip/minified/thor50dday.mps b/datasets/mip/minified/thor50dday.mps
new file mode 100644
index 0000000000..9a8cf6baa6
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+ENDATA
diff --git a/datasets/mip/minified/tr12-30.mps b/datasets/mip/minified/tr12-30.mps
new file mode 100644
index 0000000000..6d652567c4
--- /dev/null
+++ b/datasets/mip/minified/tr12-30.mps
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+ M5064 'MARKER' 'INTORG'
+ #sg #{v 75
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+ M5065 'MARKER' 'INTEND'
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+ $!C $6D 1
+ $!C $6c 1
+ $!D $6D 1
+ $!D $6Q 1
+ M5294 'MARKER' 'INTORG'
+ $!E $6G 75
+ $!E $6I 113.9
+ $!E $6M 1
+ $!F $6H 114
+ $!F $6J 128.3
+ $!F $6M 1
+ M5295 'MARKER' 'INTEND'
+ $!G $6S 1
+ $!G $6U 1
+ $!H $6T 1
+ $!H $6f 1
+ $!I $6U 1
+ $!I $6t 1
+ $!J $6U 1
+ $!J $6b 1
+ M5296 'MARKER' 'INTORG'
+ $!K $6X 75
+ $!K $6Z 113.9
+ $!K $6^ 1
+ $!L $6Y 114
+ $!L $6[ 128.3
+ $!L $6^ 1
+ M5297 'MARKER' 'INTEND'
+ $!M $6d 1
+ $!M $6f 1
+ $!N $6e 1
+ $!N $6w 1
+ $!O $6f 1
+ $!O $7* 1
+ $!P $6f 1
+ $!P $6s 1
+ M5298 'MARKER' 'INTORG'
+ $!Q $6i 75
+ $!Q $6k 113.9
+ $!Q $6o 1
+ $!R $6j 114
+ $!R $6l 128.3
+ $!R $6o 1
+ M5299 'MARKER' 'INTEND'
+ $!S $6u 1
+ $!S $6w 1
+ $!T $6v 1
+ $!T $7- 1
+ $!U $6w 1
+ $!U $7; 1
+ $!V $6w 1
+ $!V $7) 1
+ M5300 'MARKER' 'INTORG'
+ $!W $6z 75
+ $!W $7! 113.9
+ $!W $7% 1
+ $!X $6{ 114
+ $!X $7" 128.3
+ $!X $7% 1
+ M5301 'MARKER' 'INTEND'
+ $!Y $7+ 1
+ $!Y $7- 1
+ $!Z $7, 1
+ $!Z $7> 1
+ $![ $7- 1
+ $![ $7L 1
+ $!\ $7- 1
+ $!\ $7: 1
+ M5302 'MARKER' 'INTORG'
+ $!] $70 75
+ $!] $72 113.9
+ $!] $76 1
+ $!^ $71 114
+ $!^ $73 128.3
+ $!^ $76 1
+ M5303 'MARKER' 'INTEND'
+ $!_ $7< 1
+ $!_ $7> 1
+ $!` $7= 1
+ $!` $7O 1
+ $!a $7> 1
+ $!a $7] 1
+ $!b $7> 1
+ $!b $7K 1
+ M5304 'MARKER' 'INTORG'
+ $!c $7A 75
+ $!c $7C 113.9
+ $!c $7G 1
+ $!d $7B 114
+ $!d $7D 128.3
+ $!d $7G 1
+ M5305 'MARKER' 'INTEND'
+ $!e $7M 1
+ $!e $7O 1
+ $!f $7N 1
+ $!f $7` 1
+ $!g $7O 1
+ $!g $7n 1
+ $!h $7O 1
+ $!h $7\ 1
+ M5306 'MARKER' 'INTORG'
+ $!i $7R 75
+ $!i $7T 113.9
+ $!i $7X 1
+ $!j $7S 114
+ $!j $7U 128.3
+ $!j $7X 1
+ M5307 'MARKER' 'INTEND'
+ $!k $7^ 1
+ $!k $7` 1
+ $!l $7_ 1
+ $!l $7q 1
+ $!m $7` 1
+ $!m $8$ 1
+ $!n $7` 1
+ $!n $7m 1
+ M5308 'MARKER' 'INTORG'
+ $!o $7c 75
+ $!o $7e 113.9
+ $!o $7i 1
+ $!p $7d 114
+ $!p $7f 128.3
+ $!p $7i 1
+ M5309 'MARKER' 'INTEND'
+ $!q $7o 1
+ $!q $7q 1
+ $!r $7p 1
+ $!r $8' 1
+ $!s $7q 1
+ $!s $85 1
+ $!t $7q 1
+ $!t $8# 1
+ M5310 'MARKER' 'INTORG'
+ $!u $7t 75
+ $!u $7v 113.9
+ $!u $7z 1
+ $!v $7u 114
+ $!v $7w 128.3
+ $!v $7z 1
+ M5311 'MARKER' 'INTEND'
+ $!w $8% 1
+ $!w $8' 1
+ $!x $8& 1
+ $!x $88 1
+ $!y $8' 1
+ $!y $8F 1
+ $!z $8' 1
+ $!z $84 1
+ M5312 'MARKER' 'INTORG'
+ $!{ $8* 75
+ $!{ $8, 113.9
+ $!{ $80 1
+ $"! $8+ 114
+ $"! $8- 128.3
+ $"! $80 1
+ M5313 'MARKER' 'INTEND'
+ $"" $86 1
+ $"" $88 1
+ $"# $87 1
+ $"# $8I 1
+ $"$ $88 1
+ $"$ $8W 1
+ $"% $88 1
+ $"% $8E 1
+ M5314 'MARKER' 'INTORG'
+ $"& $8; 75
+ $"& $8= 113.9
+ $"& $8A 1
+ $"' $8< 114
+ $"' $8> 128.3
+ $"' $8A 1
+ M5315 'MARKER' 'INTEND'
+ $"( $8G 1
+ $"( $8I 1
+ $") $8H 1
+ $") $8Z 1
+ $"* $8I 1
+ $"* $8h 1
+ $"+ $8I 1
+ $"+ $8V 1
+ M5316 'MARKER' 'INTORG'
+ $", $8L 75
+ $", $8N 113.9
+ $", $8R 1
+ $"- $8M 114
+ $"- $8O 128.3
+ $"- $8R 1
+ M5317 'MARKER' 'INTEND'
+ $". $8X 1
+ $". $8Z 1
+ $"/ $8Y 1
+ $"/ $8k 1
+ $"0 $8Z 1
+ $"0 $8y 1
+ $"1 $8Z 1
+ $"1 $8g 1
+ M5318 'MARKER' 'INTORG'
+ $"2 $8] 75
+ $"2 $8_ 113.9
+ $"2 $8c 1
+ $"3 $8^ 114
+ $"3 $8` 128.3
+ $"3 $8c 1
+ M5319 'MARKER' 'INTEND'
+ $"4 $8i 1
+ $"4 $8k 1
+ $"5 $8j 1
+ $"5 $9! 1
+ $"6 $8k 1
+ $"6 $9/ 1
+ $"7 $8k 1
+ $"7 $8x 1
+ M5320 'MARKER' 'INTORG'
+ $"8 $8n 75
+ $"8 $8p 113.9
+ $"8 $8t 1
+ $"9 $8o 114
+ $"9 $8q 128.3
+ $"9 $8t 1
+ M5321 'MARKER' 'INTEND'
+ $": $8z 1
+ $": $9! 1
+ $"; $8{ 1
+ $"; $92 1
+ $"< $9! 1
+ $"< $9@ 1
+ $"= $9! 1
+ $"= $9. 1
+ M5322 'MARKER' 'INTORG'
+ $"> $9$ 75
+ $"> $9& 113.9
+ $"> $9* 1
+ $"? $9% 114
+ $"? $9' 128.3
+ $"? $9* 1
+ M5323 'MARKER' 'INTEND'
+ $"@ $90 1
+ $"@ $92 1
+ $"A $91 1
+ $"A $9C 1
+ $"B $92 1
+ $"B $9Q 1
+ $"C $92 1
+ $"C $9? 1
+ M5324 'MARKER' 'INTORG'
+ $"D $95 75
+ $"D $97 113.9
+ $"D $9; 1
+ $"E $96 114
+ $"E $98 128.3
+ $"E $9; 1
+ M5325 'MARKER' 'INTEND'
+ $"F $9A 1
+ $"F $9C 1
+ $"G $9B 1
+ $"G $9T 1
+ $"H $9C 1
+ $"H $9b 1
+ $"I $9C 1
+ $"I $9P 1
+ M5326 'MARKER' 'INTORG'
+ $"J $9F 75
+ $"J $9H 113.9
+ $"J $9L 1
+ $"K $9G 114
+ $"K $9I 128.3
+ $"K $9L 1
+ M5327 'MARKER' 'INTEND'
+ $"L $9R 1
+ $"L $9T 1
+ $"M $9S 1
+ $"M $9e 1
+ $"N $9T 1
+ $"N $9s 1
+ $"O $9T 1
+ $"O $9a 1
+ M5328 'MARKER' 'INTORG'
+ $"P $9W 75
+ $"P $9Y 113.9
+ $"P $9] 1
+ $"Q $9X 114
+ $"Q $9Z 128.3
+ $"Q $9] 1
+ M5329 'MARKER' 'INTEND'
+ $"R $9c 1
+ $"R $9e 1
+ $"S $9d 1
+ $"S $9v 1
+ $"T $9e 1
+ $"T $:) 1
+ $"U $9e 1
+ $"U $9r 1
+ M5330 'MARKER' 'INTORG'
+ $"V $9h 75
+ $"V $9j 113.9
+ $"V $9n 1
+ $"W $9i 114
+ $"W $9k 128.3
+ $"W $9n 1
+ M5331 'MARKER' 'INTEND'
+ $"X $9t 1
+ $"X $9v 1
+ $"Y $9u 1
+ $"Y $:, 1
+ $"Z $9v 1
+ $"Z $:: 1
+ $"[ $9v 1
+ $"[ $:( 1
+ M5332 'MARKER' 'INTORG'
+ $"\ $9y 75
+ $"\ $9{ 113.9
+ $"\ $:$ 1
+ $"] $9z 114
+ $"] $:! 128.3
+ $"] $:$ 1
+ M5333 'MARKER' 'INTEND'
+ $"^ $:* 1
+ $"^ $:, 1
+ $"_ $:+ 1
+ $"_ $:= 1
+ $"` $:, 1
+ $"` $:K 1
+ $"a $:, 1
+ $"a $:9 1
+ M5334 'MARKER' 'INTORG'
+ $"b $:/ 75
+ $"b $:1 113.9
+ $"b $:5 1
+ $"c $:0 114
+ $"c $:2 128.3
+ $"c $:5 1
+ M5335 'MARKER' 'INTEND'
+ $"d $:; 1
+ $"d $:= 1
+ $"e $:< 1
+ $"e $:N 1
+ $"f $:= 1
+ $"f $:\ 1
+ $"g $:= 1
+ $"g $:J 1
+ M5336 'MARKER' 'INTORG'
+ $"h $:@ 75
+ $"h $:B 113.9
+ $"h $:F 1
+ $"i $:A 114
+ $"i $:C 128.3
+ $"i $:F 1
+ M5337 'MARKER' 'INTEND'
+ $"j $:L 1
+ $"j $:N 1
+ $"k $:M 1
+ $"k $:_ 1
+ $"l $:N 1
+ $"l $:m 1
+ $"m $:N 1
+ $"m $:[ 1
+ M5338 'MARKER' 'INTORG'
+ $"n $:Q 75
+ $"n $:S 113.9
+ $"n $:W 1
+ $"o $:R 114
+ $"o $:T 128.3
+ $"o $:W 1
+ M5339 'MARKER' 'INTEND'
+ $"p $:] 1
+ $"p $:_ 1
+ $"q $:^ 1
+ $"q $:p 1
+ $"r $:_ 1
+ $"r $;# 1
+ $"s $:_ 1
+ $"s $:l 1
+ M5340 'MARKER' 'INTORG'
+ $"t $:b 75
+ $"t $:d 113.9
+ $"t $:h 1
+ $"u $:c 114
+ $"u $:e 128.3
+ $"u $:h 1
+ M5341 'MARKER' 'INTEND'
+ $"v $:n 1
+ $"v $:p 1
+ $"w $:o 1
+ $"w $;& 1
+ $"x $:p 1
+ $"x $;4 1
+ $"y $:p 1
+ $"y $;" 1
+ M5342 'MARKER' 'INTORG'
+ $"z $:s 75
+ $"z $:u 113.9
+ $"z $:y 1
+ $"{ $:t 114
+ $"{ $:v 128.3
+ $"{ $:y 1
+ M5343 'MARKER' 'INTEND'
+ $#! $;$ 1
+ $#! $;& 1
+ $#" $;% 1
+ $#" $;7 1
+ $## $;& 1
+ $## $;E 1
+ $#$ $;& 1
+ $#$ $;3 1
+ M5344 'MARKER' 'INTORG'
+ $#% $;) 75
+ $#% $;+ 113.9
+ $#% $;/ 1
+ $#& $;* 114
+ $#& $;, 128.3
+ $#& $;/ 1
+ M5345 'MARKER' 'INTEND'
+ $#' $;5 1
+ $#' $;7 1
+ $#( $;6 1
+ $#( $;G 1
+ $#) $;7 1
+ $#) $;D 1
+ M5346 'MARKER' 'INTORG'
+ $#* $;: 75
+ $#* $;< 113.9
+ $#* $;@ 1
+ $#+ $;; 114
+ $#+ $;= 128.3
+ $#+ $;@ 1
+ M5347 'MARKER' 'INTEND'
+ $#, $;F 1
+ $#, $;G 1
+ M5348 'MARKER' 'INTORG'
+ $#- $;J 75
+ $#- $;M 88.7
+ $#- $;R 1
+ $#. $;K 88.8
+ $#. $;N 113.9
+ $#. $;R 1
+ $#/ $;L 114
+ $#/ $;O 130.3
+ $#/ $;R 1
+ M5349 'MARKER' 'INTEND'
+ $#0 $;P -47
+ $#0 $;Q -31
+ $#0 $;R -1
+ $#0 $;S -1
+ $#0 $;T 1
+ $#0 $;U 1
+ $#0 $;X 1
+ $#0 $;Y -3.1349
+ $#0 $;Z -11.4907
+ $#0 $;a 48
+ $#0 $;b 32
+ $#0 $;f -1
+ $#0 $;k 3.1349
+ $#0 $;l 11.4907
+ $#0 $<$ 11.4907
+ $#0 $<7 11.4907
+ $#0 $, 11.4907
+ $#0 $>? 11.4907
+ $#0 $>R 11.4907
+ $#0 $>e 11.4907
+ $#0 $>x 11.4907
+ $#0 $?0 11.4907
+ $#0 $?C 11.4907
+ $#0 $?V 11.4907
+ $#0 $?i 11.4907
+ $#0 $@! 11.4907
+ $#0 $@4 11.4907
+ $#0 $@G 11.4907
+ $#0 $@Z 11.4907
+ $#0 $@m 11.4907
+ $#0 $A% 11.4907
+ $#0 $A8 11.4907
+ $#0 &vz -8.34
+ $#0 &xl 130.3
+ $#1 $;P 1
+ $#1 $;a 1
+ $#1 $;s 1
+ $#1 $<+ 1
+ $#1 $<> 1
+ $#1 $3 1
+ $#1 $>F 1
+ $#1 $>Y 1
+ $#1 $>l 1
+ $#1 $>m 1
+ $#1 $?$ 1
+ $#1 $?% 1
+ $#1 $?7 1
+ $#1 $?8 1
+ $#1 $?J 1
+ $#1 $?K 1
+ $#1 $?] 1
+ $#1 $?^ 1
+ $#1 $?p 1
+ $#1 $?q 1
+ $#1 $@( 1
+ $#1 $@) 1
+ $#1 $@; 1
+ $#1 $@< 1
+ $#1 $@N 1
+ $#1 $@O 1
+ $#1 $@a 1
+ $#1 $@b 1
+ $#1 $@t 1
+ $#1 $@u 1
+ $#1 $A, 1
+ $#1 $A- 1
+ $#1 $A? 1
+ $#1 $A@ 1
+ $#1 $AR 1
+ $#1 $AS 1
+ $#1 $Ae 1
+ $#1 $Af 1
+ $#1 $Ax 1
+ $#1 $Ay 1
+ $#1 $B0 1
+ $#1 $B1 1
+ $#1 $BC 1
+ $#1 $BD 1
+ $#1 $BV 1
+ $#1 $BW 1
+ $#1 $Bi 1
+ $#1 $Bj 1
+ $#1 $C! 1
+ $#1 $C" 1
+ $#1 $C4 1
+ $#1 $C5 1
+ $#1 $CG 1
+ $#1 $CH 1
+ $#1 $CZ 1
+ $#1 $C[ 1
+ $#1 $Cm 1
+ $#1 $Cn 1
+ $#1 $D% 1
+ $#1 $D& 1
+ $#1 $D8 1
+ $#1 $D9 1
+ $#1 $DK 1
+ $#1 $DL 1
+ $#1 $D^ 1
+ $#1 $D_ 1
+ $#1 $Dq 1
+ $#1 $Dr 1
+ $#1 $E) 1
+ $#1 $E* 1
+ $#1 $E< -47
+ $#1 $E= -31
+ $#1 $E> -1
+ $#1 $E? -1
+ $#1 $E@ 1
+ $#1 $EA 1
+ $#1 $EF 1
+ $#1 $EG -3.1349
+ $#1 $EH -11.4907
+ $#1 $EO 48
+ $#1 $EP 32
+ $#1 $ET -1
+ $#1 $EZ 3.1349
+ $#1 $E[ 11.4907
+ $#1 $En 11.4907
+ $#1 $F& 11.4907
+ $#1 $F9 11.4907
+ $#1 $FL 11.4907
+ $#1 $F_ 11.4907
+ $#1 $Fr 11.4907
+ $#1 $G* 11.4907
+ $#1 $G= 11.4907
+ $#1 $GP 11.4907
+ $#1 $Gc 11.4907
+ $#1 $Gv 11.4907
+ $#1 $H. 11.4907
+ $#1 $HA 11.4907
+ $#1 $HT 11.4907
+ $#1 $Hg 11.4907
+ $#1 $Hz 11.4907
+ $#1 $I2 11.4907
+ $#1 $IE 11.4907
+ $#1 $IX 11.4907
+ $#1 $Ik 11.4907
+ $#1 $J# 11.4907
+ $#1 $J6 11.4907
+ $#1 $JI 11.4907
+ $#1 $J\ 11.4907
+ $#1 $Jo 11.4907
+ $#1 $K' 11.4907
+ $#1 &wN -8.34
+ $#1 &y@ 130.3
+ $#2 $;P 1
+ $#2 $;a 1
+ $#2 $;s 1
+ $#2 $<+ 1
+ $#2 $<> 1
+ $#2 $3 1
+ $#2 $>F 1
+ $#2 $>Y 1
+ $#2 $>Z 1
+ $#2 $>l 1
+ $#2 $>m 1
+ $#2 $?$ 1
+ $#2 $?% 1
+ $#2 $?7 1
+ $#2 $?8 1
+ $#2 $?J 1
+ $#2 $?K 1
+ $#2 $?] 1
+ $#2 $?^ 1
+ $#2 $?p 1
+ $#2 $?q 1
+ $#2 $@( 1
+ $#2 $@) 1
+ $#2 $@; 1
+ $#2 $@< 1
+ $#2 $@N 1
+ $#2 $@O 1
+ $#2 $@a 1
+ $#2 $@b 1
+ $#2 $@t 1
+ $#2 $@u 1
+ $#2 $A, 1
+ $#2 $A- 1
+ $#2 $A? 1
+ $#2 $A@ 1
+ $#2 $AR 1
+ $#2 $AS 1
+ $#2 $Ae 1
+ $#2 $Af 1
+ $#2 $Ax 1
+ $#2 $Ay 1
+ $#2 $B0 1
+ $#2 $B1 1
+ $#2 $BC 1
+ $#2 $BD 1
+ $#2 $BV 1
+ $#2 $BW 1
+ $#2 $Bi 1
+ $#2 $Bj 1
+ $#2 $C! 1
+ $#2 $C" 1
+ $#2 $C4 1
+ $#2 $C5 1
+ $#2 $CG 1
+ $#2 $CH 1
+ $#2 $CZ 1
+ $#2 $C[ 1
+ $#2 $Cm 1
+ $#2 $Cn 1
+ $#2 $D% 1
+ $#2 $D& 1
+ $#2 $D8 1
+ $#2 $D9 1
+ $#2 $DK 1
+ $#2 $DL 1
+ $#2 $D^ 1
+ $#2 $D_ 1
+ $#2 $Dq 1
+ $#2 $Dr 1
+ $#2 $E) -47
+ $#2 $E* -31
+ $#2 $E+ -1
+ $#2 $E, -1
+ $#2 $E- 1
+ $#2 $E. 1
+ $#2 $E3 1
+ $#2 $E4 -3.1349
+ $#2 $E5 -11.4907
+ $#2 $E< 48
+ $#2 $E= 32
+ $#2 $EA -1
+ $#2 $EG 3.1349
+ $#2 $EH 11.4907
+ $#2 $E[ 11.4907
+ $#2 $En 11.4907
+ $#2 $F& 11.4907
+ $#2 $F9 11.4907
+ $#2 $FL 11.4907
+ $#2 $F_ 11.4907
+ $#2 $Fr 11.4907
+ $#2 $G* 11.4907
+ $#2 $G= 11.4907
+ $#2 $GP 11.4907
+ $#2 $Gc 11.4907
+ $#2 $Gv 11.4907
+ $#2 $H. 11.4907
+ $#2 $HA 11.4907
+ $#2 $HT 11.4907
+ $#2 $Hg 11.4907
+ $#2 $Hz 11.4907
+ $#2 $I2 11.4907
+ $#2 $IE 11.4907
+ $#2 $IX 11.4907
+ $#2 $Ik 11.4907
+ $#2 $J# 11.4907
+ $#2 $J6 11.4907
+ $#2 $JI 11.4907
+ $#2 $J\ 11.4907
+ $#2 $Jo 11.4907
+ $#2 &wM -8.34
+ $#2 &y? 130.3
+ $#3 $;P 1
+ $#3 $;a 1
+ $#3 $;s 1
+ $#3 $<+ 1
+ $#3 $<> 1
+ $#3 $3 1
+ $#3 $>F 1
+ $#3 $>G 1
+ $#3 $>Y 1
+ $#3 $>Z 1
+ $#3 $>l 1
+ $#3 $>m 1
+ $#3 $?$ 1
+ $#3 $?% 1
+ $#3 $?7 1
+ $#3 $?8 1
+ $#3 $?J 1
+ $#3 $?K 1
+ $#3 $?] 1
+ $#3 $?^ 1
+ $#3 $?p 1
+ $#3 $?q 1
+ $#3 $@( 1
+ $#3 $@) 1
+ $#3 $@; 1
+ $#3 $@< 1
+ $#3 $@N 1
+ $#3 $@O 1
+ $#3 $@a 1
+ $#3 $@b 1
+ $#3 $@t 1
+ $#3 $@u 1
+ $#3 $A, 1
+ $#3 $A- 1
+ $#3 $A? 1
+ $#3 $A@ 1
+ $#3 $AR 1
+ $#3 $AS 1
+ $#3 $Ae 1
+ $#3 $Af 1
+ $#3 $Ax 1
+ $#3 $Ay 1
+ $#3 $B0 1
+ $#3 $B1 1
+ $#3 $BC 1
+ $#3 $BD 1
+ $#3 $BV 1
+ $#3 $BW 1
+ $#3 $Bi 1
+ $#3 $Bj 1
+ $#3 $C! 1
+ $#3 $C" 1
+ $#3 $C4 1
+ $#3 $C5 1
+ $#3 $CG 1
+ $#3 $CH 1
+ $#3 $CZ 1
+ $#3 $C[ 1
+ $#3 $Cm 1
+ $#3 $Cn 1
+ $#3 $D% 1
+ $#3 $D& 1
+ $#3 $D8 1
+ $#3 $D9 1
+ $#3 $DK 1
+ $#3 $DL 1
+ $#3 $D^ 1
+ $#3 $D_ 1
+ $#3 $Dq -47
+ $#3 $Dr -31
+ $#3 $Ds -1
+ $#3 $Dt -1
+ $#3 $Du 1
+ $#3 $Dv 1
+ $#3 $D{ 1
+ $#3 $E! -3.1349
+ $#3 $E" -11.4907
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+ M5630 'MARKER' 'INTORG'
+ $/m $Xo 75
+ $/m $Xr 88.7
+ $/m $Xw 1
+ $/n $Xp 88.8
+ $/n $Xs 113.9
+ $/n $Xw 1
+ $/o $Xq 114
+ $/o $Xt 130.3
+ $/o $Xw 1
+ M5631 'MARKER' 'INTEND'
+ $/p $Y" 1
+ $/p $Y$ 1
+ $/q $Y# 1
+ $/q $Y7 1
+ $/r $Y$ 1
+ $/r $YG 1
+ $/s $Y$ 1
+ $/s $Y3 1
+ M5632 'MARKER' 'INTORG'
+ $/t $Y' 75
+ $/t $Y* 88.7
+ $/t $Y/ 1
+ $/u $Y( 88.8
+ $/u $Y+ 113.9
+ $/u $Y/ 1
+ $/v $Y) 114
+ $/v $Y, 130.3
+ $/v $Y/ 1
+ M5633 'MARKER' 'INTEND'
+ $/w $Y5 1
+ $/w $Y7 1
+ $/x $Y6 1
+ $/x $YJ 1
+ $/y $Y7 1
+ $/y $YZ 1
+ $/z $Y7 1
+ $/z $YF 1
+ M5634 'MARKER' 'INTORG'
+ $/{ $Y: 75
+ $/{ $Y= 88.7
+ $/{ $YB 1
+ $0! $Y; 88.8
+ $0! $Y> 113.9
+ $0! $YB 1
+ $0" $Y< 114
+ $0" $Y? 130.3
+ $0" $YB 1
+ M5635 'MARKER' 'INTEND'
+ $0# $YH 1
+ $0# $YJ 1
+ $0$ $YI 1
+ $0$ $Y] 1
+ $0% $YJ 1
+ $0% $Ym 1
+ $0& $YJ 1
+ $0& $YY 1
+ M5636 'MARKER' 'INTORG'
+ $0' $YM 75
+ $0' $YP 88.7
+ $0' $YU 1
+ $0( $YN 88.8
+ $0( $YQ 113.9
+ $0( $YU 1
+ $0) $YO 114
+ $0) $YR 130.3
+ $0) $YU 1
+ M5637 'MARKER' 'INTEND'
+ $0* $Y[ 1
+ $0* $Y] 1
+ $0+ $Y\ 1
+ $0+ $Yp 1
+ $0, $Y] 1
+ $0, $Z% 1
+ $0- $Y] 1
+ $0- $Yl 1
+ M5638 'MARKER' 'INTORG'
+ $0. $Y` 75
+ $0. $Yc 88.7
+ $0. $Yh 1
+ $0/ $Ya 88.8
+ $0/ $Yd 113.9
+ $0/ $Yh 1
+ $00 $Yb 114
+ $00 $Ye 130.3
+ $00 $Yh 1
+ M5639 'MARKER' 'INTEND'
+ $01 $Yn 1
+ $01 $Yp 1
+ $02 $Yo 1
+ $02 $Z( 1
+ $03 $Yp 1
+ $03 $Z8 1
+ $04 $Yp 1
+ $04 $Z$ 1
+ M5640 'MARKER' 'INTORG'
+ $05 $Ys 75
+ $05 $Yv 88.7
+ $05 $Y{ 1
+ $06 $Yt 88.8
+ $06 $Yw 113.9
+ $06 $Y{ 1
+ $07 $Yu 114
+ $07 $Yx 130.3
+ $07 $Y{ 1
+ M5641 'MARKER' 'INTEND'
+ $08 $Z& 1
+ $08 $Z( 1
+ $09 $Z' 1
+ $09 $Z; 1
+ $0: $Z( 1
+ $0: $ZK 1
+ $0; $Z( 1
+ $0; $Z7 1
+ M5642 'MARKER' 'INTORG'
+ $0< $Z+ 75
+ $0< $Z. 88.7
+ $0< $Z3 1
+ $0= $Z, 88.8
+ $0= $Z/ 113.9
+ $0= $Z3 1
+ $0> $Z- 114
+ $0> $Z0 130.3
+ $0> $Z3 1
+ M5643 'MARKER' 'INTEND'
+ $0? $Z9 1
+ $0? $Z; 1
+ $0@ $Z: 1
+ $0@ $ZN 1
+ $0A $Z; 1
+ $0A $Z^ 1
+ $0B $Z; 1
+ $0B $ZJ 1
+ M5644 'MARKER' 'INTORG'
+ $0C $Z> 75
+ $0C $ZA 88.7
+ $0C $ZF 1
+ $0D $Z? 88.8
+ $0D $ZB 113.9
+ $0D $ZF 1
+ $0E $Z@ 114
+ $0E $ZC 130.3
+ $0E $ZF 1
+ M5645 'MARKER' 'INTEND'
+ $0F $ZL 1
+ $0F $ZN 1
+ $0G $ZM 1
+ $0G $Za 1
+ $0H $ZN 1
+ $0H $Zq 1
+ $0I $ZN 1
+ $0I $Z] 1
+ M5646 'MARKER' 'INTORG'
+ $0J $ZQ 75
+ $0J $ZT 88.7
+ $0J $ZY 1
+ $0K $ZR 88.8
+ $0K $ZU 113.9
+ $0K $ZY 1
+ $0L $ZS 114
+ $0L $ZV 130.3
+ $0L $ZY 1
+ M5647 'MARKER' 'INTEND'
+ $0M $Z_ 1
+ $0M $Za 1
+ $0N $Z` 1
+ $0N $Zt 1
+ $0O $Za 1
+ $0O $[) 1
+ $0P $Za 1
+ $0P $Zp 1
+ M5648 'MARKER' 'INTORG'
+ $0Q $Zd 75
+ $0Q $Zg 88.7
+ $0Q $Zl 1
+ $0R $Ze 88.8
+ $0R $Zh 113.9
+ $0R $Zl 1
+ $0S $Zf 114
+ $0S $Zi 130.3
+ $0S $Zl 1
+ M5649 'MARKER' 'INTEND'
+ $0T $Zr 1
+ $0T $Zt 1
+ $0U $Zs 1
+ $0U $[, 1
+ $0V $Zt 1
+ $0V $[< 1
+ $0W $Zt 1
+ $0W $[( 1
+ M5650 'MARKER' 'INTORG'
+ $0X $Zw 75
+ $0X $Zz 88.7
+ $0X $[$ 1
+ $0Y $Zx 88.8
+ $0Y $Z{ 113.9
+ $0Y $[$ 1
+ $0Z $Zy 114
+ $0Z $[! 130.3
+ $0Z $[$ 1
+ M5651 'MARKER' 'INTEND'
+ $0[ $[* 1
+ $0[ $[, 1
+ $0\ $[+ 1
+ $0\ $[? 1
+ $0] $[, 1
+ $0] $[O 1
+ $0^ $[, 1
+ $0^ $[; 1
+ M5652 'MARKER' 'INTORG'
+ $0_ $[/ 75
+ $0_ $[2 88.7
+ $0_ $[7 1
+ $0` $[0 88.8
+ $0` $[3 113.9
+ $0` $[7 1
+ $0a $[1 114
+ $0a $[4 130.3
+ $0a $[7 1
+ M5653 'MARKER' 'INTEND'
+ $0b $[= 1
+ $0b $[? 1
+ $0c $[> 1
+ $0c $[R 1
+ $0d $[? 1
+ $0d $[b 1
+ $0e $[? 1
+ $0e $[N 1
+ M5654 'MARKER' 'INTORG'
+ $0f $[B 75
+ $0f $[E 88.7
+ $0f $[J 1
+ $0g $[C 88.8
+ $0g $[F 113.9
+ $0g $[J 1
+ $0h $[D 114
+ $0h $[G 130.3
+ $0h $[J 1
+ M5655 'MARKER' 'INTEND'
+ $0i $[P 1
+ $0i $[R 1
+ $0j $[Q 1
+ $0j $[e 1
+ $0k $[R 1
+ $0k $[u 1
+ $0l $[R 1
+ $0l $[a 1
+ M5656 'MARKER' 'INTORG'
+ $0m $[U 75
+ $0m $[X 88.7
+ $0m $[] 1
+ $0n $[V 88.8
+ $0n $[Y 113.9
+ $0n $[] 1
+ $0o $[W 114
+ $0o $[Z 130.3
+ $0o $[] 1
+ M5657 'MARKER' 'INTEND'
+ $0p $[c 1
+ $0p $[e 1
+ $0q $[d 1
+ $0q $[x 1
+ $0r $[e 1
+ $0r $\- 1
+ $0s $[e 1
+ $0s $[t 1
+ M5658 'MARKER' 'INTORG'
+ $0t $[h 75
+ $0t $[k 88.7
+ $0t $[p 1
+ $0u $[i 88.8
+ $0u $[l 113.9
+ $0u $[p 1
+ $0v $[j 114
+ $0v $[m 130.3
+ $0v $[p 1
+ M5659 'MARKER' 'INTEND'
+ $0w $[v 1
+ $0w $[x 1
+ $0x $[w 1
+ $0x $\0 1
+ $0y $[x 1
+ $0y $\@ 1
+ $0z $[x 1
+ $0z $\, 1
+ M5660 'MARKER' 'INTORG'
+ $0{ $[{ 75
+ $0{ $\# 88.7
+ $0{ $\( 1
+ $1! $\! 88.8
+ $1! $\$ 113.9
+ $1! $\( 1
+ $1" $\" 114
+ $1" $\% 130.3
+ $1" $\( 1
+ M5661 'MARKER' 'INTEND'
+ $1# $\. 1
+ $1# $\0 1
+ $1$ $\/ 1
+ $1$ $\C 1
+ $1% $\0 1
+ $1% $\S 1
+ $1& $\0 1
+ $1& $\? 1
+ M5662 'MARKER' 'INTORG'
+ $1' $\3 75
+ $1' $\6 88.7
+ $1' $\; 1
+ $1( $\4 88.8
+ $1( $\7 113.9
+ $1( $\; 1
+ $1) $\5 114
+ $1) $\8 130.3
+ $1) $\; 1
+ M5663 'MARKER' 'INTEND'
+ $1* $\A 1
+ $1* $\C 1
+ $1+ $\B 1
+ $1+ $\V 1
+ $1, $\C 1
+ $1, $\f 1
+ $1- $\C 1
+ $1- $\R 1
+ M5664 'MARKER' 'INTORG'
+ $1. $\F 75
+ $1. $\I 88.7
+ $1. $\N 1
+ $1/ $\G 88.8
+ $1/ $\J 113.9
+ $1/ $\N 1
+ $10 $\H 114
+ $10 $\K 130.3
+ $10 $\N 1
+ M5665 'MARKER' 'INTEND'
+ $11 $\T 1
+ $11 $\V 1
+ $12 $\U 1
+ $12 $\i 1
+ $13 $\V 1
+ $13 $\y 1
+ $14 $\V 1
+ $14 $\e 1
+ M5666 'MARKER' 'INTORG'
+ $15 $\Y 75
+ $15 $\\ 88.7
+ $15 $\a 1
+ $16 $\Z 88.8
+ $16 $\] 113.9
+ $16 $\a 1
+ $17 $\[ 114
+ $17 $\^ 130.3
+ $17 $\a 1
+ M5667 'MARKER' 'INTEND'
+ $18 $\g 1
+ $18 $\i 1
+ $19 $\h 1
+ $19 $]! 1
+ $1: $\i 1
+ $1: $]1 1
+ $1; $\i 1
+ $1; $\x 1
+ M5668 'MARKER' 'INTORG'
+ $1< $\l 75
+ $1< $\o 88.7
+ $1< $\t 1
+ $1= $\m 88.8
+ $1= $\p 113.9
+ $1= $\t 1
+ $1> $\n 114
+ $1> $\q 130.3
+ $1> $\t 1
+ M5669 'MARKER' 'INTEND'
+ $1? $\z 1
+ $1? $]! 1
+ $1@ $\{ 1
+ $1@ $]4 1
+ $1A $]! 1
+ $1A $]D 1
+ $1B $]! 1
+ $1B $]0 1
+ M5670 'MARKER' 'INTORG'
+ $1C $]$ 75
+ $1C $]' 88.7
+ $1C $], 1
+ $1D $]% 88.8
+ $1D $]( 113.9
+ $1D $], 1
+ $1E $]& 114
+ $1E $]) 130.3
+ $1E $], 1
+ M5671 'MARKER' 'INTEND'
+ $1F $]2 1
+ $1F $]4 1
+ $1G $]3 1
+ $1G $]G 1
+ $1H $]4 1
+ $1H $]W 1
+ $1I $]4 1
+ $1I $]C 1
+ M5672 'MARKER' 'INTORG'
+ $1J $]7 75
+ $1J $]: 88.7
+ $1J $]? 1
+ $1K $]8 88.8
+ $1K $]; 113.9
+ $1K $]? 1
+ $1L $]9 114
+ $1L $]< 130.3
+ $1L $]? 1
+ M5673 'MARKER' 'INTEND'
+ $1M $]E 1
+ $1M $]G 1
+ $1N $]F 1
+ $1N $]Z 1
+ $1O $]G 1
+ $1O $]j 1
+ $1P $]G 1
+ $1P $]V 1
+ M5674 'MARKER' 'INTORG'
+ $1Q $]J 75
+ $1Q $]M 88.7
+ $1Q $]R 1
+ $1R $]K 88.8
+ $1R $]N 113.9
+ $1R $]R 1
+ $1S $]L 114
+ $1S $]O 130.3
+ $1S $]R 1
+ M5675 'MARKER' 'INTEND'
+ $1T $]X 1
+ $1T $]Z 1
+ $1U $]Y 1
+ $1U $]m 1
+ $1V $]Z 1
+ $1V $^" 1
+ $1W $]Z 1
+ $1W $]i 1
+ M5676 'MARKER' 'INTORG'
+ $1X $]] 75
+ $1X $]` 88.7
+ $1X $]e 1
+ $1Y $]^ 88.8
+ $1Y $]a 113.9
+ $1Y $]e 1
+ $1Z $]_ 114
+ $1Z $]b 130.3
+ $1Z $]e 1
+ M5677 'MARKER' 'INTEND'
+ $1[ $]k 1
+ $1[ $]m 1
+ $1\ $]l 1
+ $1\ $^% 1
+ $1] $]m 1
+ $1] $^5 1
+ $1^ $]m 1
+ $1^ $^! 1
+ M5678 'MARKER' 'INTORG'
+ $1_ $]p 75
+ $1_ $]s 88.7
+ $1_ $]x 1
+ $1` $]q 88.8
+ $1` $]t 113.9
+ $1` $]x 1
+ $1a $]r 114
+ $1a $]u 130.3
+ $1a $]x 1
+ M5679 'MARKER' 'INTEND'
+ $1b $^# 1
+ $1b $^% 1
+ $1c $^$ 1
+ $1c $^8 1
+ $1d $^% 1
+ $1d $^H 1
+ $1e $^% 1
+ $1e $^4 1
+ M5680 'MARKER' 'INTORG'
+ $1f $^( 75
+ $1f $^+ 88.7
+ $1f $^0 1
+ $1g $^) 88.8
+ $1g $^, 113.9
+ $1g $^0 1
+ $1h $^* 114
+ $1h $^- 130.3
+ $1h $^0 1
+ M5681 'MARKER' 'INTEND'
+ $1i $^6 1
+ $1i $^8 1
+ $1j $^7 1
+ $1j $^J 1
+ $1k $^8 1
+ $1k $^G 1
+ M5682 'MARKER' 'INTORG'
+ $1l $^; 75
+ $1l $^> 88.7
+ $1l $^C 1
+ $1m $^< 88.8
+ $1m $^? 113.9
+ $1m $^C 1
+ $1n $^= 114
+ $1n $^@ 130.3
+ $1n $^C 1
+ M5683 'MARKER' 'INTEND'
+ $1o $^I 1
+ $1o $^J 1
+ M5684 'MARKER' 'INTORG'
+ $1p $^M 202
+ $1p $^N 230
+ $1p $^Q 1
+ M5685 'MARKER' 'INTEND'
+ $1q $^Q -1
+ $1q $^R -2.0947
+ $1q $^S -3.6645
+ $1q $^V 1
+ $1q $^W 1
+ $1q $^Y 2.0947
+ $1q $^Z 3.6645
+ $1q $^a 3.6645
+ $1q &vz -7
+ $1q &xl 230
+ M5686 'MARKER' 'INTORG'
+ $1r $^T 202
+ $1r $^U 230
+ $1r $^X 1
+ M5687 'MARKER' 'INTEND'
+ $1s $^X -1
+ $1s $^Y -2.0947
+ $1s $^Z -3.6645
+ $1s $^] 1
+ $1s $^^ 1
+ $1s $^` 2.0947
+ $1s $^a 3.6645
+ $1s $^h 3.6645
+ $1s &v{ -7
+ $1s &xm 230
+ M5688 'MARKER' 'INTORG'
+ $1t $^[ 202
+ $1t $^\ 230
+ $1t $^_ 1
+ M5689 'MARKER' 'INTEND'
+ $1u $^_ -1
+ $1u $^` -2.0947
+ $1u $^a -3.6645
+ $1u $^d 1
+ $1u $^e 1
+ $1u $^g 2.0947
+ $1u $^h 3.6645
+ $1u $^o 3.6645
+ $1u &w! -7
+ $1u &xn 230
+ M5690 'MARKER' 'INTORG'
+ $1v $^b 202
+ $1v $^c 230
+ $1v $^f 1
+ M5691 'MARKER' 'INTEND'
+ $1w $^f -1
+ $1w $^g -2.0947
+ $1w $^h -3.6645
+ $1w $^k 1
+ $1w $^l 1
+ $1w $^n 2.0947
+ $1w $^o 3.6645
+ $1w $^v 3.6645
+ $1w &w" -7
+ $1w &xo 230
+ M5692 'MARKER' 'INTORG'
+ $1x $^i 202
+ $1x $^j 230
+ $1x $^m 1
+ M5693 'MARKER' 'INTEND'
+ $1y $^m -1
+ $1y $^n -2.0947
+ $1y $^o -3.6645
+ $1y $^r 1
+ $1y $^s 1
+ $1y $^u 2.0947
+ $1y $^v 3.6645
+ $1y $_" 3.6645
+ $1y &w# -7
+ $1y &xp 230
+ M5694 'MARKER' 'INTORG'
+ $1z $^p 202
+ $1z $^q 230
+ $1z $^t 1
+ M5695 'MARKER' 'INTEND'
+ $1{ $^t -1
+ $1{ $^u -2.0947
+ $1{ $^v -3.6645
+ $1{ $^y 1
+ $1{ $^z 1
+ $1{ $_! 2.0947
+ $1{ $_" 3.6645
+ $1{ $_) 3.6645
+ $1{ &w$ -7
+ $1{ &xq 230
+ M5696 'MARKER' 'INTORG'
+ $2! $^w 202
+ $2! $^x 230
+ $2! $^{ 1
+ M5697 'MARKER' 'INTEND'
+ $2" $^{ -1
+ $2" $_! -2.0947
+ $2" $_" -3.6645
+ $2" $_% 1
+ $2" $_& 1
+ $2" $_( 2.0947
+ $2" $_) 3.6645
+ $2" $_0 3.6645
+ $2" &w% -7
+ $2" &xr 230
+ M5698 'MARKER' 'INTORG'
+ $2# $_# 202
+ $2# $_$ 230
+ $2# $_' 1
+ M5699 'MARKER' 'INTEND'
+ $2$ $_' -1
+ $2$ $_( -2.0947
+ $2$ $_) -3.6645
+ $2$ $_, 1
+ $2$ $_- 1
+ $2$ $_/ 2.0947
+ $2$ $_0 3.6645
+ $2$ $_7 3.6645
+ $2$ &w& -7
+ $2$ &xs 230
+ M5700 'MARKER' 'INTORG'
+ $2% $_* 202
+ $2% $_+ 230
+ $2% $_. 1
+ M5701 'MARKER' 'INTEND'
+ $2& $_. -1
+ $2& $_/ -2.0947
+ $2& $_0 -3.6645
+ $2& $_3 1
+ $2& $_4 1
+ $2& $_6 2.0947
+ $2& $_7 3.6645
+ $2& $_> 3.6645
+ $2& &w' -7
+ $2& &xt 230
+ M5702 'MARKER' 'INTORG'
+ $2' $_1 202
+ $2' $_2 230
+ $2' $_5 1
+ M5703 'MARKER' 'INTEND'
+ $2( $_5 -1
+ $2( $_6 -2.0947
+ $2( $_7 -3.6645
+ $2( $_: 1
+ $2( $_; 1
+ $2( $_= 2.0947
+ $2( $_> 3.6645
+ $2( $_E 3.6645
+ $2( &w( -7
+ $2( &xu 230
+ M5704 'MARKER' 'INTORG'
+ $2) $_8 202
+ $2) $_9 230
+ $2) $_< 1
+ M5705 'MARKER' 'INTEND'
+ $2* $_< -1
+ $2* $_= -2.0947
+ $2* $_> -3.6645
+ $2* $_A 1
+ $2* $_B 1
+ $2* $_D 2.0947
+ $2* $_E 3.6645
+ $2* $_L 3.6645
+ $2* &w) -7
+ $2* &xv 230
+ M5706 'MARKER' 'INTORG'
+ $2+ $_? 202
+ $2+ $_@ 230
+ $2+ $_C 1
+ M5707 'MARKER' 'INTEND'
+ $2, $_C -1
+ $2, $_D -2.0947
+ $2, $_E -3.6645
+ $2, $_H 1
+ $2, $_I 1
+ $2, $_K 2.0947
+ $2, $_L 3.6645
+ $2, $_S 3.6645
+ $2, &w* -7
+ $2, &xw 230
+ M5708 'MARKER' 'INTORG'
+ $2- $_F 202
+ $2- $_G 230
+ $2- $_J 1
+ M5709 'MARKER' 'INTEND'
+ $2. $_J -1
+ $2. $_K -2.0947
+ $2. $_L -3.6645
+ $2. $_O 1
+ $2. $_P 1
+ $2. $_R 2.0947
+ $2. $_S 3.6645
+ $2. $_Z 3.6645
+ $2. &w+ -7
+ $2. &xx 230
+ M5710 'MARKER' 'INTORG'
+ $2/ $_M 202
+ $2/ $_N 230
+ $2/ $_Q 1
+ M5711 'MARKER' 'INTEND'
+ $20 $_Q -1
+ $20 $_R -2.0947
+ $20 $_S -3.6645
+ $20 $_V 1
+ $20 $_W 1
+ $20 $_Y 2.0947
+ $20 $_Z 3.6645
+ $20 $_a 3.6645
+ $20 &w, -7
+ $20 &xy 230
+ M5712 'MARKER' 'INTORG'
+ $21 $_T 202
+ $21 $_U 230
+ $21 $_X 1
+ M5713 'MARKER' 'INTEND'
+ $22 $_X -1
+ $22 $_Y -2.0947
+ $22 $_Z -3.6645
+ $22 $_] 1
+ $22 $_^ 1
+ $22 $_` 2.0947
+ $22 $_a 3.6645
+ $22 $_h 3.6645
+ $22 &w- -7
+ $22 &xz 230
+ M5714 'MARKER' 'INTORG'
+ $23 $_[ 202
+ $23 $_\ 230
+ $23 $__ 1
+ M5715 'MARKER' 'INTEND'
+ $24 $__ -1
+ $24 $_` -2.0947
+ $24 $_a -3.6645
+ $24 $_d 1
+ $24 $_e 1
+ $24 $_g 2.0947
+ $24 $_h 3.6645
+ $24 $_o 3.6645
+ $24 &w. -7
+ $24 &x{ 230
+ M5716 'MARKER' 'INTORG'
+ $25 $_b 202
+ $25 $_c 230
+ $25 $_f 1
+ M5717 'MARKER' 'INTEND'
+ $26 $_f -1
+ $26 $_g -2.0947
+ $26 $_h -3.6645
+ $26 $_k 1
+ $26 $_l 1
+ $26 $_n 2.0947
+ $26 $_o 3.6645
+ $26 $_v 3.6645
+ $26 &w/ -7
+ $26 &y! 230
+ M5718 'MARKER' 'INTORG'
+ $27 $_i 202
+ $27 $_j 230
+ $27 $_m 1
+ M5719 'MARKER' 'INTEND'
+ $28 $_m -1
+ $28 $_n -2.0947
+ $28 $_o -3.6645
+ $28 $_r 1
+ $28 $_s 1
+ $28 $_u 2.0947
+ $28 $_v 3.6645
+ $28 $`" 3.6645
+ $28 &w0 -7
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+ M6349 'MARKER' 'INTEND'
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+ $;3 %#6 -1
+ $;3 %#7 -8.2436
+ $;3 %#8 -14.4216
+ $;3 %#= 1
+ $;3 %#> 2
+ $;3 %#@ 8.2436
+ $;3 %#A 14.4216
+ $;3 %#J 14.4216
+ $;3 %#S 14.4216
+ $;3 &wZ -4.2
+ $;3 &yL 160
+ M6416 'MARKER' 'INTORG'
+ $;4 %#0 155.1
+ $;4 %#2 158.2
+ $;4 %#6 1
+ $;5 %#1 158.3
+ $;5 %#3 160
+ $;5 %#6 1
+ M6417 'MARKER' 'INTEND'
+ $;6 %#5 1
+ $;6 %#> -1
+ $;6 %#? -1
+ $;6 %#@ -8.2436
+ $;6 %#A -14.4216
+ $;6 %#F 1
+ $;6 %#G 2
+ $;6 %#I 8.2436
+ $;6 %#J 14.4216
+ $;6 %#S 14.4216
+ $;6 %#\ 14.4216
+ $;6 &w[ -4.2
+ $;6 &yM 160
+ M6418 'MARKER' 'INTORG'
+ $;7 %#9 155.1
+ $;7 %#; 158.2
+ $;7 %#? 1
+ $;8 %#: 158.3
+ $;8 %#< 160
+ $;8 %#? 1
+ M6419 'MARKER' 'INTEND'
+ $;9 %#> 1
+ $;9 %#G -1
+ $;9 %#H -1
+ $;9 %#I -8.2436
+ $;9 %#J -14.4216
+ $;9 %#O 1
+ $;9 %#P 2
+ $;9 %#R 8.2436
+ $;9 %#S 14.4216
+ $;9 %#\ 14.4216
+ $;9 %#e 14.4216
+ $;9 &w\ -4.2
+ $;9 &yN 160
+ M6420 'MARKER' 'INTORG'
+ $;: %#B 155.1
+ $;: %#D 158.2
+ $;: %#H 1
+ $;; %#C 158.3
+ $;; %#E 160
+ $;; %#H 1
+ M6421 'MARKER' 'INTEND'
+ $;< %#G 1
+ $;< %#P -1
+ $;< %#Q -1
+ $;< %#R -8.2436
+ $;< %#S -14.4216
+ $;< %#X 1
+ $;< %#Y 2
+ $;< %#[ 8.2436
+ $;< %#\ 14.4216
+ $;< %#e 14.4216
+ $;< %#n 14.4216
+ $;< &w] -4.2
+ $;< &yO 160
+ M6422 'MARKER' 'INTORG'
+ $;= %#K 155.1
+ $;= %#M 158.2
+ $;= %#Q 1
+ $;> %#L 158.3
+ $;> %#N 160
+ $;> %#Q 1
+ M6423 'MARKER' 'INTEND'
+ $;? %#P 1
+ $;? %#Y -1
+ $;? %#Z -1
+ $;? %#[ -8.2436
+ $;? %#\ -14.4216
+ $;? %#a 1
+ $;? %#b 2
+ $;? %#d 8.2436
+ $;? %#e 14.4216
+ $;? %#n 14.4216
+ $;? %#w 14.4216
+ $;? &w^ -4.2
+ $;? &yP 160
+ M6424 'MARKER' 'INTORG'
+ $;@ %#T 155.1
+ $;@ %#V 158.2
+ $;@ %#Z 1
+ $;A %#U 158.3
+ $;A %#W 160
+ $;A %#Z 1
+ M6425 'MARKER' 'INTEND'
+ $;B %#Y 1
+ $;B %#b -1
+ $;B %#c -1
+ $;B %#d -8.2436
+ $;B %#e -14.4216
+ $;B %#j 1
+ $;B %#k 2
+ $;B %#m 8.2436
+ $;B %#n 14.4216
+ $;B %#w 14.4216
+ $;B %$% 14.4216
+ $;B &w_ -4.2
+ $;B &yQ 160
+ M6426 'MARKER' 'INTORG'
+ $;C %#] 155.1
+ $;C %#_ 158.2
+ $;C %#c 1
+ $;D %#^ 158.3
+ $;D %#` 160
+ $;D %#c 1
+ M6427 'MARKER' 'INTEND'
+ $;E %#b 1
+ $;E %#k -1
+ $;E %#l -1
+ $;E %#m -8.2436
+ $;E %#n -14.4216
+ $;E %#s 1
+ $;E %#t 2
+ $;E %#v 8.2436
+ $;E %#w 14.4216
+ $;E %$% 14.4216
+ $;E %$. 14.4216
+ $;E &w` -4.2
+ $;E &yR 160
+ M6428 'MARKER' 'INTORG'
+ $;F %#f 155.1
+ $;F %#h 158.2
+ $;F %#l 1
+ $;G %#g 158.3
+ $;G %#i 160
+ $;G %#l 1
+ M6429 'MARKER' 'INTEND'
+ $;H %#k 1
+ $;H %#t -1
+ $;H %#u -1
+ $;H %#v -8.2436
+ $;H %#w -14.4216
+ $;H %$! 1
+ $;H %$" 2
+ $;H %$$ 8.2436
+ $;H %$% 14.4216
+ $;H %$. 14.4216
+ $;H %$7 14.4216
+ $;H &wa -4.2
+ $;H &yS 160
+ M6430 'MARKER' 'INTORG'
+ $;I %#o 155.1
+ $;I %#q 158.2
+ $;I %#u 1
+ $;J %#p 158.3
+ $;J %#r 160
+ $;J %#u 1
+ M6431 'MARKER' 'INTEND'
+ $;K %#t 1
+ $;K %$" -1
+ $;K %$# -1
+ $;K %$$ -8.2436
+ $;K %$% -14.4216
+ $;K %$* 1
+ $;K %$+ 2
+ $;K %$- 8.2436
+ $;K %$. 14.4216
+ $;K %$7 14.4216
+ $;K %$@ 14.4216
+ $;K &wb -4.2
+ $;K &yT 160
+ M6432 'MARKER' 'INTORG'
+ $;L %#x 155.1
+ $;L %#z 158.2
+ $;L %$# 1
+ $;M %#y 158.3
+ $;M %#{ 160
+ $;M %$# 1
+ M6433 'MARKER' 'INTEND'
+ $;N %$" 1
+ $;N %$+ -1
+ $;N %$, -1
+ $;N %$- -8.2436
+ $;N %$. -14.4216
+ $;N %$3 1
+ $;N %$4 2
+ $;N %$6 8.2436
+ $;N %$7 14.4216
+ $;N %$@ 14.4216
+ $;N %$I 14.4216
+ $;N &wc -4.2
+ $;N &yU 160
+ M6434 'MARKER' 'INTORG'
+ $;O %$& 155.1
+ $;O %$( 158.2
+ $;O %$, 1
+ $;P %$' 158.3
+ $;P %$) 160
+ $;P %$, 1
+ M6435 'MARKER' 'INTEND'
+ $;Q %$+ 1
+ $;Q %$4 -1
+ $;Q %$5 -1
+ $;Q %$6 -8.2436
+ $;Q %$7 -14.4216
+ $;Q %$< 1
+ $;Q %$= 2
+ $;Q %$? 8.2436
+ $;Q %$@ 14.4216
+ $;Q %$I 14.4216
+ $;Q %$R 14.4216
+ $;Q &wd -4.2
+ $;Q &yV 160
+ M6436 'MARKER' 'INTORG'
+ $;R %$/ 155.1
+ $;R %$1 158.2
+ $;R %$5 1
+ $;S %$0 158.3
+ $;S %$2 160
+ $;S %$5 1
+ M6437 'MARKER' 'INTEND'
+ $;T %$4 1
+ $;T %$= -1
+ $;T %$> -1
+ $;T %$? -8.2436
+ $;T %$@ -14.4216
+ $;T %$E 1
+ $;T %$F 2
+ $;T %$H 8.2436
+ $;T %$I 14.4216
+ $;T %$R 14.4216
+ $;T %$[ 14.4216
+ $;T &we -4.2
+ $;T &yW 160
+ M6438 'MARKER' 'INTORG'
+ $;U %$8 155.1
+ $;U %$: 158.2
+ $;U %$> 1
+ $;V %$9 158.3
+ $;V %$; 160
+ $;V %$> 1
+ M6439 'MARKER' 'INTEND'
+ $;W %$= 1
+ $;W %$F -1
+ $;W %$G -1
+ $;W %$H -8.2436
+ $;W %$I -14.4216
+ $;W %$N 1
+ $;W %$O 2
+ $;W %$Q 8.2436
+ $;W %$R 14.4216
+ $;W %$[ 14.4216
+ $;W %$d 14.4216
+ $;W &wf -4.2
+ $;W &yX 160
+ M6440 'MARKER' 'INTORG'
+ $;X %$A 155.1
+ $;X %$C 158.2
+ $;X %$G 1
+ $;Y %$B 158.3
+ $;Y %$D 160
+ $;Y %$G 1
+ M6441 'MARKER' 'INTEND'
+ $;Z %$F 1
+ $;Z %$O -1
+ $;Z %$P -1
+ $;Z %$Q -8.2436
+ $;Z %$R -14.4216
+ $;Z %$W 1
+ $;Z %$X 2
+ $;Z %$Z 8.2436
+ $;Z %$[ 14.4216
+ $;Z %$d 14.4216
+ $;Z %$m 14.4216
+ $;Z &wg -4.2
+ $;Z &yY 160
+ M6442 'MARKER' 'INTORG'
+ $;[ %$J 155.1
+ $;[ %$L 158.2
+ $;[ %$P 1
+ $;\ %$K 158.3
+ $;\ %$M 160
+ $;\ %$P 1
+ M6443 'MARKER' 'INTEND'
+ $;] %$O 1
+ $;] %$X -1
+ $;] %$Y -1
+ $;] %$Z -8.2436
+ $;] %$[ -14.4216
+ $;] %$` 1
+ $;] %$a 2
+ $;] %$c 8.2436
+ $;] %$d 14.4216
+ $;] %$m 14.4216
+ $;] %$v 14.4216
+ $;] &wh -4.2
+ $;] &yZ 160
+ M6444 'MARKER' 'INTORG'
+ $;^ %$S 155.1
+ $;^ %$U 158.2
+ $;^ %$Y 1
+ $;_ %$T 158.3
+ $;_ %$V 160
+ $;_ %$Y 1
+ M6445 'MARKER' 'INTEND'
+ $;` %$X 1
+ $;` %$a -1
+ $;` %$b -1
+ $;` %$c -8.2436
+ $;` %$d -14.4216
+ $;` %$i 1
+ $;` %$j 2
+ $;` %$l 8.2436
+ $;` %$m 14.4216
+ $;` %$v 14.4216
+ $;` %%$ 14.4216
+ $;` &wi -4.2
+ $;` &y[ 160
+ M6446 'MARKER' 'INTORG'
+ $;a %$\ 155.1
+ $;a %$^ 158.2
+ $;a %$b 1
+ $;b %$] 158.3
+ $;b %$_ 160
+ $;b %$b 1
+ M6447 'MARKER' 'INTEND'
+ $;c %$a 1
+ $;c %$j -1
+ $;c %$k -1
+ $;c %$l -8.2436
+ $;c %$m -14.4216
+ $;c %$r 1
+ $;c %$s 2
+ $;c %$u 8.2436
+ $;c %$v 14.4216
+ $;c %%$ 14.4216
+ $;c %%- 14.4216
+ $;c &wj -4.2
+ $;c &y\ 160
+ M6448 'MARKER' 'INTORG'
+ $;d %$e 155.1
+ $;d %$g 158.2
+ $;d %$k 1
+ $;e %$f 158.3
+ $;e %$h 160
+ $;e %$k 1
+ M6449 'MARKER' 'INTEND'
+ $;f %$j 1
+ $;f %$s -1
+ $;f %$t -1
+ $;f %$u -8.2436
+ $;f %$v -14.4216
+ $;f %${ 1
+ $;f %%! 2
+ $;f %%# 8.2436
+ $;f %%$ 14.4216
+ $;f %%- 14.4216
+ $;f %%6 14.4216
+ $;f &wk -4.2
+ $;f &y] 160
+ M6450 'MARKER' 'INTORG'
+ $;g %$n 155.1
+ $;g %$p 158.2
+ $;g %$t 1
+ $;h %$o 158.3
+ $;h %$q 160
+ $;h %$t 1
+ M6451 'MARKER' 'INTEND'
+ $;i %$s 1
+ $;i %%! -1
+ $;i %%" -1
+ $;i %%# -8.2436
+ $;i %%$ -14.4216
+ $;i %%) 1
+ $;i %%* 2
+ $;i %%, 8.2436
+ $;i %%- 14.4216
+ $;i %%6 14.4216
+ $;i %%? 14.4216
+ $;i &wl -4.2
+ $;i &y^ 160
+ M6452 'MARKER' 'INTORG'
+ $;j %$w 155.1
+ $;j %$y 158.2
+ $;j %%" 1
+ $;k %$x 158.3
+ $;k %$z 160
+ $;k %%" 1
+ M6453 'MARKER' 'INTEND'
+ $;l %%! 1
+ $;l %%* -1
+ $;l %%+ -1
+ $;l %%, -8.2436
+ $;l %%- -14.4216
+ $;l %%2 1
+ $;l %%3 2
+ $;l %%5 8.2436
+ $;l %%6 14.4216
+ $;l %%? 14.4216
+ $;l %%H 14.4216
+ $;l &wm -4.2
+ $;l &y_ 160
+ M6454 'MARKER' 'INTORG'
+ $;m %%% 155.1
+ $;m %%' 158.2
+ $;m %%+ 1
+ $;n %%& 158.3
+ $;n %%( 160
+ $;n %%+ 1
+ M6455 'MARKER' 'INTEND'
+ $;o %%* 1
+ $;o %%3 -1
+ $;o %%4 -1
+ $;o %%5 -8.2436
+ $;o %%6 -14.4216
+ $;o %%; 1
+ $;o %%< 2
+ $;o %%> 8.2436
+ $;o %%? 14.4216
+ $;o %%H 14.4216
+ $;o %%Q 14.4216
+ $;o &wn -4.2
+ $;o &y` 160
+ M6456 'MARKER' 'INTORG'
+ $;p %%. 155.1
+ $;p %%0 158.2
+ $;p %%4 1
+ $;q %%/ 158.3
+ $;q %%1 160
+ $;q %%4 1
+ M6457 'MARKER' 'INTEND'
+ $;r %%3 1
+ $;r %%< -1
+ $;r %%= -1
+ $;r %%> -8.2436
+ $;r %%? -14.4216
+ $;r %%D 1
+ $;r %%E 2
+ $;r %%G 8.2436
+ $;r %%H 14.4216
+ $;r %%Q 14.4216
+ $;r %%Z 14.4216
+ $;r &wo -4.2
+ $;r &ya 160
+ M6458 'MARKER' 'INTORG'
+ $;s %%7 155.1
+ $;s %%9 158.2
+ $;s %%= 1
+ $;t %%8 158.3
+ $;t %%: 160
+ $;t %%= 1
+ M6459 'MARKER' 'INTEND'
+ $;u %%< 1
+ $;u %%E -1
+ $;u %%F -1
+ $;u %%G -8.2436
+ $;u %%H -14.4216
+ $;u %%M 1
+ $;u %%N 2
+ $;u %%P 8.2436
+ $;u %%Q 14.4216
+ $;u %%Z 14.4216
+ $;u %%c 14.4216
+ $;u &wp -4.2
+ $;u &yb 160
+ M6460 'MARKER' 'INTORG'
+ $;v %%@ 155.1
+ $;v %%B 158.2
+ $;v %%F 1
+ $;w %%A 158.3
+ $;w %%C 160
+ $;w %%F 1
+ M6461 'MARKER' 'INTEND'
+ $;x %%E 1
+ $;x %%N -1
+ $;x %%O -1
+ $;x %%P -8.2436
+ $;x %%Q -14.4216
+ $;x %%V 1
+ $;x %%W 2
+ $;x %%Y 8.2436
+ $;x %%Z 14.4216
+ $;x %%c 14.4216
+ $;x %%l 14.4216
+ $;x &wq -4.2
+ $;x &yc 160
+ M6462 'MARKER' 'INTORG'
+ $;y %%I 155.1
+ $;y %%K 158.2
+ $;y %%O 1
+ $;z %%J 158.3
+ $;z %%L 160
+ $;z %%O 1
+ M6463 'MARKER' 'INTEND'
+ $;{ %%N 1
+ $;{ %%W -1
+ $;{ %%X -1
+ $;{ %%Y -8.2436
+ $;{ %%Z -14.4216
+ $;{ %%_ 1
+ $;{ %%` 2
+ $;{ %%b 8.2436
+ $;{ %%c 14.4216
+ $;{ %%l 14.4216
+ $;{ %%u 14.4216
+ $;{ &wr -4.2
+ $;{ &yd 160
+ M6464 'MARKER' 'INTORG'
+ $ 14.4216
+ $<, &wv -4.2
+ $<, &yh 160
+ M6472 'MARKER' 'INTORG'
+ $<- %%v 155.1
+ $<- %%x 158.2
+ $<- %&! 1
+ $<. %%w 158.3
+ $<. %%y 160
+ $<. %&! 1
+ M6473 'MARKER' 'INTEND'
+ $ 14.4216
+ $ 14.4216
+ $<2 %&G 14.4216
+ $<2 %&P 14.4216
+ $<2 &wx -4.2
+ $<2 &yj 160
+ M6476 'MARKER' 'INTORG'
+ $<3 %&- 155.1
+ $<3 %&/ 158.2
+ $<3 %&3 1
+ $<4 %&. 158.3
+ $<4 %&0 160
+ $<4 %&3 1
+ M6477 'MARKER' 'INTEND'
+ $<5 %&2 1
+ $<5 %&; -1
+ $<5 %&< -1
+ $<5 %&= -8.2436
+ $<5 %&> -14.4216
+ $<5 %&C 1
+ $<5 %&D 2
+ $<5 %&F 8.2436
+ $<5 %&G 14.4216
+ $<5 %&P 14.4216
+ $<5 %&Y 14.4216
+ $<5 &wy -4.2
+ $<5 &yk 160
+ M6478 'MARKER' 'INTORG'
+ $<6 %&6 155.1
+ $<6 %&8 158.2
+ $<6 %&< 1
+ $<7 %&7 158.3
+ $<7 %&9 160
+ $<7 %&< 1
+ M6479 'MARKER' 'INTEND'
+ $<8 %&; 1
+ $<8 %&D -1
+ $<8 %&E -1
+ $<8 %&F -8.2436
+ $<8 %&G -14.4216
+ $<8 %&L 1
+ $<8 %&M 2
+ $<8 %&O 8.2436
+ $<8 %&P 14.4216
+ $<8 %&Y 14.4216
+ $<8 %&b 14.4216
+ $<8 &wz -4.2
+ $<8 &yl 160
+ M6480 'MARKER' 'INTORG'
+ $<9 %&? 155.1
+ $<9 %&A 158.2
+ $<9 %&E 1
+ $<: %&@ 158.3
+ $<: %&B 160
+ $<: %&E 1
+ M6481 'MARKER' 'INTEND'
+ $<; %&D 1
+ $<; %&M -1
+ $<; %&N -1
+ $<; %&O -8.2436
+ $<; %&P -14.4216
+ $<; %&U 1
+ $<; %&V 2
+ $<; %&X 8.2436
+ $<; %&Y 14.4216
+ $<; %&b 14.4216
+ $<; %&k 14.4216
+ $<; &w{ -4.2
+ $<; &ym 160
+ M6482 'MARKER' 'INTORG'
+ $<< %&H 155.1
+ $<< %&J 158.2
+ $<< %&N 1
+ $<= %&I 158.3
+ $<= %&K 160
+ $<= %&N 1
+ M6483 'MARKER' 'INTEND'
+ $<> %&M 1
+ $<> %&V -1
+ $<> %&W -1
+ $<> %&X -8.2436
+ $<> %&Y -14.4216
+ $<> %&^ 1
+ $<> %&_ 2
+ $<> %&a 8.2436
+ $<> %&b 14.4216
+ $<> %&k 14.4216
+ $<> %&t 14.4216
+ $<> &x! -4.2
+ $<> &yn 160
+ M6484 'MARKER' 'INTORG'
+ $ 155.1
+ $ 158.3
+ $ 158.2
+ $=8 %)B 1
+ $=9 %)= 158.3
+ $=9 %)? 160
+ $=9 %)B 1
+ M6541 'MARKER' 'INTEND'
+ $=: %)A 1
+ $=: %)J -1
+ $=: %)K -1
+ $=: %)L -8.2436
+ $=: %)M -14.4216
+ $=: %)R 1
+ $=: %)S 2
+ $=: %)U 8.2436
+ $=: %)V 14.4216
+ $=: %)_ 14.4216
+ $=: %)h 14.4216
+ $=: &x> -4.2
+ $=: &z0 160
+ M6542 'MARKER' 'INTORG'
+ $=; %)E 155.1
+ $=; %)G 158.2
+ $=; %)K 1
+ $=< %)F 158.3
+ $=< %)H 160
+ $=< %)K 1
+ M6543 'MARKER' 'INTEND'
+ $== %)J 1
+ $== %)S -1
+ $== %)T -1
+ $== %)U -8.2436
+ $== %)V -14.4216
+ $== %)[ 1
+ $== %)\ 2
+ $== %)^ 8.2436
+ $== %)_ 14.4216
+ $== %)h 14.4216
+ $== %)q 14.4216
+ $== &x? -4.2
+ $== &z1 160
+ M6544 'MARKER' 'INTORG'
+ $=> %)N 155.1
+ $=> %)P 158.2
+ $=> %)T 1
+ $=? %)O 158.3
+ $=? %)Q 160
+ $=? %)T 1
+ M6545 'MARKER' 'INTEND'
+ $=@ %)S 1
+ $=@ %)\ -1
+ $=@ %)] -1
+ $=@ %)^ -8.2436
+ $=@ %)_ -14.4216
+ $=@ %)d 1
+ $=@ %)e 2
+ $=@ %)g 8.2436
+ $=@ %)h 14.4216
+ $=@ %)q 14.4216
+ $=@ %)z 14.4216
+ $=@ &x@ -4.2
+ $=@ &z2 160
+ M6546 'MARKER' 'INTORG'
+ $=A %)W 155.1
+ $=A %)Y 158.2
+ $=A %)] 1
+ $=B %)X 158.3
+ $=B %)Z 160
+ $=B %)] 1
+ M6547 'MARKER' 'INTEND'
+ $=C %)\ 1
+ $=C %)e -1
+ $=C %)f -1
+ $=C %)g -8.2436
+ $=C %)h -14.4216
+ $=C %)m 1
+ $=C %)n 2
+ $=C %)p 8.2436
+ $=C %)q 14.4216
+ $=C %)z 14.4216
+ $=C %*( 14.4216
+ $=C &xA -4.2
+ $=C &z3 160
+ M6548 'MARKER' 'INTORG'
+ $=D %)` 155.1
+ $=D %)b 158.2
+ $=D %)f 1
+ $=E %)a 158.3
+ $=E %)c 160
+ $=E %)f 1
+ M6549 'MARKER' 'INTEND'
+ $=F %)e 1
+ $=F %)n -1
+ $=F %)o -1
+ $=F %)p -8.2436
+ $=F %)q -14.4216
+ $=F %)v 1
+ $=F %)w 2
+ $=F %)y 8.2436
+ $=F %)z 14.4216
+ $=F %*( 14.4216
+ $=F %*1 14.4216
+ $=F &xB -4.2
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+ M6550 'MARKER' 'INTORG'
+ $=G %)i 155.1
+ $=G %)k 158.2
+ $=G %)o 1
+ $=H %)j 158.3
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+ $=H %)o 1
+ M6551 'MARKER' 'INTEND'
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+ $=I %)w -1
+ $=I %)x -1
+ $=I %)y -8.2436
+ $=I %)z -14.4216
+ $=I %*$ 1
+ $=I %*% 2
+ $=I %*' 8.2436
+ $=I %*( 14.4216
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+ $=I %*: 14.4216
+ $=I &xC -4.2
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+ M6552 'MARKER' 'INTORG'
+ $=J %)r 155.1
+ $=J %)t 158.2
+ $=J %)x 1
+ $=K %)s 158.3
+ $=K %)u 160
+ $=K %)x 1
+ M6553 'MARKER' 'INTEND'
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+ $=L %*% -1
+ $=L %*& -1
+ $=L %*' -8.2436
+ $=L %*( -14.4216
+ $=L %*- 1
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+ $=L %*0 8.2436
+ $=L %*1 14.4216
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+ $=L %*C 14.4216
+ $=L &xD -4.2
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+ M6554 'MARKER' 'INTORG'
+ $=M %){ 155.1
+ $=M %*" 158.2
+ $=M %*& 1
+ $=N %*! 158.3
+ $=N %*# 160
+ $=N %*& 1
+ M6555 'MARKER' 'INTEND'
+ $=O %*% 1
+ $=O %*. -1
+ $=O %*/ -1
+ $=O %*0 -8.2436
+ $=O %*1 -14.4216
+ $=O %*6 1
+ $=O %*7 2
+ $=O %*9 8.2436
+ $=O %*: 14.4216
+ $=O %*C 14.4216
+ $=O %*L 14.4216
+ $=O &xE -4.2
+ $=O &z7 160
+ M6556 'MARKER' 'INTORG'
+ $=P %*) 155.1
+ $=P %*+ 158.2
+ $=P %*/ 1
+ $=Q %** 158.3
+ $=Q %*, 160
+ $=Q %*/ 1
+ M6557 'MARKER' 'INTEND'
+ $=R %*. 1
+ $=R %*7 -1
+ $=R %*8 -1
+ $=R %*9 -8.2436
+ $=R %*: -14.4216
+ $=R %*? 1
+ $=R %*@ 2
+ $=R %*B 8.2436
+ $=R %*C 14.4216
+ $=R %*L 14.4216
+ $=R %*U 14.4216
+ $=R &xF -4.2
+ $=R &z8 160
+ M6558 'MARKER' 'INTORG'
+ $=S %*2 155.1
+ $=S %*4 158.2
+ $=S %*8 1
+ $=T %*3 158.3
+ $=T %*5 160
+ $=T %*8 1
+ M6559 'MARKER' 'INTEND'
+ $=U %*7 1
+ $=U %*@ -1
+ $=U %*A -1
+ $=U %*B -8.2436
+ $=U %*C -14.4216
+ $=U %*H 1
+ $=U %*I 2
+ $=U %*K 8.2436
+ $=U %*L 14.4216
+ $=U %*U 14.4216
+ $=U %*^ 14.4216
+ $=U &xG -4.2
+ $=U &z9 160
+ M6560 'MARKER' 'INTORG'
+ $=V %*; 155.1
+ $=V %*= 158.2
+ $=V %*A 1
+ $=W %*< 158.3
+ $=W %*> 160
+ $=W %*A 1
+ M6561 'MARKER' 'INTEND'
+ $=X %*@ 1
+ $=X %*I -1
+ $=X %*J -1
+ $=X %*K -8.2436
+ $=X %*L -14.4216
+ $=X %*Q 1
+ $=X %*R 2
+ $=X %*T 8.2436
+ $=X %*U 14.4216
+ $=X %*^ 14.4216
+ $=X %*g 14.4216
+ $=X &xH -4.2
+ $=X &z: 160
+ M6562 'MARKER' 'INTORG'
+ $=Y %*D 155.1
+ $=Y %*F 158.2
+ $=Y %*J 1
+ $=Z %*E 158.3
+ $=Z %*G 160
+ $=Z %*J 1
+ M6563 'MARKER' 'INTEND'
+ $=[ %*I 1
+ $=[ %*R -1
+ $=[ %*S -1
+ $=[ %*T -8.2436
+ $=[ %*U -14.4216
+ $=[ %*Z 1
+ $=[ %*[ 2
+ $=[ %*] 8.2436
+ $=[ %*^ 14.4216
+ $=[ %*g 14.4216
+ $=[ %*p 14.4216
+ $=[ &xI -4.2
+ $=[ &z; 160
+ M6564 'MARKER' 'INTORG'
+ $=\ %*M 155.1
+ $=\ %*O 158.2
+ $=\ %*S 1
+ $=] %*N 158.3
+ $=] %*P 160
+ $=] %*S 1
+ M6565 'MARKER' 'INTEND'
+ $=^ %*R 1
+ $=^ %*[ -1
+ $=^ %*\ -1
+ $=^ %*] -8.2436
+ $=^ %*^ -14.4216
+ $=^ %*c 1
+ $=^ %*d 2
+ $=^ %*f 8.2436
+ $=^ %*g 14.4216
+ $=^ %*p 14.4216
+ $=^ %*y 14.4216
+ $=^ &xJ -4.2
+ $=^ &z< 160
+ M6566 'MARKER' 'INTORG'
+ $=_ %*V 155.1
+ $=_ %*X 158.2
+ $=_ %*\ 1
+ $=` %*W 158.3
+ $=` %*Y 160
+ $=` %*\ 1
+ M6567 'MARKER' 'INTEND'
+ $=a %*[ 1
+ $=a %*d -1
+ $=a %*e -1
+ $=a %*f -8.2436
+ $=a %*g -14.4216
+ $=a %*l 1
+ $=a %*m 2
+ $=a %*o 8.2436
+ $=a %*p 14.4216
+ $=a %*y 14.4216
+ $=a %+' 14.4216
+ $=a &xK -4.2
+ $=a &z= 160
+ M6568 'MARKER' 'INTORG'
+ $=b %*_ 155.1
+ $=b %*a 158.2
+ $=b %*e 1
+ $=c %*` 158.3
+ $=c %*b 160
+ $=c %*e 1
+ M6569 'MARKER' 'INTEND'
+ $=d %*d 1
+ $=d %*m -1
+ $=d %*n -1
+ $=d %*o -8.2436
+ $=d %*p -14.4216
+ $=d %*u 1
+ $=d %*v 2
+ $=d %*x 8.2436
+ $=d %*y 14.4216
+ $=d %+' 14.4216
+ $=d %+0 14.4216
+ $=d &xL -4.2
+ $=d &z> 160
+ M6570 'MARKER' 'INTORG'
+ $=e %*h 155.1
+ $=e %*j 158.2
+ $=e %*n 1
+ $=f %*i 158.3
+ $=f %*k 160
+ $=f %*n 1
+ M6571 'MARKER' 'INTEND'
+ $=g %*m 1
+ $=g %*v -1
+ $=g %*w -1
+ $=g %*x -8.2436
+ $=g %*y -14.4216
+ $=g %+# 1
+ $=g %+$ 2
+ $=g %+& 8.2436
+ $=g %+' 14.4216
+ $=g %+0 14.4216
+ $=g %+9 14.4216
+ $=g &xM -4.2
+ $=g &z? 160
+ M6572 'MARKER' 'INTORG'
+ $=h %*q 155.1
+ $=h %*s 158.2
+ $=h %*w 1
+ $=i %*r 158.3
+ $=i %*t 160
+ $=i %*w 1
+ M6573 'MARKER' 'INTEND'
+ $=j %*v 1
+ $=j %+$ -1
+ $=j %+% -1
+ $=j %+& -8.2436
+ $=j %+' -14.4216
+ $=j %+, 1
+ $=j %+- 2
+ $=j %+/ 8.2436
+ $=j %+0 14.4216
+ $=j %+9 14.4216
+ $=j %+B 14.4216
+ $=j &xN -4.2
+ $=j &z@ 160
+ M6574 'MARKER' 'INTORG'
+ $=k %*z 155.1
+ $=k %+! 158.2
+ $=k %+% 1
+ $=l %*{ 158.3
+ $=l %+" 160
+ $=l %+% 1
+ M6575 'MARKER' 'INTEND'
+ $=m %+$ 1
+ $=m %+- -1
+ $=m %+. -1
+ $=m %+/ -8.2436
+ $=m %+0 -14.4216
+ $=m %+5 1
+ $=m %+6 2
+ $=m %+8 8.2436
+ $=m %+9 14.4216
+ $=m %+B 14.4216
+ $=m %+K 14.4216
+ $=m &xO -4.2
+ $=m &zA 160
+ M6576 'MARKER' 'INTORG'
+ $=n %+( 155.1
+ $=n %+* 158.2
+ $=n %+. 1
+ $=o %+) 158.3
+ $=o %++ 160
+ $=o %+. 1
+ M6577 'MARKER' 'INTEND'
+ $=p %+- 1
+ $=p %+6 -1
+ $=p %+7 -1
+ $=p %+8 -8.2436
+ $=p %+9 -14.4216
+ $=p %+> 1
+ $=p %+? 2
+ $=p %+A 8.2436
+ $=p %+B 14.4216
+ $=p %+K 14.4216
+ $=p %+T 14.4216
+ $=p &xP -4.2
+ $=p &zB 160
+ M6578 'MARKER' 'INTORG'
+ $=q %+1 155.1
+ $=q %+3 158.2
+ $=q %+7 1
+ $=r %+2 158.3
+ $=r %+4 160
+ $=r %+7 1
+ M6579 'MARKER' 'INTEND'
+ $=s %+6 1
+ $=s %+? -1
+ $=s %+@ -1
+ $=s %+A -8.2436
+ $=s %+B -14.4216
+ $=s %+G 1
+ $=s %+H 2
+ $=s %+J 8.2436
+ $=s %+K 14.4216
+ $=s %+T 14.4216
+ $=s %+] 14.4216
+ $=s &xQ -4.2
+ $=s &zC 160
+ M6580 'MARKER' 'INTORG'
+ $=t %+: 155.1
+ $=t %+< 158.2
+ $=t %+@ 1
+ $=u %+; 158.3
+ $=u %+= 160
+ $=u %+@ 1
+ M6581 'MARKER' 'INTEND'
+ $=v %+? 1
+ $=v %+H -1
+ $=v %+I -1
+ $=v %+J -8.2436
+ $=v %+K -14.4216
+ $=v %+P 1
+ $=v %+Q 2
+ $=v %+S 8.2436
+ $=v %+T 14.4216
+ $=v %+] 14.4216
+ $=v %+f 14.4216
+ $=v &xR -4.2
+ $=v &zD 160
+ M6582 'MARKER' 'INTORG'
+ $=w %+C 155.1
+ $=w %+E 158.2
+ $=w %+I 1
+ $=x %+D 158.3
+ $=x %+F 160
+ $=x %+I 1
+ M6583 'MARKER' 'INTEND'
+ $=y %+H 1
+ $=y %+Q -1
+ $=y %+R -1
+ $=y %+S -8.2436
+ $=y %+T -14.4216
+ $=y %+Y 1
+ $=y %+Z 2
+ $=y %+\ 8.2436
+ $=y %+] 14.4216
+ $=y %+f 14.4216
+ $=y %+o 14.4216
+ $=y &xS -4.2
+ $=y &zE 160
+ M6584 'MARKER' 'INTORG'
+ $=z %+L 155.1
+ $=z %+N 158.2
+ $=z %+R 1
+ $={ %+M 158.3
+ $={ %+O 160
+ $={ %+R 1
+ M6585 'MARKER' 'INTEND'
+ $>! %+Q 1
+ $>! %+Z -1
+ $>! %+[ -1
+ $>! %+\ -8.2436
+ $>! %+] -14.4216
+ $>! %+b 1
+ $>! %+c 2
+ $>! %+e 8.2436
+ $>! %+f 14.4216
+ $>! %+o 14.4216
+ $>! %+x 14.4216
+ $>! &xT -4.2
+ $>! &zF 160
+ M6586 'MARKER' 'INTORG'
+ $>" %+U 155.1
+ $>" %+W 158.2
+ $>" %+[ 1
+ $># %+V 158.3
+ $># %+X 160
+ $># %+[ 1
+ M6587 'MARKER' 'INTEND'
+ $>$ %+Z 1
+ $>$ %+c -1
+ $>$ %+d -1
+ $>$ %+e -8.2436
+ $>$ %+f -14.4216
+ $>$ %+k 1
+ $>$ %+l 2
+ $>$ %+n 8.2436
+ $>$ %+o 14.4216
+ $>$ %+x 14.4216
+ $>$ %,& 14.4216
+ $>$ &xU -4.2
+ $>$ &zG 160
+ M6588 'MARKER' 'INTORG'
+ $>% %+^ 155.1
+ $>% %+` 158.2
+ $>% %+d 1
+ $>& %+_ 158.3
+ $>& %+a 160
+ $>& %+d 1
+ M6589 'MARKER' 'INTEND'
+ $>' %+c 1
+ $>' %+l -1
+ $>' %+m -1
+ $>' %+n -8.2436
+ $>' %+o -14.4216
+ $>' %+t 1
+ $>' %+u 2
+ $>' %+w 8.2436
+ $>' %+x 14.4216
+ $>' %,& 14.4216
+ $>' %,/ 14.4216
+ $>' &xV -4.2
+ $>' &zH 160
+ M6590 'MARKER' 'INTORG'
+ $>( %+g 155.1
+ $>( %+i 158.2
+ $>( %+m 1
+ $>) %+h 158.3
+ $>) %+j 160
+ $>) %+m 1
+ M6591 'MARKER' 'INTEND'
+ $>* %+l 1
+ $>* %+u -1
+ $>* %+v -1
+ $>* %+w -8.2436
+ $>* %+x -14.4216
+ $>* %," 1
+ $>* %,# 2
+ $>* %,% 8.2436
+ $>* %,& 14.4216
+ $>* %,/ 14.4216
+ $>* %,8 14.4216
+ $>* &xW -4.2
+ $>* &zI 160
+ M6592 'MARKER' 'INTORG'
+ $>+ %+p 155.1
+ $>+ %+r 158.2
+ $>+ %+v 1
+ $>, %+q 158.3
+ $>, %+s 160
+ $>, %+v 1
+ M6593 'MARKER' 'INTEND'
+ $>- %+u 1
+ $>- %,# -1
+ $>- %,$ -1
+ $>- %,% -8.2436
+ $>- %,& -14.4216
+ $>- %,+ 1
+ $>- %,, 2
+ $>- %,. 8.2436
+ $>- %,/ 14.4216
+ $>- %,8 14.4216
+ $>- %,A 14.4216
+ $>- &xX -4.2
+ $>- &zJ 160
+ M6594 'MARKER' 'INTORG'
+ $>. %+y 155.1
+ $>. %+{ 158.2
+ $>. %,$ 1
+ $>/ %+z 158.3
+ $>/ %,! 160
+ $>/ %,$ 1
+ M6595 'MARKER' 'INTEND'
+ $>0 %,# 1
+ $>0 %,, -1
+ $>0 %,- -1
+ $>0 %,. -8.2436
+ $>0 %,/ -14.4216
+ $>0 %,4 1
+ $>0 %,5 2
+ $>0 %,7 8.2436
+ $>0 %,8 14.4216
+ $>0 %,A 14.4216
+ $>0 %,J 14.4216
+ $>0 &xY -4.2
+ $>0 &zK 160
+ M6596 'MARKER' 'INTORG'
+ $>1 %,' 155.1
+ $>1 %,) 158.2
+ $>1 %,- 1
+ $>2 %,( 158.3
+ $>2 %,* 160
+ $>2 %,- 1
+ M6597 'MARKER' 'INTEND'
+ $>3 %,, 1
+ $>3 %,5 -1
+ $>3 %,6 -1
+ $>3 %,7 -8.2436
+ $>3 %,8 -14.4216
+ $>3 %,= 1
+ $>3 %,> 2
+ $>3 %,@ 8.2436
+ $>3 %,A 14.4216
+ $>3 %,J 14.4216
+ $>3 %,S 14.4216
+ $>3 &xZ -4.2
+ $>3 &zL 160
+ M6598 'MARKER' 'INTORG'
+ $>4 %,0 155.1
+ $>4 %,2 158.2
+ $>4 %,6 1
+ $>5 %,1 158.3
+ $>5 %,3 160
+ $>5 %,6 1
+ M6599 'MARKER' 'INTEND'
+ $>6 %,5 1
+ $>6 %,> -1
+ $>6 %,? -1
+ $>6 %,@ -8.2436
+ $>6 %,A -14.4216
+ $>6 %,F 1
+ $>6 %,G 2
+ $>6 %,I 8.2436
+ $>6 %,J 14.4216
+ $>6 %,S 14.4216
+ $>6 %,\ 14.4216
+ $>6 &x[ -4.2
+ $>6 &zM 160
+ M6600 'MARKER' 'INTORG'
+ $>7 %,9 155.1
+ $>7 %,; 158.2
+ $>7 %,? 1
+ $>8 %,: 158.3
+ $>8 %,< 160
+ $>8 %,? 1
+ M6601 'MARKER' 'INTEND'
+ $>9 %,> 1
+ $>9 %,G -1
+ $>9 %,H -1
+ $>9 %,I -8.2436
+ $>9 %,J -14.4216
+ $>9 %,O 1
+ $>9 %,P 2
+ $>9 %,R 8.2436
+ $>9 %,S 14.4216
+ $>9 %,\ 14.4216
+ $>9 %,e 14.4216
+ $>9 &x\ -4.2
+ $>9 &zN 160
+ M6602 'MARKER' 'INTORG'
+ $>: %,B 155.1
+ $>: %,D 158.2
+ $>: %,H 1
+ $>; %,C 158.3
+ $>; %,E 160
+ $>; %,H 1
+ M6603 'MARKER' 'INTEND'
+ $>< %,G 1
+ $>< %,P -1
+ $>< %,Q -1
+ $>< %,R -8.2436
+ $>< %,S -14.4216
+ $>< %,X 1
+ $>< %,Y 2
+ $>< %,[ 8.2436
+ $>< %,\ 14.4216
+ $>< %,e 14.4216
+ $>< %,n 14.4216
+ $>< &x] -4.2
+ $>< &zO 160
+ M6604 'MARKER' 'INTORG'
+ $>= %,K 155.1
+ $>= %,M 158.2
+ $>= %,Q 1
+ $>> %,L 158.3
+ $>> %,N 160
+ $>> %,Q 1
+ M6605 'MARKER' 'INTEND'
+ $>? %,P 1
+ $>? %,Y -1
+ $>? %,Z -1
+ $>? %,[ -8.2436
+ $>? %,\ -14.4216
+ $>? %,a 1
+ $>? %,b 2
+ $>? %,d 8.2436
+ $>? %,e 14.4216
+ $>? %,n 14.4216
+ $>? %,w 14.4216
+ $>? &x^ -4.2
+ $>? &zP 160
+ M6606 'MARKER' 'INTORG'
+ $>@ %,T 155.1
+ $>@ %,V 158.2
+ $>@ %,Z 1
+ $>A %,U 158.3
+ $>A %,W 160
+ $>A %,Z 1
+ M6607 'MARKER' 'INTEND'
+ $>B %,Y 1
+ $>B %,b -1
+ $>B %,c -1
+ $>B %,d -8.2436
+ $>B %,e -14.4216
+ $>B %,j 1
+ $>B %,k 2
+ $>B %,m 8.2436
+ $>B %,n 14.4216
+ $>B %,w 14.4216
+ $>B %-% 14.4216
+ $>B &x_ -4.2
+ $>B &zQ 160
+ M6608 'MARKER' 'INTORG'
+ $>C %,] 155.1
+ $>C %,_ 158.2
+ $>C %,c 1
+ $>D %,^ 158.3
+ $>D %,` 160
+ $>D %,c 1
+ M6609 'MARKER' 'INTEND'
+ $>E %,b 1
+ $>E %,k -1
+ $>E %,l -1
+ $>E %,m -8.2436
+ $>E %,n -14.4216
+ $>E %,s 1
+ $>E %,t 2
+ $>E %,v 8.2436
+ $>E %,w 14.4216
+ $>E %-% 14.4216
+ $>E %-. 14.4216
+ $>E &x` -4.2
+ $>E &zR 160
+ M6610 'MARKER' 'INTORG'
+ $>F %,f 155.1
+ $>F %,h 158.2
+ $>F %,l 1
+ $>G %,g 158.3
+ $>G %,i 160
+ $>G %,l 1
+ M6611 'MARKER' 'INTEND'
+ $>H %,k 1
+ $>H %,t -1
+ $>H %,u -1
+ $>H %,v -8.2436
+ $>H %,w -14.4216
+ $>H %-! 1
+ $>H %-" 2
+ $>H %-$ 8.2436
+ $>H %-% 14.4216
+ $>H %-. 14.4216
+ $>H %-7 14.4216
+ $>H &xa -4.2
+ $>H &zS 160
+ M6612 'MARKER' 'INTORG'
+ $>I %,o 155.1
+ $>I %,q 158.2
+ $>I %,u 1
+ $>J %,p 158.3
+ $>J %,r 160
+ $>J %,u 1
+ M6613 'MARKER' 'INTEND'
+ $>K %,t 1
+ $>K %-" -1
+ $>K %-# -1
+ $>K %-$ -8.2436
+ $>K %-% -14.4216
+ $>K %-* 1
+ $>K %-+ 2
+ $>K %-- 8.2436
+ $>K %-. 14.4216
+ $>K %-7 14.4216
+ $>K %-@ 14.4216
+ $>K &xb -4.2
+ $>K &zT 160
+ M6614 'MARKER' 'INTORG'
+ $>L %,x 155.1
+ $>L %,z 158.2
+ $>L %-# 1
+ $>M %,y 158.3
+ $>M %,{ 160
+ $>M %-# 1
+ M6615 'MARKER' 'INTEND'
+ $>N %-" 1
+ $>N %-+ -1
+ $>N %-, -1
+ $>N %-- -8.2436
+ $>N %-. -14.4216
+ $>N %-3 1
+ $>N %-4 2
+ $>N %-6 8.2436
+ $>N %-7 14.4216
+ $>N %-@ 14.4216
+ $>N %-I 14.4216
+ $>N &xc -4.2
+ $>N &zU 160
+ M6616 'MARKER' 'INTORG'
+ $>O %-& 155.1
+ $>O %-( 158.2
+ $>O %-, 1
+ $>P %-' 158.3
+ $>P %-) 160
+ $>P %-, 1
+ M6617 'MARKER' 'INTEND'
+ $>Q %-+ 1
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% 1
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+ $GN %KV 1
+ $GN %K] 1
+ $GN %Kd 1
+ $GN %Kk 1
+ $GN %Kr 1
+ $GN %Ky 1
+ $GN %L% 1
+ $GN %L, 1
+ $GN %L3 1
+ $GN %L: 1
+ $GN %LA 1
+ $GN %LH 1
+ $GN %LO 1
+ $GN %LV 1
+ $GN %L] 1
+ $GN %Ld 1
+ $GN %Lk 1
+ $GN %Lr 1
+ $GN %Ly 1
+ $GN %M% 1
+ $GN %M, 1
+ $GN %M3 1
+ $GN %M: 1
+ $GN %MA 1
+ $GN %MH 1
+ $GN %MO -29
+ $GN %MQ -1
+ $GN %MR -8.2436
+ $GN %MS -14.4216
+ $GN %MV 30
+ $GN %MW 1
+ $GN %MY 8.2436
+ $GN %MZ 14.4216
+ $GN %Ma 14.4216
+ $GN &wi -0.96
+ $GN &y[ 129.5
+ M7336 'MARKER' 'INTORG'
+ $GO %K? 95
+ $GO %K@ 129.5
+ $GO %KC 1
+ M7337 'MARKER' 'INTEND'
+ $GP %KA 1
+ $GP %KH 1
+ $GP %KO 1
+ $GP %KV 1
+ $GP %K] 1
+ $GP %Kd 1
+ $GP %Kk 1
+ $GP %Kr 1
+ $GP %Ky 1
+ $GP %L% 1
+ $GP %L, 1
+ $GP %L3 1
+ $GP %L: 1
+ $GP %LA 1
+ $GP %LH 1
+ $GP %LO 1
+ $GP %LV 1
+ $GP %L] 1
+ $GP %Ld 1
+ $GP %Lk 1
+ $GP %Lr 1
+ $GP %Ly 1
+ $GP %M% 1
+ $GP %M, 1
+ $GP %M3 1
+ $GP %M: 1
+ $GP %MA 1
+ $GP %MH 1
+ $GP %MO 1
+ $GP %MV -29
+ $GP %MX -1
+ $GP %MY -8.2436
+ $GP %MZ -14.4216
+ $GP %M] 30
+ $GP %M^ 1
+ $GP %M` 8.2436
+ $GP %Ma 14.4216
+ $GP %Mh 14.4216
+ $GP &wj -0.96
+ $GP &y\ 129.5
+ M7338 'MARKER' 'INTORG'
+ $GQ %KF 95
+ $GQ %KG 129.5
+ $GQ %KJ 1
+ M7339 'MARKER' 'INTEND'
+ $GR %KH 1
+ $GR %KO 1
+ $GR %KV 1
+ $GR %K] 1
+ $GR %Kd 1
+ $GR %Kk 1
+ $GR %Kr 1
+ $GR %Ky 1
+ $GR %L% 1
+ $GR %L, 1
+ $GR %L3 1
+ $GR %L: 1
+ $GR %LA 1
+ $GR %LH 1
+ $GR %LO 1
+ $GR %LV 1
+ $GR %L] 1
+ $GR %Ld 1
+ $GR %Lk 1
+ $GR %Lr 1
+ $GR %Ly 1
+ $GR %M% 1
+ $GR %M, 1
+ $GR %M3 1
+ $GR %M: 1
+ $GR %MA 1
+ $GR %MH 1
+ $GR %MO 1
+ $GR %MV 1
+ $GR %M] -29
+ $GR %M_ -1
+ $GR %M` -8.2436
+ $GR %Ma -14.4216
+ $GR %Md 30
+ $GR %Me 1
+ $GR %Mg 8.2436
+ $GR %Mh 14.4216
+ $GR %Mo 14.4216
+ $GR &wk -0.96
+ $GR &y] 129.5
+ M7340 'MARKER' 'INTORG'
+ $GS %KM 95
+ $GS %KN 129.5
+ $GS %KQ 1
+ M7341 'MARKER' 'INTEND'
+ $GT %KO 1
+ $GT %KV 1
+ $GT %K] 1
+ $GT %Kd 1
+ $GT %Kk 1
+ $GT %Kr 1
+ $GT %Ky 1
+ $GT %L% 1
+ $GT %L, 1
+ $GT %L3 1
+ $GT %L: 1
+ $GT %LA 1
+ $GT %LH 1
+ $GT %LO 1
+ $GT %LV 1
+ $GT %L] 1
+ $GT %Ld 1
+ $GT %Lk 1
+ $GT %Lr 1
+ $GT %Ly 1
+ $GT %M% 1
+ $GT %M, 1
+ $GT %M3 1
+ $GT %M: 1
+ $GT %MA 1
+ $GT %MH 1
+ $GT %MO 1
+ $GT %MV 1
+ $GT %M] 1
+ $GT %Md -29
+ $GT %Mf -1
+ $GT %Mg -8.2436
+ $GT %Mh -14.4216
+ $GT %Mk 30
+ $GT %Ml 1
+ $GT %Mn 8.2436
+ $GT %Mo 14.4216
+ $GT %Mv 14.4216
+ $GT &wl -0.96
+ $GT &y^ 129.5
+ M7342 'MARKER' 'INTORG'
+ $GU %KT 95
+ $GU %KU 129.5
+ $GU %KX 1
+ M7343 'MARKER' 'INTEND'
+ $GV %KV 1
+ $GV %K] 1
+ $GV %Kd 1
+ $GV %Kk 1
+ $GV %Kr 1
+ $GV %Ky 1
+ $GV %L% 1
+ $GV %L, 1
+ $GV %L3 1
+ $GV %L: 1
+ $GV %LA 1
+ $GV %LH 1
+ $GV %LO 1
+ $GV %LV 1
+ $GV %L] 1
+ $GV %Ld 1
+ $GV %Lk 1
+ $GV %Lr 1
+ $GV %Ly 1
+ $GV %M% 1
+ $GV %M, 1
+ $GV %M3 1
+ $GV %M: 1
+ $GV %MA 1
+ $GV %MH 1
+ $GV %MO 1
+ $GV %MV 1
+ $GV %M] 1
+ $GV %Md 1
+ $GV %Mk -29
+ $GV %Mm -1
+ $GV %Mn -8.2436
+ $GV %Mo -14.4216
+ $GV %Mr 30
+ $GV %Ms 1
+ $GV %Mu 8.2436
+ $GV %Mv 14.4216
+ $GV %N" 14.4216
+ $GV &wm -0.96
+ $GV &y_ 129.5
+ M7344 'MARKER' 'INTORG'
+ $GW %K[ 95
+ $GW %K\ 129.5
+ $GW %K_ 1
+ M7345 'MARKER' 'INTEND'
+ $GX %K] 1
+ $GX %Kd 1
+ $GX %Kk 1
+ $GX %Kr 1
+ $GX %Ky 1
+ $GX %L% 1
+ $GX %L, 1
+ $GX %L3 1
+ $GX %L: 1
+ $GX %LA 1
+ $GX %LH 1
+ $GX %LO 1
+ $GX %LV 1
+ $GX %L] 1
+ $GX %Ld 1
+ $GX %Lk 1
+ $GX %Lr 1
+ $GX %Ly 1
+ $GX %M% 1
+ $GX %M, 1
+ $GX %M3 1
+ $GX %M: 1
+ $GX %MA 1
+ $GX %MH 1
+ $GX %MO 1
+ $GX %MV 1
+ $GX %M] 1
+ $GX %Md 1
+ $GX %Mk 1
+ $GX %Mr -29
+ $GX %Mt -1
+ $GX %Mu -8.2436
+ $GX %Mv -14.4216
+ $GX %My 30
+ $GX %Mz 1
+ $GX %N! 8.2436
+ $GX %N" 14.4216
+ $GX %N) 14.4216
+ $GX &wn -0.96
+ $GX &y` 129.5
+ M7346 'MARKER' 'INTORG'
+ $GY %Kb 95
+ $GY %Kc 129.5
+ $GY %Kf 1
+ M7347 'MARKER' 'INTEND'
+ $GZ %Kd 1
+ $GZ %Kk 1
+ $GZ %Kr 1
+ $GZ %Ky 1
+ $GZ %L% 1
+ $GZ %L, 1
+ $GZ %L3 1
+ $GZ %L: 1
+ $GZ %LA 1
+ $GZ %LH 1
+ $GZ %LO 1
+ $GZ %LV 1
+ $GZ %L] 1
+ $GZ %Ld 1
+ $GZ %Lk 1
+ $GZ %Lr 1
+ $GZ %Ly 1
+ $GZ %M% 1
+ $GZ %M, 1
+ $GZ %M3 1
+ $GZ %M: 1
+ $GZ %MA 1
+ $GZ %MH 1
+ $GZ %MO 1
+ $GZ %MV 1
+ $GZ %M] 1
+ $GZ %Md 1
+ $GZ %Mk 1
+ $GZ %Mr 1
+ $GZ %My -29
+ $GZ %M{ -1
+ $GZ %N! -8.2436
+ $GZ %N" -14.4216
+ $GZ %N% 30
+ $GZ %N& 1
+ $GZ %N( 8.2436
+ $GZ %N) 14.4216
+ $GZ %N0 14.4216
+ $GZ &wo -0.96
+ $GZ &ya 129.5
+ M7348 'MARKER' 'INTORG'
+ $G[ %Ki 95
+ $G[ %Kj 129.5
+ $G[ %Km 1
+ M7349 'MARKER' 'INTEND'
+ $G\ %Kk 1
+ $G\ %Kr 1
+ $G\ %Ky 1
+ $G\ %L% 1
+ $G\ %L, 1
+ $G\ %L3 1
+ $G\ %L: 1
+ $G\ %LA 1
+ $G\ %LH 1
+ $G\ %LO 1
+ $G\ %LV 1
+ $G\ %L] 1
+ $G\ %Ld 1
+ $G\ %Lk 1
+ $G\ %Lr 1
+ $G\ %Ly 1
+ $G\ %M% 1
+ $G\ %M, 1
+ $G\ %M3 1
+ $G\ %M: 1
+ $G\ %MA 1
+ $G\ %MH 1
+ $G\ %MO 1
+ $G\ %MV 1
+ $G\ %M] 1
+ $G\ %Md 1
+ $G\ %Mk 1
+ $G\ %Mr 1
+ $G\ %My 1
+ $G\ %N% -29
+ $G\ %N' -1
+ $G\ %N( -8.2436
+ $G\ %N) -14.4216
+ $G\ %N, 30
+ $G\ %N- 1
+ $G\ %N/ 8.2436
+ $G\ %N0 14.4216
+ $G\ %N7 14.4216
+ $G\ &wp -0.96
+ $G\ &yb 129.5
+ M7350 'MARKER' 'INTORG'
+ $G] %Kp 95
+ $G] %Kq 129.5
+ $G] %Kt 1
+ M7351 'MARKER' 'INTEND'
+ $G^ %Kr 1
+ $G^ %Ky 1
+ $G^ %L% 1
+ $G^ %L, 1
+ $G^ %L3 1
+ $G^ %L: 1
+ $G^ %LA 1
+ $G^ %LH 1
+ $G^ %LO 1
+ $G^ %LV 1
+ $G^ %L] 1
+ $G^ %Ld 1
+ $G^ %Lk 1
+ $G^ %Lr 1
+ $G^ %Ly 1
+ $G^ %M% 1
+ $G^ %M, 1
+ $G^ %M3 1
+ $G^ %M: 1
+ $G^ %MA 1
+ $G^ %MH 1
+ $G^ %MO 1
+ $G^ %MV 1
+ $G^ %M] 1
+ $G^ %Md 1
+ $G^ %Mk 1
+ $G^ %Mr 1
+ $G^ %My 1
+ $G^ %N% 1
+ $G^ %N, -29
+ $G^ %N. -1
+ $G^ %N/ -8.2436
+ $G^ %N0 -14.4216
+ $G^ %N3 30
+ $G^ %N4 1
+ $G^ %N6 8.2436
+ $G^ %N7 14.4216
+ $G^ %N> 14.4216
+ $G^ &wq -0.96
+ $G^ &yc 129.5
+ M7352 'MARKER' 'INTORG'
+ $G_ %Kw 95
+ $G_ %Kx 129.5
+ $G_ %K{ 1
+ M7353 'MARKER' 'INTEND'
+ $G` %Ky 1
+ $G` %L% 1
+ $G` %L, 1
+ $G` %L3 1
+ $G` %L: 1
+ $G` %LA 1
+ $G` %LH 1
+ $G` %LO 1
+ $G` %LV 1
+ $G` %L] 1
+ $G` %Ld 1
+ $G` %Lk 1
+ $G` %Lr 1
+ $G` %Ly 1
+ $G` %M% 1
+ $G` %M, 1
+ $G` %M3 1
+ $G` %M: 1
+ $G` %MA 1
+ $G` %MH 1
+ $G` %MO 1
+ $G` %MV 1
+ $G` %M] 1
+ $G` %Md 1
+ $G` %Mk 1
+ $G` %Mr 1
+ $G` %My 1
+ $G` %N% 1
+ $G` %N, 1
+ $G` %N3 -29
+ $G` %N5 -1
+ $G` %N6 -8.2436
+ $G` %N7 -14.4216
+ $G` %N: 30
+ $G` %N; 1
+ $G` %N= 8.2436
+ $G` %N> 14.4216
+ $G` %NE 14.4216
+ $G` &wr -0.96
+ $G` &yd 129.5
+ M7354 'MARKER' 'INTORG'
+ $Ga %L# 95
+ $Ga %L$ 129.5
+ $Ga %L' 1
+ M7355 'MARKER' 'INTEND'
+ $Gb %L% 1
+ $Gb %L, 1
+ $Gb %L3 1
+ $Gb %L: 1
+ $Gb %LA 1
+ $Gb %LH 1
+ $Gb %LO 1
+ $Gb %LV 1
+ $Gb %L] 1
+ $Gb %Ld 1
+ $Gb %Lk 1
+ $Gb %Lr 1
+ $Gb %Ly 1
+ $Gb %M% 1
+ $Gb %M, 1
+ $Gb %M3 1
+ $Gb %M: 1
+ $Gb %MA 1
+ $Gb %MH 1
+ $Gb %MO 1
+ $Gb %MV 1
+ $Gb %M] 1
+ $Gb %Md 1
+ $Gb %Mk 1
+ $Gb %Mr 1
+ $Gb %My 1
+ $Gb %N% 1
+ $Gb %N, 1
+ $Gb %N3 1
+ $Gb %N: -29
+ $Gb %N< -1
+ $Gb %N= -8.2436
+ $Gb %N> -14.4216
+ $Gb %NA 30
+ $Gb %NB 1
+ $Gb %ND 8.2436
+ $Gb %NE 14.4216
+ $Gb %NL 14.4216
+ $Gb &ws -0.96
+ $Gb &ye 129.5
+ M7356 'MARKER' 'INTORG'
+ $Gc %L* 95
+ $Gc %L+ 129.5
+ $Gc %L. 1
+ M7357 'MARKER' 'INTEND'
+ $Gd %L, 1
+ $Gd %L3 1
+ $Gd %L: 1
+ $Gd %LA 1
+ $Gd %LH 1
+ $Gd %LO 1
+ $Gd %LV 1
+ $Gd %L] 1
+ $Gd %Ld 1
+ $Gd %Lk 1
+ $Gd %Lr 1
+ $Gd %Ly 1
+ $Gd %M% 1
+ $Gd %M, 1
+ $Gd %M3 1
+ $Gd %M: 1
+ $Gd %MA 1
+ $Gd %MH 1
+ $Gd %MO 1
+ $Gd %MV 1
+ $Gd %M] 1
+ $Gd %Md 1
+ $Gd %Mk 1
+ $Gd %Mr 1
+ $Gd %My 1
+ $Gd %N% 1
+ $Gd %N, 1
+ $Gd %N3 1
+ $Gd %N: 1
+ $Gd %NA -29
+ $Gd %NC -1
+ $Gd %ND -8.2436
+ $Gd %NE -14.4216
+ $Gd %NH 30
+ $Gd %NI 1
+ $Gd %NK 8.2436
+ $Gd %NL 14.4216
+ $Gd %NS 14.4216
+ $Gd &wt -0.96
+ $Gd &yf 129.5
+ M7358 'MARKER' 'INTORG'
+ $Ge %L1 95
+ $Ge %L2 129.5
+ $Ge %L5 1
+ M7359 'MARKER' 'INTEND'
+ $Gf %L3 1
+ $Gf %L: 1
+ $Gf %LA 1
+ $Gf %LH 1
+ $Gf %LO 1
+ $Gf %LV 1
+ $Gf %L] 1
+ $Gf %Ld 1
+ $Gf %Lk 1
+ $Gf %Lr 1
+ $Gf %Ly 1
+ $Gf %M% 1
+ $Gf %M, 1
+ $Gf %M3 1
+ $Gf %M: 1
+ $Gf %MA 1
+ $Gf %MH 1
+ $Gf %MO 1
+ $Gf %MV 1
+ $Gf %M] 1
+ $Gf %Md 1
+ $Gf %Mk 1
+ $Gf %Mr 1
+ $Gf %My 1
+ $Gf %N% 1
+ $Gf %N, 1
+ $Gf %N3 1
+ $Gf %N: 1
+ $Gf %NA 1
+ $Gf %NH -29
+ $Gf %NJ -1
+ $Gf %NK -8.2436
+ $Gf %NL -14.4216
+ $Gf %NO 30
+ $Gf %NP 1
+ $Gf %NR 8.2436
+ $Gf %NS 14.4216
+ $Gf %NZ 14.4216
+ $Gf &wu -0.96
+ $Gf &yg 129.5
+ M7360 'MARKER' 'INTORG'
+ $Gg %L8 95
+ $Gg %L9 129.5
+ $Gg %L< 1
+ M7361 'MARKER' 'INTEND'
+ $Gh %L: 1
+ $Gh %LA 1
+ $Gh %LH 1
+ $Gh %LO 1
+ $Gh %LV 1
+ $Gh %L] 1
+ $Gh %Ld 1
+ $Gh %Lk 1
+ $Gh %Lr 1
+ $Gh %Ly 1
+ $Gh %M% 1
+ $Gh %M, 1
+ $Gh %M3 1
+ $Gh %M: 1
+ $Gh %MA 1
+ $Gh %MH 1
+ $Gh %MO 1
+ $Gh %MV 1
+ $Gh %M] 1
+ $Gh %Md 1
+ $Gh %Mk 1
+ $Gh %Mr 1
+ $Gh %My 1
+ $Gh %N% 1
+ $Gh %N, 1
+ $Gh %N3 1
+ $Gh %N: 1
+ $Gh %NA 1
+ $Gh %NH 1
+ $Gh %NO -29
+ $Gh %NQ -1
+ $Gh %NR -8.2436
+ $Gh %NS -14.4216
+ $Gh %NV 30
+ $Gh %NW 1
+ $Gh %NY 8.2436
+ $Gh %NZ 14.4216
+ $Gh %Na 14.4216
+ $Gh &wv -0.96
+ $Gh &yh 129.5
+ M7362 'MARKER' 'INTORG'
+ $Gi %L? 95
+ $Gi %L@ 129.5
+ $Gi %LC 1
+ M7363 'MARKER' 'INTEND'
+ $Gj %LA 1
+ $Gj %LH 1
+ $Gj %LO 1
+ $Gj %LV 1
+ $Gj %L] 1
+ $Gj %Ld 1
+ $Gj %Lk 1
+ $Gj %Lr 1
+ $Gj %Ly 1
+ $Gj %M% 1
+ $Gj %M, 1
+ $Gj %M3 1
+ $Gj %M: 1
+ $Gj %MA 1
+ $Gj %MH 1
+ $Gj %MO 1
+ $Gj %MV 1
+ $Gj %M] 1
+ $Gj %Md 1
+ $Gj %Mk 1
+ $Gj %Mr 1
+ $Gj %My 1
+ $Gj %N% 1
+ $Gj %N, 1
+ $Gj %N3 1
+ $Gj %N: 1
+ $Gj %NA 1
+ $Gj %NH 1
+ $Gj %NO 1
+ $Gj %NV -29
+ $Gj %NX -1
+ $Gj %NY -8.2436
+ $Gj %NZ -14.4216
+ $Gj %N] 30
+ $Gj %N^ 1
+ $Gj %N` 8.2436
+ $Gj %Na 14.4216
+ $Gj %Nh 14.4216
+ $Gj &ww -0.96
+ $Gj &yi 129.5
+ M7364 'MARKER' 'INTORG'
+ $Gk %LF 95
+ $Gk %LG 129.5
+ $Gk %LJ 1
+ M7365 'MARKER' 'INTEND'
+ $Gl %LH 1
+ $Gl %LO 1
+ $Gl %LV 1
+ $Gl %L] 1
+ $Gl %Ld 1
+ $Gl %Lk 1
+ $Gl %Lr 1
+ $Gl %Ly 1
+ $Gl %M% 1
+ $Gl %M, 1
+ $Gl %M3 1
+ $Gl %M: 1
+ $Gl %MA 1
+ $Gl %MH 1
+ $Gl %MO 1
+ $Gl %MV 1
+ $Gl %M] 1
+ $Gl %Md 1
+ $Gl %Mk 1
+ $Gl %Mr 1
+ $Gl %My 1
+ $Gl %N% 1
+ $Gl %N, 1
+ $Gl %N3 1
+ $Gl %N: 1
+ $Gl %NA 1
+ $Gl %NH 1
+ $Gl %NO 1
+ $Gl %NV 1
+ $Gl %N] -29
+ $Gl %N_ -1
+ $Gl %N` -8.2436
+ $Gl %Na -14.4216
+ $Gl %Nd 30
+ $Gl %Ne 1
+ $Gl %Ng 8.2436
+ $Gl %Nh 14.4216
+ $Gl %No 14.4216
+ $Gl &wx -0.96
+ $Gl &yj 129.5
+ M7366 'MARKER' 'INTORG'
+ $Gm %LM 95
+ $Gm %LN 129.5
+ $Gm %LQ 1
+ M7367 'MARKER' 'INTEND'
+ $Gn %LO 1
+ $Gn %LV 1
+ $Gn %L] 1
+ $Gn %Ld 1
+ $Gn %Lk 1
+ $Gn %Lr 1
+ $Gn %Ly 1
+ $Gn %M% 1
+ $Gn %M, 1
+ $Gn %M3 1
+ $Gn %M: 1
+ $Gn %MA 1
+ $Gn %MH 1
+ $Gn %MO 1
+ $Gn %MV 1
+ $Gn %M] 1
+ $Gn %Md 1
+ $Gn %Mk 1
+ $Gn %Mr 1
+ $Gn %My 1
+ $Gn %N% 1
+ $Gn %N, 1
+ $Gn %N3 1
+ $Gn %N: 1
+ $Gn %NA 1
+ $Gn %NH 1
+ $Gn %NO 1
+ $Gn %NV 1
+ $Gn %N] 1
+ $Gn %Nd -29
+ $Gn %Nf -1
+ $Gn %Ng -8.2436
+ $Gn %Nh -14.4216
+ $Gn %Nk 30
+ $Gn %Nl 1
+ $Gn %Nn 8.2436
+ $Gn %No 14.4216
+ $Gn %Nv 14.4216
+ $Gn &wy -0.96
+ $Gn &yk 129.5
+ M7368 'MARKER' 'INTORG'
+ $Go %LT 95
+ $Go %LU 129.5
+ $Go %LX 1
+ M7369 'MARKER' 'INTEND'
+ $Gp %LV 1
+ $Gp %L] 1
+ $Gp %Ld 1
+ $Gp %Lk 1
+ $Gp %Lr 1
+ $Gp %Ly 1
+ $Gp %M% 1
+ $Gp %M, 1
+ $Gp %M3 1
+ $Gp %M: 1
+ $Gp %MA 1
+ $Gp %MH 1
+ $Gp %MO 1
+ $Gp %MV 1
+ $Gp %M] 1
+ $Gp %Md 1
+ $Gp %Mk 1
+ $Gp %Mr 1
+ $Gp %My 1
+ $Gp %N% 1
+ $Gp %N, 1
+ $Gp %N3 1
+ $Gp %N: 1
+ $Gp %NA 1
+ $Gp %NH 1
+ $Gp %NO 1
+ $Gp %NV 1
+ $Gp %N] 1
+ $Gp %Nd 1
+ $Gp %Nk -29
+ $Gp %Nm -1
+ $Gp %Nn -8.2436
+ $Gp %No -14.4216
+ $Gp %Nr 30
+ $Gp %Ns 1
+ $Gp %Nu 8.2436
+ $Gp %Nv 14.4216
+ $Gp %O" 14.4216
+ $Gp &wz -0.96
+ $Gp &yl 129.5
+ M7370 'MARKER' 'INTORG'
+ $Gq %L[ 95
+ $Gq %L\ 129.5
+ $Gq %L_ 1
+ M7371 'MARKER' 'INTEND'
+ $Gr %L] 1
+ $Gr %Ld 1
+ $Gr %Lk 1
+ $Gr %Lr 1
+ $Gr %Ly 1
+ $Gr %M% 1
+ $Gr %M, 1
+ $Gr %M3 1
+ $Gr %M: 1
+ $Gr %MA 1
+ $Gr %MH 1
+ $Gr %MO 1
+ $Gr %MV 1
+ $Gr %M] 1
+ $Gr %Md 1
+ $Gr %Mk 1
+ $Gr %Mr 1
+ $Gr %My 1
+ $Gr %N% 1
+ $Gr %N, 1
+ $Gr %N3 1
+ $Gr %N: 1
+ $Gr %NA 1
+ $Gr %NH 1
+ $Gr %NO 1
+ $Gr %NV 1
+ $Gr %N] 1
+ $Gr %Nd 1
+ $Gr %Nk 1
+ $Gr %Nr -29
+ $Gr %Nt -1
+ $Gr %Nu -8.2436
+ $Gr %Nv -14.4216
+ $Gr %Ny 30
+ $Gr %Nz 1
+ $Gr %O! 8.2436
+ $Gr %O" 14.4216
+ $Gr %O) 14.4216
+ $Gr &w{ -0.96
+ $Gr &ym 129.5
+ M7372 'MARKER' 'INTORG'
+ $Gs %Lb 95
+ $Gs %Lc 129.5
+ $Gs %Lf 1
+ M7373 'MARKER' 'INTEND'
+ $Gt %Ld 1
+ $Gt %Lk 1
+ $Gt %Lr 1
+ $Gt %Ly 1
+ $Gt %M% 1
+ $Gt %M, 1
+ $Gt %M3 1
+ $Gt %M: 1
+ $Gt %MA 1
+ $Gt %MH 1
+ $Gt %MO 1
+ $Gt %MV 1
+ $Gt %M] 1
+ $Gt %Md 1
+ $Gt %Mk 1
+ $Gt %Mr 1
+ $Gt %My 1
+ $Gt %N% 1
+ $Gt %N, 1
+ $Gt %N3 1
+ $Gt %N: 1
+ $Gt %NA 1
+ $Gt %NH 1
+ $Gt %NO 1
+ $Gt %NV 1
+ $Gt %N] 1
+ $Gt %Nd 1
+ $Gt %Nk 1
+ $Gt %Nr 1
+ $Gt %Ny -29
+ $Gt %N{ -1
+ $Gt %O! -8.2436
+ $Gt %O" -14.4216
+ $Gt %O% 30
+ $Gt %O& 1
+ $Gt %O( 8.2436
+ $Gt %O) 14.4216
+ $Gt %O0 14.4216
+ $Gt &x! -0.96
+ $Gt &yn 129.5
+ M7374 'MARKER' 'INTORG'
+ $Gu %Li 95
+ $Gu %Lj 129.5
+ $Gu %Lm 1
+ M7375 'MARKER' 'INTEND'
+ $Gv %Lk 1
+ $Gv %Lr 1
+ $Gv %Ly 1
+ $Gv %M% 1
+ $Gv %M, 1
+ $Gv %M3 1
+ $Gv %M: 1
+ $Gv %MA 1
+ $Gv %MH 1
+ $Gv %MO 1
+ $Gv %MV 1
+ $Gv %M] 1
+ $Gv %Md 1
+ $Gv %Mk 1
+ $Gv %Mr 1
+ $Gv %My 1
+ $Gv %N% 1
+ $Gv %N, 1
+ $Gv %N3 1
+ $Gv %N: 1
+ $Gv %NA 1
+ $Gv %NH 1
+ $Gv %NO 1
+ $Gv %NV 1
+ $Gv %N] 1
+ $Gv %Nd 1
+ $Gv %Nk 1
+ $Gv %Nr 1
+ $Gv %Ny 1
+ $Gv %O% -29
+ $Gv %O' -1
+ $Gv %O( -8.2436
+ $Gv %O) -14.4216
+ $Gv %O, 30
+ $Gv %O- 1
+ $Gv %O/ 8.2436
+ $Gv %O0 14.4216
+ $Gv %O7 14.4216
+ $Gv &x" -0.96
+ $Gv &yo 129.5
+ M7376 'MARKER' 'INTORG'
+ $Gw %Lp 95
+ $Gw %Lq 129.5
+ $Gw %Lt 1
+ M7377 'MARKER' 'INTEND'
+ $Gx %Lr 1
+ $Gx %Ly 1
+ $Gx %M% 1
+ $Gx %M, 1
+ $Gx %M3 1
+ $Gx %M: 1
+ $Gx %MA 1
+ $Gx %MH 1
+ $Gx %MO 1
+ $Gx %MV 1
+ $Gx %M] 1
+ $Gx %Md 1
+ $Gx %Mk 1
+ $Gx %Mr 1
+ $Gx %My 1
+ $Gx %N% 1
+ $Gx %N, 1
+ $Gx %N3 1
+ $Gx %N: 1
+ $Gx %NA 1
+ $Gx %NH 1
+ $Gx %NO 1
+ $Gx %NV 1
+ $Gx %N] 1
+ $Gx %Nd 1
+ $Gx %Nk 1
+ $Gx %Nr 1
+ $Gx %Ny 1
+ $Gx %O% 1
+ $Gx %O, -29
+ $Gx %O. -1
+ $Gx %O/ -8.2436
+ $Gx %O0 -14.4216
+ $Gx %O3 30
+ $Gx %O4 1
+ $Gx %O6 8.2436
+ $Gx %O7 14.4216
+ $Gx %O> 14.4216
+ $Gx &x# -0.96
+ $Gx &yp 129.5
+ M7378 'MARKER' 'INTORG'
+ $Gy %Lw 95
+ $Gy %Lx 129.5
+ $Gy %L{ 1
+ M7379 'MARKER' 'INTEND'
+ $Gz %Ly 1
+ $Gz %M% 1
+ $Gz %M, 1
+ $Gz %M3 1
+ $Gz %M: 1
+ $Gz %MA 1
+ $Gz %MH 1
+ $Gz %MO 1
+ $Gz %MV 1
+ $Gz %M] 1
+ $Gz %Md 1
+ $Gz %Mk 1
+ $Gz %Mr 1
+ $Gz %My 1
+ $Gz %N% 1
+ $Gz %N, 1
+ $Gz %N3 1
+ $Gz %N: 1
+ $Gz %NA 1
+ $Gz %NH 1
+ $Gz %NO 1
+ $Gz %NV 1
+ $Gz %N] 1
+ $Gz %Nd 1
+ $Gz %Nk 1
+ $Gz %Nr 1
+ $Gz %Ny 1
+ $Gz %O% 1
+ $Gz %O, 1
+ $Gz %O3 -29
+ $Gz %O5 -1
+ $Gz %O6 -8.2436
+ $Gz %O7 -14.4216
+ $Gz %O: 30
+ $Gz %O; 1
+ $Gz %O= 8.2436
+ $Gz %O> 14.4216
+ $Gz %OE 14.4216
+ $Gz &x$ -0.96
+ $Gz &yq 129.5
+ M7380 'MARKER' 'INTORG'
+ $G{ %M# 95
+ $G{ %M$ 129.5
+ $G{ %M' 1
+ M7381 'MARKER' 'INTEND'
+ $H! %M% 1
+ $H! %M, 1
+ $H! %M3 1
+ $H! %M: 1
+ $H! %MA 1
+ $H! %MH 1
+ $H! %MO 1
+ $H! %MV 1
+ $H! %M] 1
+ $H! %Md 1
+ $H! %Mk 1
+ $H! %Mr 1
+ $H! %My 1
+ $H! %N% 1
+ $H! %N, 1
+ $H! %N3 1
+ $H! %N: 1
+ $H! %NA 1
+ $H! %NH 1
+ $H! %NO 1
+ $H! %NV 1
+ $H! %N] 1
+ $H! %Nd 1
+ $H! %Nk 1
+ $H! %Nr 1
+ $H! %Ny 1
+ $H! %O% 1
+ $H! %O, 1
+ $H! %O3 1
+ $H! %O: -29
+ $H! %O< -1
+ $H! %O= -8.2436
+ $H! %O> -14.4216
+ $H! %OA 30
+ $H! %OB 1
+ $H! %OD 8.2436
+ $H! %OE 14.4216
+ $H! %OL 14.4216
+ $H! &x% -0.96
+ $H! &yr 129.5
+ M7382 'MARKER' 'INTORG'
+ $H" %M* 95
+ $H" %M+ 129.5
+ $H" %M. 1
+ M7383 'MARKER' 'INTEND'
+ $H# %M, 1
+ $H# %M3 1
+ $H# %M: 1
+ $H# %MA 1
+ $H# %MH 1
+ $H# %MO 1
+ $H# %MV 1
+ $H# %M] 1
+ $H# %Md 1
+ $H# %Mk 1
+ $H# %Mr 1
+ $H# %My 1
+ $H# %N% 1
+ $H# %N, 1
+ $H# %N3 1
+ $H# %N: 1
+ $H# %NA 1
+ $H# %NH 1
+ $H# %NO 1
+ $H# %NV 1
+ $H# %N] 1
+ $H# %Nd 1
+ $H# %Nk 1
+ $H# %Nr 1
+ $H# %Ny 1
+ $H# %O% 1
+ $H# %O, 1
+ $H# %O3 1
+ $H# %O: 1
+ $H# %OA -29
+ $H# %OC -1
+ $H# %OD -8.2436
+ $H# %OE -14.4216
+ $H# %OH 30
+ $H# %OI 1
+ $H# %OK 8.2436
+ $H# %OL 14.4216
+ $H# %OS 14.4216
+ $H# &x& -0.96
+ $H# &ys 129.5
+ M7384 'MARKER' 'INTORG'
+ $H$ %M1 95
+ $H$ %M2 129.5
+ $H$ %M5 1
+ M7385 'MARKER' 'INTEND'
+ $H% %M3 1
+ $H% %M: 1
+ $H% %MA 1
+ $H% %MH 1
+ $H% %MO 1
+ $H% %MV 1
+ $H% %M] 1
+ $H% %Md 1
+ $H% %Mk 1
+ $H% %Mr 1
+ $H% %My 1
+ $H% %N% 1
+ $H% %N, 1
+ $H% %N3 1
+ $H% %N: 1
+ $H% %NA 1
+ $H% %NH 1
+ $H% %NO 1
+ $H% %NV 1
+ $H% %N] 1
+ $H% %Nd 1
+ $H% %Nk 1
+ $H% %Nr 1
+ $H% %Ny 1
+ $H% %O% 1
+ $H% %O, 1
+ $H% %O3 1
+ $H% %O: 1
+ $H% %OA 1
+ $H% %OH -29
+ $H% %OJ -1
+ $H% %OK -8.2436
+ $H% %OL -14.4216
+ $H% %OO 30
+ $H% %OP 1
+ $H% %OR 8.2436
+ $H% %OS 14.4216
+ $H% %OZ 14.4216
+ $H% &x' -0.96
+ $H% &yt 129.5
+ M7386 'MARKER' 'INTORG'
+ $H& %M8 95
+ $H& %M9 129.5
+ $H& %M< 1
+ M7387 'MARKER' 'INTEND'
+ $H' %M: 1
+ $H' %MA 1
+ $H' %MH 1
+ $H' %MO 1
+ $H' %MV 1
+ $H' %M] 1
+ $H' %Md 1
+ $H' %Mk 1
+ $H' %Mr 1
+ $H' %My 1
+ $H' %N% 1
+ $H' %N, 1
+ $H' %N3 1
+ $H' %N: 1
+ $H' %NA 1
+ $H' %NH 1
+ $H' %NO 1
+ $H' %NV 1
+ $H' %N] 1
+ $H' %Nd 1
+ $H' %Nk 1
+ $H' %Nr 1
+ $H' %Ny 1
+ $H' %O% 1
+ $H' %O, 1
+ $H' %O3 1
+ $H' %O: 1
+ $H' %OA 1
+ $H' %OH 1
+ $H' %OO -29
+ $H' %OQ -1
+ $H' %OR -8.2436
+ $H' %OS -14.4216
+ $H' %OV 30
+ $H' %OW 1
+ $H' %OY 8.2436
+ $H' %OZ 14.4216
+ $H' %Oa 14.4216
+ $H' &x( -0.96
+ $H' &yu 129.5
+ M7388 'MARKER' 'INTORG'
+ $H( %M? 95
+ $H( %M@ 129.5
+ $H( %MC 1
+ M7389 'MARKER' 'INTEND'
+ $H) %MA 1
+ $H) %MH 1
+ $H) %MO 1
+ $H) %MV 1
+ $H) %M] 1
+ $H) %Md 1
+ $H) %Mk 1
+ $H) %Mr 1
+ $H) %My 1
+ $H) %N% 1
+ $H) %N, 1
+ $H) %N3 1
+ $H) %N: 1
+ $H) %NA 1
+ $H) %NH 1
+ $H) %NO 1
+ $H) %NV 1
+ $H) %N] 1
+ $H) %Nd 1
+ $H) %Nk 1
+ $H) %Nr 1
+ $H) %Ny 1
+ $H) %O% 1
+ $H) %O, 1
+ $H) %O3 1
+ $H) %O: 1
+ $H) %OA 1
+ $H) %OH 1
+ $H) %OO 1
+ $H) %OV -29
+ $H) %OX -1
+ $H) %OY -8.2436
+ $H) %OZ -14.4216
+ $H) %O] 30
+ $H) %O^ 1
+ $H) %O` 8.2436
+ $H) %Oa 14.4216
+ $H) %Oh 14.4216
+ $H) &x) -0.96
+ $H) &yv 129.5
+ M7390 'MARKER' 'INTORG'
+ $H* %MF 95
+ $H* %MG 129.5
+ $H* %MJ 1
+ M7391 'MARKER' 'INTEND'
+ $H+ %MH 1
+ $H+ %MO 1
+ $H+ %MV 1
+ $H+ %M] 1
+ $H+ %Md 1
+ $H+ %Mk 1
+ $H+ %Mr 1
+ $H+ %My 1
+ $H+ %N% 1
+ $H+ %N, 1
+ $H+ %N3 1
+ $H+ %N: 1
+ $H+ %NA 1
+ $H+ %NH 1
+ $H+ %NO 1
+ $H+ %NV 1
+ $H+ %N] 1
+ $H+ %Nd 1
+ $H+ %Nk 1
+ $H+ %Nr 1
+ $H+ %Ny 1
+ $H+ %O% 1
+ $H+ %O, 1
+ $H+ %O3 1
+ $H+ %O: 1
+ $H+ %OA 1
+ $H+ %OH 1
+ $H+ %OO 1
+ $H+ %OV 1
+ $H+ %O] -29
+ $H+ %O_ -1
+ $H+ %O` -8.2436
+ $H+ %Oa -14.4216
+ $H+ %Od 30
+ $H+ %Oe 1
+ $H+ %Og 8.2436
+ $H+ %Oh 14.4216
+ $H+ %Oo 14.4216
+ $H+ &x* -0.96
+ $H+ &yw 129.5
+ M7392 'MARKER' 'INTORG'
+ $H, %MM 95
+ $H, %MN 129.5
+ $H, %MQ 1
+ M7393 'MARKER' 'INTEND'
+ $H- %MO 1
+ $H- %MV 1
+ $H- %M] 1
+ $H- %Md 1
+ $H- %Mk 1
+ $H- %Mr 1
+ $H- %My 1
+ $H- %N% 1
+ $H- %N, 1
+ $H- %N3 1
+ $H- %N: 1
+ $H- %NA 1
+ $H- %NH 1
+ $H- %NO 1
+ $H- %NV 1
+ $H- %N] 1
+ $H- %Nd 1
+ $H- %Nk 1
+ $H- %Nr 1
+ $H- %Ny 1
+ $H- %O% 1
+ $H- %O, 1
+ $H- %O3 1
+ $H- %O: 1
+ $H- %OA 1
+ $H- %OH 1
+ $H- %OO 1
+ $H- %OV 1
+ $H- %O] 1
+ $H- %Od -29
+ $H- %Of -1
+ $H- %Og -8.2436
+ $H- %Oh -14.4216
+ $H- %Ok 30
+ $H- %Ol 1
+ $H- %On 8.2436
+ $H- %Oo 14.4216
+ $H- %Ov 14.4216
+ $H- &x+ -0.96
+ $H- &yx 129.5
+ M7394 'MARKER' 'INTORG'
+ $H. %MT 95
+ $H. %MU 129.5
+ $H. %MX 1
+ M7395 'MARKER' 'INTEND'
+ $H/ %MV 1
+ $H/ %M] 1
+ $H/ %Md 1
+ $H/ %Mk 1
+ $H/ %Mr 1
+ $H/ %My 1
+ $H/ %N% 1
+ $H/ %N, 1
+ $H/ %N3 1
+ $H/ %N: 1
+ $H/ %NA 1
+ $H/ %NH 1
+ $H/ %NO 1
+ $H/ %NV 1
+ $H/ %N] 1
+ $H/ %Nd 1
+ $H/ %Nk 1
+ $H/ %Nr 1
+ $H/ %Ny 1
+ $H/ %O% 1
+ $H/ %O, 1
+ $H/ %O3 1
+ $H/ %O: 1
+ $H/ %OA 1
+ $H/ %OH 1
+ $H/ %OO 1
+ $H/ %OV 1
+ $H/ %O] 1
+ $H/ %Od 1
+ $H/ %Ok -29
+ $H/ %Om -1
+ $H/ %On -8.2436
+ $H/ %Oo -14.4216
+ $H/ %Or 30
+ $H/ %Os 1
+ $H/ %Ou 8.2436
+ $H/ %Ov 14.4216
+ $H/ %P" 14.4216
+ $H/ &x, -0.96
+ $H/ &yy 129.5
+ M7396 'MARKER' 'INTORG'
+ $H0 %M[ 95
+ $H0 %M\ 129.5
+ $H0 %M_ 1
+ M7397 'MARKER' 'INTEND'
+ $H1 %M] 1
+ $H1 %Md 1
+ $H1 %Mk 1
+ $H1 %Mr 1
+ $H1 %My 1
+ $H1 %N% 1
+ $H1 %N, 1
+ $H1 %N3 1
+ $H1 %N: 1
+ $H1 %NA 1
+ $H1 %NH 1
+ $H1 %NO 1
+ $H1 %NV 1
+ $H1 %N] 1
+ $H1 %Nd 1
+ $H1 %Nk 1
+ $H1 %Nr 1
+ $H1 %Ny 1
+ $H1 %O% 1
+ $H1 %O, 1
+ $H1 %O3 1
+ $H1 %O: 1
+ $H1 %OA 1
+ $H1 %OH 1
+ $H1 %OO 1
+ $H1 %OV 1
+ $H1 %O] 1
+ $H1 %Od 1
+ $H1 %Ok 1
+ $H1 %Or -29
+ $H1 %Ot -1
+ $H1 %Ou -8.2436
+ $H1 %Ov -14.4216
+ $H1 %Oy 30
+ $H1 %Oz 1
+ $H1 %P! 8.2436
+ $H1 %P" 14.4216
+ $H1 %P) 14.4216
+ $H1 &x- -0.96
+ $H1 &yz 129.5
+ M7398 'MARKER' 'INTORG'
+ $H2 %Mb 95
+ $H2 %Mc 129.5
+ $H2 %Mf 1
+ M7399 'MARKER' 'INTEND'
+ $H3 %Md 1
+ $H3 %Mk 1
+ $H3 %Mr 1
+ $H3 %My 1
+ $H3 %N% 1
+ $H3 %N, 1
+ $H3 %N3 1
+ $H3 %N: 1
+ $H3 %NA 1
+ $H3 %NH 1
+ $H3 %NO 1
+ $H3 %NV 1
+ $H3 %N] 1
+ $H3 %Nd 1
+ $H3 %Nk 1
+ $H3 %Nr 1
+ $H3 %Ny 1
+ $H3 %O% 1
+ $H3 %O, 1
+ $H3 %O3 1
+ $H3 %O: 1
+ $H3 %OA 1
+ $H3 %OH 1
+ $H3 %OO 1
+ $H3 %OV 1
+ $H3 %O] 1
+ $H3 %Od 1
+ $H3 %Ok 1
+ $H3 %Or 1
+ $H3 %Oy -29
+ $H3 %O{ -1
+ $H3 %P! -8.2436
+ $H3 %P" -14.4216
+ $H3 %P% 30
+ $H3 %P& 1
+ $H3 %P( 8.2436
+ $H3 %P) 14.4216
+ $H3 %P0 14.4216
+ $H3 &x. -0.96
+ $H3 &y{ 129.5
+ M7400 'MARKER' 'INTORG'
+ $H4 %Mi 95
+ $H4 %Mj 129.5
+ $H4 %Mm 1
+ M7401 'MARKER' 'INTEND'
+ $H5 %Mk 1
+ $H5 %Mr 1
+ $H5 %My 1
+ $H5 %N% 1
+ $H5 %N, 1
+ $H5 %N3 1
+ $H5 %N: 1
+ $H5 %NA 1
+ $H5 %NH 1
+ $H5 %NO 1
+ $H5 %NV 1
+ $H5 %N] 1
+ $H5 %Nd 1
+ $H5 %Nk 1
+ $H5 %Nr 1
+ $H5 %Ny 1
+ $H5 %O% 1
+ $H5 %O, 1
+ $H5 %O3 1
+ $H5 %O: 1
+ $H5 %OA 1
+ $H5 %OH 1
+ $H5 %OO 1
+ $H5 %OV 1
+ $H5 %O] 1
+ $H5 %Od 1
+ $H5 %Ok 1
+ $H5 %Or 1
+ $H5 %Oy 1
+ $H5 %P% -29
+ $H5 %P' -1
+ $H5 %P( -8.2436
+ $H5 %P) -14.4216
+ $H5 %P, 30
+ $H5 %P- 1
+ $H5 %P/ 8.2436
+ $H5 %P0 14.4216
+ $H5 %P7 14.4216
+ $H5 &x/ -0.96
+ $H5 &z! 129.5
+ M7402 'MARKER' 'INTORG'
+ $H6 %Mp 95
+ $H6 %Mq 129.5
+ $H6 %Mt 1
+ M7403 'MARKER' 'INTEND'
+ $H7 %Mr 1
+ $H7 %My 1
+ $H7 %N% 1
+ $H7 %N, 1
+ $H7 %N3 1
+ $H7 %N: 1
+ $H7 %NA 1
+ $H7 %NH 1
+ $H7 %NO 1
+ $H7 %NV 1
+ $H7 %N] 1
+ $H7 %Nd 1
+ $H7 %Nk 1
+ $H7 %Nr 1
+ $H7 %Ny 1
+ $H7 %O% 1
+ $H7 %O, 1
+ $H7 %O3 1
+ $H7 %O: 1
+ $H7 %OA 1
+ $H7 %OH 1
+ $H7 %OO 1
+ $H7 %OV 1
+ $H7 %O] 1
+ $H7 %Od 1
+ $H7 %Ok 1
+ $H7 %Or 1
+ $H7 %Oy 1
+ $H7 %P% 1
+ $H7 %P, -29
+ $H7 %P. -1
+ $H7 %P/ -8.2436
+ $H7 %P0 -14.4216
+ $H7 %P3 30
+ $H7 %P4 1
+ $H7 %P6 8.2436
+ $H7 %P7 14.4216
+ $H7 %P> 14.4216
+ $H7 &x0 -0.96
+ $H7 &z" 129.5
+ M7404 'MARKER' 'INTORG'
+ $H8 %Mw 95
+ $H8 %Mx 129.5
+ $H8 %M{ 1
+ M7405 'MARKER' 'INTEND'
+ $H9 %My 1
+ $H9 %N% 1
+ $H9 %N, 1
+ $H9 %N3 1
+ $H9 %N: 1
+ $H9 %NA 1
+ $H9 %NH 1
+ $H9 %NO 1
+ $H9 %NV 1
+ $H9 %N] 1
+ $H9 %Nd 1
+ $H9 %Nk 1
+ $H9 %Nr 1
+ $H9 %Ny 1
+ $H9 %O% 1
+ $H9 %O, 1
+ $H9 %O3 1
+ $H9 %O: 1
+ $H9 %OA 1
+ $H9 %OH 1
+ $H9 %OO 1
+ $H9 %OV 1
+ $H9 %O] 1
+ $H9 %Od 1
+ $H9 %Ok 1
+ $H9 %Or 1
+ $H9 %Oy 1
+ $H9 %P% 1
+ $H9 %P, 1
+ $H9 %P3 -29
+ $H9 %P5 -1
+ $H9 %P6 -8.2436
+ $H9 %P7 -14.4216
+ $H9 %P: 30
+ $H9 %P; 1
+ $H9 %P= 8.2436
+ $H9 %P> 14.4216
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+ $H9 &x1 -0.96
+ $H9 &z# 129.5
+ M7406 'MARKER' 'INTORG'
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+ $H: %N' 1
+ M7407 'MARKER' 'INTEND'
+ $H; %N% 1
+ $H; %N, 1
+ $H; %N3 1
+ $H; %N: 1
+ $H; %NA 1
+ $H; %NH 1
+ $H; %NO 1
+ $H; %NV 1
+ $H; %N] 1
+ $H; %Nd 1
+ $H; %Nk 1
+ $H; %Nr 1
+ $H; %Ny 1
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+ $H; %P3 1
+ $H; %P: -29
+ $H; %P< -1
+ $H; %P= -8.2436
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+ $H; &z$ 129.5
+ M7408 'MARKER' 'INTORG'
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+ $H< %N. 1
+ M7409 'MARKER' 'INTEND'
+ $H= %N, 1
+ $H= %N3 1
+ $H= %N: 1
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+ $H= &z% 129.5
+ M7410 'MARKER' 'INTORG'
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+ M7411 'MARKER' 'INTEND'
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+ $H@ %N< 1
+ M7413 'MARKER' 'INTEND'
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+ M7416 'MARKER' 'INTORG'
+ $HD %NF 95
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+ M7417 'MARKER' 'INTEND'
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+ M7418 'MARKER' 'INTORG'
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+ M7420 'MARKER' 'INTORG'
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+ M7421 'MARKER' 'INTEND'
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+ M7422 'MARKER' 'INTORG'
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+ M7423 'MARKER' 'INTEND'
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+ $HK %Q" 14.4216
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+ M7424 'MARKER' 'INTORG'
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+ M7425 'MARKER' 'INTEND'
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+ M7426 'MARKER' 'INTORG'
+ $HN %Ni 95
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+ $HN %Nm 1
+ M7427 'MARKER' 'INTEND'
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+ M7428 'MARKER' 'INTORG'
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+ M7429 'MARKER' 'INTEND'
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+ $HQ %Q7 14.4216
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+ M7430 'MARKER' 'INTORG'
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+ M7431 'MARKER' 'INTEND'
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+ M7432 'MARKER' 'INTORG'
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+ M7433 'MARKER' 'INTEND'
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+ M7434 'MARKER' 'INTORG'
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+ M7435 'MARKER' 'INTEND'
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+ M7436 'MARKER' 'INTORG'
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+ M7437 'MARKER' 'INTEND'
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+ M7438 'MARKER' 'INTORG'
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+ $HZ %O< 1
+ M7439 'MARKER' 'INTEND'
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+ $H[ %QZ 14.4216
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+ $H[ &xB -0.96
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+ M7440 'MARKER' 'INTORG'
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+ $H\ %OC 1
+ M7441 'MARKER' 'INTEND'
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+ $H] %Qa 14.4216
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+ $H] &xC -0.96
+ $H] &z5 129.5
+ M7442 'MARKER' 'INTORG'
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+ $H^ %OJ 1
+ M7443 'MARKER' 'INTEND'
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+ $H_ %PO 1
+ $H_ %PV 1
+ $H_ %P] 1
+ $H_ %Pd 1
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+ M7886 'MARKER' 'INTORG'
+ $N' %c, 310
+ $N' %c. 328
+ $N' %c2 1
+ $N( %c- 328.1
+ $N( %c/ 400
+ $N( %c2 1
+ M7887 'MARKER' 'INTEND'
+ $N) %c1 1
+ $N) %c: -1
+ $N) %c; -1
+ $N) %c< -8.2436
+ $N) %c= -14.4216
+ $N) %cB 1
+ $N) %cC 2
+ $N) %cE 8.2436
+ $N) %cF 14.4216
+ $N) %cO 14.4216
+ $N) %cX 14.4216
+ $N) &w/ -6.5
+ $N) &y! 400
+ M7888 'MARKER' 'INTORG'
+ $N* %c5 310
+ $N* %c7 328
+ $N* %c; 1
+ $N+ %c6 328.1
+ $N+ %c8 400
+ $N+ %c; 1
+ M7889 'MARKER' 'INTEND'
+ $N, %c: 1
+ $N, %cC -1
+ $N, %cD -1
+ $N, %cE -8.2436
+ $N, %cF -14.4216
+ $N, %cK 1
+ $N, %cL 2
+ $N, %cN 8.2436
+ $N, %cO 14.4216
+ $N, %cX 14.4216
+ $N, %ca 14.4216
+ $N, &w0 -6.5
+ $N, &y" 400
+ M7890 'MARKER' 'INTORG'
+ $N- %c> 310
+ $N- %c@ 328
+ $N- %cD 1
+ $N. %c? 328.1
+ $N. %cA 400
+ $N. %cD 1
+ M7891 'MARKER' 'INTEND'
+ $N/ %cC 1
+ $N/ %cL -1
+ $N/ %cM -1
+ $N/ %cN -8.2436
+ $N/ %cO -14.4216
+ $N/ %cT 1
+ $N/ %cU 2
+ $N/ %cW 8.2436
+ $N/ %cX 14.4216
+ $N/ %ca 14.4216
+ $N/ %cj 14.4216
+ $N/ &w1 -6.5
+ $N/ &y# 400
+ M7892 'MARKER' 'INTORG'
+ $N0 %cG 310
+ $N0 %cI 328
+ $N0 %cM 1
+ $N1 %cH 328.1
+ $N1 %cJ 400
+ $N1 %cM 1
+ M7893 'MARKER' 'INTEND'
+ $N2 %cL 1
+ $N2 %cU -1
+ $N2 %cV -1
+ $N2 %cW -8.2436
+ $N2 %cX -14.4216
+ $N2 %c] 1
+ $N2 %c^ 2
+ $N2 %c` 8.2436
+ $N2 %ca 14.4216
+ $N2 %cj 14.4216
+ $N2 %cs 14.4216
+ $N2 &w2 -6.5
+ $N2 &y$ 400
+ M7894 'MARKER' 'INTORG'
+ $N3 %cP 310
+ $N3 %cR 328
+ $N3 %cV 1
+ $N4 %cQ 328.1
+ $N4 %cS 400
+ $N4 %cV 1
+ M7895 'MARKER' 'INTEND'
+ $N5 %cU 1
+ $N5 %c^ -1
+ $N5 %c_ -1
+ $N5 %c` -8.2436
+ $N5 %ca -14.4216
+ $N5 %cf 1
+ $N5 %cg 2
+ $N5 %ci 8.2436
+ $N5 %cj 14.4216
+ $N5 %cs 14.4216
+ $N5 %d! 14.4216
+ $N5 &w3 -6.5
+ $N5 &y% 400
+ M7896 'MARKER' 'INTORG'
+ $N6 %cY 310
+ $N6 %c[ 328
+ $N6 %c_ 1
+ $N7 %cZ 328.1
+ $N7 %c\ 400
+ $N7 %c_ 1
+ M7897 'MARKER' 'INTEND'
+ $N8 %c^ 1
+ $N8 %cg -1
+ $N8 %ch -1
+ $N8 %ci -8.2436
+ $N8 %cj -14.4216
+ $N8 %co 1
+ $N8 %cp 2
+ $N8 %cr 8.2436
+ $N8 %cs 14.4216
+ $N8 %d! 14.4216
+ $N8 %d* 14.4216
+ $N8 &w4 -6.5
+ $N8 &y& 400
+ M7898 'MARKER' 'INTORG'
+ $N9 %cb 310
+ $N9 %cd 328
+ $N9 %ch 1
+ $N: %cc 328.1
+ $N: %ce 400
+ $N: %ch 1
+ M7899 'MARKER' 'INTEND'
+ $N; %cg 1
+ $N; %cp -1
+ $N; %cq -1
+ $N; %cr -8.2436
+ $N; %cs -14.4216
+ $N; %cx 1
+ $N; %cy 2
+ $N; %c{ 8.2436
+ $N; %d! 14.4216
+ $N; %d* 14.4216
+ $N; %d3 14.4216
+ $N; &w5 -6.5
+ $N; &y' 400
+ M7900 'MARKER' 'INTORG'
+ $N< %ck 310
+ $N< %cm 328
+ $N< %cq 1
+ $N= %cl 328.1
+ $N= %cn 400
+ $N= %cq 1
+ M7901 'MARKER' 'INTEND'
+ $N> %cp 1
+ $N> %cy -1
+ $N> %cz -1
+ $N> %c{ -8.2436
+ $N> %d! -14.4216
+ $N> %d& 1
+ $N> %d' 2
+ $N> %d) 8.2436
+ $N> %d* 14.4216
+ $N> %d3 14.4216
+ $N> %d< 14.4216
+ $N> &w6 -6.5
+ $N> &y( 400
+ M7902 'MARKER' 'INTORG'
+ $N? %ct 310
+ $N? %cv 328
+ $N? %cz 1
+ $N@ %cu 328.1
+ $N@ %cw 400
+ $N@ %cz 1
+ M7903 'MARKER' 'INTEND'
+ $NA %cy 1
+ $NA %d' -1
+ $NA %d( -1
+ $NA %d) -8.2436
+ $NA %d* -14.4216
+ $NA %d/ 1
+ $NA %d0 2
+ $NA %d2 8.2436
+ $NA %d3 14.4216
+ $NA %d< 14.4216
+ $NA %dE 14.4216
+ $NA &w7 -6.5
+ $NA &y) 400
+ M7904 'MARKER' 'INTORG'
+ $NB %d" 310
+ $NB %d$ 328
+ $NB %d( 1
+ $NC %d# 328.1
+ $NC %d% 400
+ $NC %d( 1
+ M7905 'MARKER' 'INTEND'
+ $ND %d' 1
+ $ND %d0 -1
+ $ND %d1 -1
+ $ND %d2 -8.2436
+ $ND %d3 -14.4216
+ $ND %d8 1
+ $ND %d9 2
+ $ND %d; 8.2436
+ $ND %d< 14.4216
+ $ND %dE 14.4216
+ $ND %dN 14.4216
+ $ND &w8 -6.5
+ $ND &y* 400
+ M7906 'MARKER' 'INTORG'
+ $NE %d+ 310
+ $NE %d- 328
+ $NE %d1 1
+ $NF %d, 328.1
+ $NF %d. 400
+ $NF %d1 1
+ M7907 'MARKER' 'INTEND'
+ $NG %d0 1
+ $NG %d9 -1
+ $NG %d: -1
+ $NG %d; -8.2436
+ $NG %d< -14.4216
+ $NG %dA 1
+ $NG %dB 2
+ $NG %dD 8.2436
+ $NG %dE 14.4216
+ $NG %dN 14.4216
+ $NG %dW 14.4216
+ $NG &w9 -6.5
+ $NG &y+ 400
+ M7908 'MARKER' 'INTORG'
+ $NH %d4 310
+ $NH %d6 328
+ $NH %d: 1
+ $NI %d5 328.1
+ $NI %d7 400
+ $NI %d: 1
+ M7909 'MARKER' 'INTEND'
+ $NJ %d9 1
+ $NJ %dB -1
+ $NJ %dC -1
+ $NJ %dD -8.2436
+ $NJ %dE -14.4216
+ $NJ %dJ 1
+ $NJ %dK 2
+ $NJ %dM 8.2436
+ $NJ %dN 14.4216
+ $NJ %dW 14.4216
+ $NJ %d` 14.4216
+ $NJ &w: -6.5
+ $NJ &y, 400
+ M7910 'MARKER' 'INTORG'
+ $NK %d= 310
+ $NK %d? 328
+ $NK %dC 1
+ $NL %d> 328.1
+ $NL %d@ 400
+ $NL %dC 1
+ M7911 'MARKER' 'INTEND'
+ $NM %dB 1
+ $NM %dK -1
+ $NM %dL -1
+ $NM %dM -8.2436
+ $NM %dN -14.4216
+ $NM %dS 1
+ $NM %dT 2
+ $NM %dV 8.2436
+ $NM %dW 14.4216
+ $NM %d` 14.4216
+ $NM %di 14.4216
+ $NM &w; -6.5
+ $NM &y- 400
+ M7912 'MARKER' 'INTORG'
+ $NN %dF 310
+ $NN %dH 328
+ $NN %dL 1
+ $NO %dG 328.1
+ $NO %dI 400
+ $NO %dL 1
+ M7913 'MARKER' 'INTEND'
+ $NP %dK 1
+ $NP %dT -1
+ $NP %dU -1
+ $NP %dV -8.2436
+ $NP %dW -14.4216
+ $NP %d\ 1
+ $NP %d] 2
+ $NP %d_ 8.2436
+ $NP %d` 14.4216
+ $NP %di 14.4216
+ $NP %dr 14.4216
+ $NP &w< -6.5
+ $NP &y. 400
+ M7914 'MARKER' 'INTORG'
+ $NQ %dO 310
+ $NQ %dQ 328
+ $NQ %dU 1
+ $NR %dP 328.1
+ $NR %dR 400
+ $NR %dU 1
+ M7915 'MARKER' 'INTEND'
+ $NS %dT 1
+ $NS %d] -1
+ $NS %d^ -1
+ $NS %d_ -8.2436
+ $NS %d` -14.4216
+ $NS %de 1
+ $NS %df 2
+ $NS %dh 8.2436
+ $NS %di 14.4216
+ $NS %dr 14.4216
+ $NS %d{ 14.4216
+ $NS &w= -6.5
+ $NS &y/ 400
+ M7916 'MARKER' 'INTORG'
+ $NT %dX 310
+ $NT %dZ 328
+ $NT %d^ 1
+ $NU %dY 328.1
+ $NU %d[ 400
+ $NU %d^ 1
+ M7917 'MARKER' 'INTEND'
+ $NV %d] 1
+ $NV %df -1
+ $NV %dg -1
+ $NV %dh -8.2436
+ $NV %di -14.4216
+ $NV %dn 1
+ $NV %do 2
+ $NV %dq 8.2436
+ $NV %dr 14.4216
+ $NV %d{ 14.4216
+ $NV %e) 14.4216
+ $NV &w> -6.5
+ $NV &y0 400
+ M7918 'MARKER' 'INTORG'
+ $NW %da 310
+ $NW %dc 328
+ $NW %dg 1
+ $NX %db 328.1
+ $NX %dd 400
+ $NX %dg 1
+ M7919 'MARKER' 'INTEND'
+ $NY %df 1
+ $NY %do -1
+ $NY %dp -1
+ $NY %dq -8.2436
+ $NY %dr -14.4216
+ $NY %dw 1
+ $NY %dx 2
+ $NY %dz 8.2436
+ $NY %d{ 14.4216
+ $NY %e) 14.4216
+ $NY %e2 14.4216
+ $NY &w? -6.5
+ $NY &y1 400
+ M7920 'MARKER' 'INTORG'
+ $NZ %dj 310
+ $NZ %dl 328
+ $NZ %dp 1
+ $N[ %dk 328.1
+ $N[ %dm 400
+ $N[ %dp 1
+ M7921 'MARKER' 'INTEND'
+ $N\ %do 1
+ $N\ %dx -1
+ $N\ %dy -1
+ $N\ %dz -8.2436
+ $N\ %d{ -14.4216
+ $N\ %e% 1
+ $N\ %e& 2
+ $N\ %e( 8.2436
+ $N\ %e) 14.4216
+ $N\ %e2 14.4216
+ $N\ %e; 14.4216
+ $N\ &w@ -6.5
+ $N\ &y2 400
+ M7922 'MARKER' 'INTORG'
+ $N] %ds 310
+ $N] %du 328
+ $N] %dy 1
+ $N^ %dt 328.1
+ $N^ %dv 400
+ $N^ %dy 1
+ M7923 'MARKER' 'INTEND'
+ $N_ %dx 1
+ $N_ %e& -1
+ $N_ %e' -1
+ $N_ %e( -8.2436
+ $N_ %e) -14.4216
+ $N_ %e. 1
+ $N_ %e/ 2
+ $N_ %e1 8.2436
+ $N_ %e2 14.4216
+ $N_ %e; 14.4216
+ $N_ %eD 14.4216
+ $N_ &wA -6.5
+ $N_ &y3 400
+ M7924 'MARKER' 'INTORG'
+ $N` %e! 310
+ $N` %e# 328
+ $N` %e' 1
+ $Na %e" 328.1
+ $Na %e$ 400
+ $Na %e' 1
+ M7925 'MARKER' 'INTEND'
+ $Nb %e& 1
+ $Nb %e/ -1
+ $Nb %e0 -1
+ $Nb %e1 -8.2436
+ $Nb %e2 -14.4216
+ $Nb %e7 1
+ $Nb %e8 2
+ $Nb %e: 8.2436
+ $Nb %e; 14.4216
+ $Nb %eD 14.4216
+ $Nb %eM 14.4216
+ $Nb &wB -6.5
+ $Nb &y4 400
+ M7926 'MARKER' 'INTORG'
+ $Nc %e* 310
+ $Nc %e, 328
+ $Nc %e0 1
+ $Nd %e+ 328.1
+ $Nd %e- 400
+ $Nd %e0 1
+ M7927 'MARKER' 'INTEND'
+ $Ne %e/ 1
+ $Ne %e8 -1
+ $Ne %e9 -1
+ $Ne %e: -8.2436
+ $Ne %e; -14.4216
+ $Ne %e@ 1
+ $Ne %eA 2
+ $Ne %eC 8.2436
+ $Ne %eD 14.4216
+ $Ne %eM 14.4216
+ $Ne %eV 14.4216
+ $Ne &wC -6.5
+ $Ne &y5 400
+ M7928 'MARKER' 'INTORG'
+ $Nf %e3 310
+ $Nf %e5 328
+ $Nf %e9 1
+ $Ng %e4 328.1
+ $Ng %e6 400
+ $Ng %e9 1
+ M7929 'MARKER' 'INTEND'
+ $Nh %e8 1
+ $Nh %eA -1
+ $Nh %eB -1
+ $Nh %eC -8.2436
+ $Nh %eD -14.4216
+ $Nh %eI 1
+ $Nh %eJ 2
+ $Nh %eL 8.2436
+ $Nh %eM 14.4216
+ $Nh %eV 14.4216
+ $Nh %e_ 14.4216
+ $Nh &wD -6.5
+ $Nh &y6 400
+ M7930 'MARKER' 'INTORG'
+ $Ni %e< 310
+ $Ni %e> 328
+ $Ni %eB 1
+ $Nj %e= 328.1
+ $Nj %e? 400
+ $Nj %eB 1
+ M7931 'MARKER' 'INTEND'
+ $Nk %eA 1
+ $Nk %eJ -1
+ $Nk %eK -1
+ $Nk %eL -8.2436
+ $Nk %eM -14.4216
+ $Nk %eR 1
+ $Nk %eS 2
+ $Nk %eU 8.2436
+ $Nk %eV 14.4216
+ $Nk %e_ 14.4216
+ $Nk %eh 14.4216
+ $Nk &wE -6.5
+ $Nk &y7 400
+ M7932 'MARKER' 'INTORG'
+ $Nl %eE 310
+ $Nl %eG 328
+ $Nl %eK 1
+ $Nm %eF 328.1
+ $Nm %eH 400
+ $Nm %eK 1
+ M7933 'MARKER' 'INTEND'
+ $Nn %eJ 1
+ $Nn %eS -1
+ $Nn %eT -1
+ $Nn %eU -8.2436
+ $Nn %eV -14.4216
+ $Nn %e[ 1
+ $Nn %e\ 2
+ $Nn %e^ 8.2436
+ $Nn %e_ 14.4216
+ $Nn %eh 14.4216
+ $Nn %eq 14.4216
+ $Nn &wF -6.5
+ $Nn &y8 400
+ M7934 'MARKER' 'INTORG'
+ $No %eN 310
+ $No %eP 328
+ $No %eT 1
+ $Np %eO 328.1
+ $Np %eQ 400
+ $Np %eT 1
+ M7935 'MARKER' 'INTEND'
+ $Nq %eS 1
+ $Nq %e\ -1
+ $Nq %e] -1
+ $Nq %e^ -8.2436
+ $Nq %e_ -14.4216
+ $Nq %ed 1
+ $Nq %ee 2
+ $Nq %eg 8.2436
+ $Nq %eh 14.4216
+ $Nq %eq 14.4216
+ $Nq %ez 14.4216
+ $Nq &wG -6.5
+ $Nq &y9 400
+ M7936 'MARKER' 'INTORG'
+ $Nr %eW 310
+ $Nr %eY 328
+ $Nr %e] 1
+ $Ns %eX 328.1
+ $Ns %eZ 400
+ $Ns %e] 1
+ M7937 'MARKER' 'INTEND'
+ $Nt %e\ 1
+ $Nt %ee -1
+ $Nt %ef -1
+ $Nt %eg -8.2436
+ $Nt %eh -14.4216
+ $Nt %em 1
+ $Nt %en 2
+ $Nt %ep 8.2436
+ $Nt %eq 14.4216
+ $Nt %ez 14.4216
+ $Nt %f( 14.4216
+ $Nt &wH -6.5
+ $Nt &y: 400
+ M7938 'MARKER' 'INTORG'
+ $Nu %e` 310
+ $Nu %eb 328
+ $Nu %ef 1
+ $Nv %ea 328.1
+ $Nv %ec 400
+ $Nv %ef 1
+ M7939 'MARKER' 'INTEND'
+ $Nw %ee 1
+ $Nw %en -1
+ $Nw %eo -1
+ $Nw %ep -8.2436
+ $Nw %eq -14.4216
+ $Nw %ev 1
+ $Nw %ew 2
+ $Nw %ey 8.2436
+ $Nw %ez 14.4216
+ $Nw %f( 14.4216
+ $Nw %f1 14.4216
+ $Nw &wI -6.5
+ $Nw &y; 400
+ M7940 'MARKER' 'INTORG'
+ $Nx %ei 310
+ $Nx %ek 328
+ $Nx %eo 1
+ $Ny %ej 328.1
+ $Ny %el 400
+ $Ny %eo 1
+ M7941 'MARKER' 'INTEND'
+ $Nz %en 1
+ $Nz %ew -1
+ $Nz %ex -1
+ $Nz %ey -8.2436
+ $Nz %ez -14.4216
+ $Nz %f$ 1
+ $Nz %f% 2
+ $Nz %f' 8.2436
+ $Nz %f( 14.4216
+ $Nz %f1 14.4216
+ $Nz %f: 14.4216
+ $Nz &wJ -6.5
+ $Nz &y< 400
+ M7942 'MARKER' 'INTORG'
+ $N{ %er 310
+ $N{ %et 328
+ $N{ %ex 1
+ $O! %es 328.1
+ $O! %eu 400
+ $O! %ex 1
+ M7943 'MARKER' 'INTEND'
+ $O" %ew 1
+ $O" %f% -1
+ $O" %f& -1
+ $O" %f' -8.2436
+ $O" %f( -14.4216
+ $O" %f- 1
+ $O" %f. 2
+ $O" %f0 8.2436
+ $O" %f1 14.4216
+ $O" %f: 14.4216
+ $O" %fC 14.4216
+ $O" &wK -6.5
+ $O" &y= 400
+ M7944 'MARKER' 'INTORG'
+ $O# %e{ 310
+ $O# %f" 328
+ $O# %f& 1
+ $O$ %f! 328.1
+ $O$ %f# 400
+ $O$ %f& 1
+ M7945 'MARKER' 'INTEND'
+ $O% %f% 1
+ $O% %f. -1
+ $O% %f/ -1
+ $O% %f0 -8.2436
+ $O% %f1 -14.4216
+ $O% %f6 1
+ $O% %f7 2
+ $O% %f9 8.2436
+ $O% %f: 14.4216
+ $O% %fC 14.4216
+ $O% %fL 14.4216
+ $O% &wL -6.5
+ $O% &y> 400
+ M7946 'MARKER' 'INTORG'
+ $O& %f) 310
+ $O& %f+ 328
+ $O& %f/ 1
+ $O' %f* 328.1
+ $O' %f, 400
+ $O' %f/ 1
+ M7947 'MARKER' 'INTEND'
+ $O( %f. 1
+ $O( %f7 -1
+ $O( %f8 -1
+ $O( %f9 -8.2436
+ $O( %f: -14.4216
+ $O( %f? 1
+ $O( %f@ 2
+ $O( %fB 8.2436
+ $O( %fC 14.4216
+ $O( %fL 14.4216
+ $O( %fU 14.4216
+ $O( &wM -6.5
+ $O( &y? 400
+ M7948 'MARKER' 'INTORG'
+ $O) %f2 310
+ $O) %f4 328
+ $O) %f8 1
+ $O* %f3 328.1
+ $O* %f5 400
+ $O* %f8 1
+ M7949 'MARKER' 'INTEND'
+ $O+ %f7 1
+ $O+ %f@ -1
+ $O+ %fA -1
+ $O+ %fB -8.2436
+ $O+ %fC -14.4216
+ $O+ %fH 1
+ $O+ %fI 2
+ $O+ %fK 8.2436
+ $O+ %fL 14.4216
+ $O+ %fU 14.4216
+ $O+ %f^ 14.4216
+ $O+ &wN -6.5
+ $O+ &y@ 400
+ M7950 'MARKER' 'INTORG'
+ $O, %f; 310
+ $O, %f= 328
+ $O, %fA 1
+ $O- %f< 328.1
+ $O- %f> 400
+ $O- %fA 1
+ M7951 'MARKER' 'INTEND'
+ $O. %f@ 1
+ $O. %fI -1
+ $O. %fJ -1
+ $O. %fK -8.2436
+ $O. %fL -14.4216
+ $O. %fQ 1
+ $O. %fR 2
+ $O. %fT 8.2436
+ $O. %fU 14.4216
+ $O. %f^ 14.4216
+ $O. %fg 14.4216
+ $O. &wO -6.5
+ $O. &yA 400
+ M7952 'MARKER' 'INTORG'
+ $O/ %fD 310
+ $O/ %fF 328
+ $O/ %fJ 1
+ $O0 %fE 328.1
+ $O0 %fG 400
+ $O0 %fJ 1
+ M7953 'MARKER' 'INTEND'
+ $O1 %fI 1
+ $O1 %fR -1
+ $O1 %fS -1
+ $O1 %fT -8.2436
+ $O1 %fU -14.4216
+ $O1 %fZ 1
+ $O1 %f[ 2
+ $O1 %f] 8.2436
+ $O1 %f^ 14.4216
+ $O1 %fg 14.4216
+ $O1 %fp 14.4216
+ $O1 &wP -6.5
+ $O1 &yB 400
+ M7954 'MARKER' 'INTORG'
+ $O2 %fM 310
+ $O2 %fO 328
+ $O2 %fS 1
+ $O3 %fN 328.1
+ $O3 %fP 400
+ $O3 %fS 1
+ M7955 'MARKER' 'INTEND'
+ $O4 %fR 1
+ $O4 %f[ -1
+ $O4 %f\ -1
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+ M8185 'MARKER' 'INTEND'
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+ M8188 'MARKER' 'INTORG'
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+ M8190 'MARKER' 'INTORG'
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+ M8857 'MARKER' 'INTEND'
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+ M9185 'MARKER' 'INTEND'
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+ M9315 'MARKER' 'INTEND'
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+ M9319 'MARKER' 'INTEND'
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+ M9332 'MARKER' 'INTORG'
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+ M9333 'MARKER' 'INTEND'
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+ M9335 'MARKER' 'INTEND'
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+ M9337 'MARKER' 'INTEND'
+RHS
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+ BV ~ $ty
+ BV ~ $tz
+ BV ~ $t{
+ BV ~ $u!
+ BV ~ $u"
+ BV ~ $u#
+ BV ~ $u$
+ BV ~ $u%
+ BV ~ $u&
+ BV ~ $u'
+ BV ~ $u(
+ BV ~ $u)
+ BV ~ $u*
+ BV ~ $u+
+ BV ~ $u,
+ BV ~ $u-
+ BV ~ $u.
+ BV ~ $u/
+ BV ~ $u0
+ BV ~ $u1
+ BV ~ $u2
+ BV ~ $u3
+ BV ~ $u4
+ BV ~ $u5
+ BV ~ $u6
+ BV ~ $u7
+ BV ~ $u8
+ BV ~ $u9
+ BV ~ $u:
+ BV ~ $u;
+ BV ~ $u<
+ BV ~ $u=
+ BV ~ $u>
+ BV ~ $u?
+ BV ~ $u@
+ BV ~ $uA
+ BV ~ $uB
+ BV ~ $uC
+ BV ~ $uD
+ BV ~ $uE
+ BV ~ $uF
+ BV ~ $uG
+ BV ~ $uH
+ BV ~ $uI
+ BV ~ $uJ
+ BV ~ $uK
+ BV ~ $uL
+ BV ~ $uM
+ BV ~ $uN
+ BV ~ $uO
+ BV ~ $uP
+ BV ~ $uQ
+ BV ~ $uR
+ BV ~ $uS
+ BV ~ $uT
+ BV ~ $uU
+ BV ~ $uV
+ BV ~ $uW
+ BV ~ $uX
+ BV ~ $uY
+ BV ~ $uZ
+ BV ~ $u[
+ BV ~ $u\
+ BV ~ $u]
+ BV ~ $u^
+ BV ~ $u_
+ BV ~ $u`
+ BV ~ $ua
+ BV ~ $ub
+ BV ~ $uc
+ BV ~ $ud
+ BV ~ $ue
+ BV ~ $uf
+ BV ~ $ug
+ BV ~ $uh
+ BV ~ $ui
+ BV ~ $uj
+ BV ~ $uk
+ BV ~ $ul
+ BV ~ $um
+ BV ~ $un
+ BV ~ $uo
+ BV ~ $up
+ BV ~ $uq
+ BV ~ $ur
+ BV ~ $us
+ BV ~ $ut
+ BV ~ $uu
+ BV ~ $uv
+ UP ~ $uw 1
+ UP ~ $ux 1
+ UP ~ $uy 1
+ UP ~ $uz 1
+ UP ~ $u{ 1
+ UP ~ $v! 1
+ UP ~ $v" 1
+ UP ~ $v# 1
+ UP ~ $v$ 1
+ UP ~ $v% 1
+ UP ~ $v& 1
+ UP ~ $v' 1
+ UP ~ $v( 1
+ UP ~ $v) 1
+ UP ~ $v* 1
+ UP ~ $v+ 1
+ UP ~ $v, 1
+ UP ~ $v- 1
+ UP ~ $v. 1
+ UP ~ $v/ 1
+ UP ~ $v0 1
+ UP ~ $v1 1
+ UP ~ $v2 1
+ UP ~ $v3 1
+ UP ~ $v4 1
+ UP ~ $v5 1
+ UP ~ $v6 1
+ UP ~ $v7 1
+ UP ~ $v8 1
+ UP ~ $v9 1
+ UP ~ $v: 1
+ UP ~ $v; 1
+ UP ~ $v< 1
+ UP ~ $v= 1
+ UP ~ $v> 1
+ UP ~ $v? 1
+ UP ~ $v@ 1
+ UP ~ $vA 1
+ UP ~ $vB 1
+ UP ~ $vC 1
+ UP ~ $vD 1
+ UP ~ $vE 1
+ UP ~ $vF 1
+ UP ~ $vG 1
+ UP ~ $vH 1
+ UP ~ $vI 1
+ UP ~ $vJ 1
+ UP ~ $vK 1
+ BV ~ $vL
+ BV ~ $vM
+ BV ~ $vN
+ UP ~ $vO 1
+ BV ~ $vP
+ BV ~ $vQ
+ BV ~ $vR
+ UP ~ $vS 1
+ BV ~ $vT
+ BV ~ $vU
+ BV ~ $vV
+ UP ~ $vW 1
+ BV ~ $vX
+ BV ~ $vY
+ BV ~ $vZ
+ UP ~ $v[ 1
+ BV ~ $v\
+ BV ~ $v]
+ BV ~ $v^
+ UP ~ $v_ 1
+ BV ~ $v`
+ BV ~ $va
+ BV ~ $vb
+ UP ~ $vc 1
+ BV ~ $vd
+ BV ~ $ve
+ BV ~ $vf
+ UP ~ $vg 1
+ BV ~ $vh
+ BV ~ $vi
+ BV ~ $vj
+ UP ~ $vk 1
+ BV ~ $vl
+ BV ~ $vm
+ BV ~ $vn
+ UP ~ $vo 1
+ BV ~ $vp
+ BV ~ $vq
+ BV ~ $vr
+ UP ~ $vs 1
+ BV ~ $vt
+ BV ~ $vu
+ BV ~ $vv
+ UP ~ $vw 1
+ BV ~ $vx
+ BV ~ $vy
+ BV ~ $vz
+ UP ~ $v{ 1
+ BV ~ $w!
+ BV ~ $w"
+ BV ~ $w#
+ UP ~ $w$ 1
+ BV ~ $w%
+ BV ~ $w&
+ BV ~ $w'
+ UP ~ $w( 1
+ BV ~ $w)
+ BV ~ $w*
+ BV ~ $w+
+ UP ~ $w, 1
+ BV ~ $w-
+ BV ~ $w.
+ BV ~ $w/
+ UP ~ $w0 1
+ BV ~ $w1
+ BV ~ $w2
+ BV ~ $w3
+ UP ~ $w4 1
+ BV ~ $w5
+ BV ~ $w6
+ BV ~ $w7
+ UP ~ $w8 1
+ BV ~ $w9
+ BV ~ $w:
+ BV ~ $w;
+ UP ~ $w< 1
+ BV ~ $w=
+ BV ~ $w>
+ BV ~ $w?
+ UP ~ $w@ 1
+ BV ~ $wA
+ BV ~ $wB
+ BV ~ $wC
+ UP ~ $wD 1
+ BV ~ $wE
+ BV ~ $wF
+ BV ~ $wG
+ UP ~ $wH 1
+ BV ~ $wI
+ BV ~ $wJ
+ BV ~ $wK
+ UP ~ $wL 1
+ BV ~ $wM
+ BV ~ $wN
+ BV ~ $wO
+ UP ~ $wP 1
+ BV ~ $wQ
+ BV ~ $wR
+ BV ~ $wS
+ UP ~ $wT 1
+ BV ~ $wU
+ BV ~ $wV
+ BV ~ $wW
+ UP ~ $wX 1
+ BV ~ $wY
+ BV ~ $wZ
+ BV ~ $w[
+ UP ~ $w\ 1
+ BV ~ $w]
+ BV ~ $w^
+ BV ~ $w_
+ UP ~ $w` 1
+ BV ~ $wa
+ BV ~ $wb
+ BV ~ $wc
+ UP ~ $wd 1
+ BV ~ $we
+ BV ~ $wf
+ BV ~ $wg
+ UP ~ $wh 1
+ BV ~ $wi
+ BV ~ $wj
+ BV ~ $wk
+ UP ~ $wl 1
+ BV ~ $wm
+ BV ~ $wn
+ BV ~ $wo
+ UP ~ $wp 1
+ BV ~ $wq
+ BV ~ $wr
+ BV ~ $ws
+ UP ~ $wt 1
+ BV ~ $wu
+ BV ~ $wv
+ BV ~ $ww
+ UP ~ $wx 1
+ BV ~ $wy
+ BV ~ $wz
+ BV ~ $w{
+ UP ~ $x! 1
+ BV ~ $x"
+ BV ~ $x#
+ BV ~ $x$
+ UP ~ $x% 1
+ BV ~ $x&
+ BV ~ $x'
+ BV ~ $x(
+ UP ~ $x) 1
+ BV ~ $x*
+ BV ~ $x+
+ BV ~ $x,
+ UP ~ $x- 1
+ BV ~ $x.
+ BV ~ $x/
+ BV ~ $x0
+ UP ~ $x1 1
+ BV ~ $x2
+ BV ~ $x3
+ BV ~ $x4
+ UP ~ $x5 1
+ BV ~ $x6
+ BV ~ $x7
+ BV ~ $x8
+ UP ~ $x9 1
+ BV ~ $x:
+ BV ~ $x;
+ BV ~ $x<
+ UP ~ $x= 1
+ BV ~ $x>
+ BV ~ $x?
+ BV ~ $x@
+ UP ~ $xA 1
+ BV ~ $xB
+ BV ~ $xC
+ BV ~ $xD
+ UP ~ $xE 1
+ BV ~ $xF
+ BV ~ $xG
+ BV ~ $xH
+ UP ~ $xI 1
+ BV ~ $xJ
+ BV ~ $xK
+ BV ~ $xL
+ UP ~ $xM 1
+ BV ~ $xN
+ BV ~ $xO
+ BV ~ $xP
+ UP ~ $xQ 1
+ BV ~ $xR
+ BV ~ $xS
+ BV ~ $xT
+ UP ~ $xU 1
+ BV ~ $xV
+ BV ~ $xW
+ BV ~ $xX
+ UP ~ $xY 1
+ BV ~ $xZ
+ BV ~ $x[
+ BV ~ $x\
+ UP ~ $x] 1
+ BV ~ $x^
+ BV ~ $x_
+ BV ~ $x`
+ UP ~ $xa 1
+ BV ~ $xb
+ BV ~ $xc
+ BV ~ $xd
+ UP ~ $xe 1
+ BV ~ $xf
+ BV ~ $xg
+ BV ~ $xh
+ UP ~ $xi 1
+ BV ~ $xj
+ BV ~ $xk
+ BV ~ $xl
+ UP ~ $xm 1
+ BV ~ $xn
+ BV ~ $xo
+ BV ~ $xp
+ UP ~ $xq 1
+ BV ~ $xr
+ BV ~ $xs
+ BV ~ $xt
+ UP ~ $xu 1
+ BV ~ $xv
+ BV ~ $xw
+ BV ~ $xx
+ UP ~ $xy 1
+ BV ~ $xz
+ BV ~ $x{
+ BV ~ $y!
+ UP ~ $y" 1
+ BV ~ $y#
+ BV ~ $y$
+ BV ~ $y%
+ UP ~ $y& 1
+ BV ~ $y'
+ BV ~ $y(
+ BV ~ $y)
+ UP ~ $y* 1
+ BV ~ $y+
+ BV ~ $y,
+ BV ~ $y-
+ UP ~ $y. 1
+ BV ~ $y/
+ BV ~ $y0
+ BV ~ $y1
+ UP ~ $y2 1
+ BV ~ $y3
+ BV ~ $y4
+ BV ~ $y5
+ UP ~ $y6 1
+ BV ~ $y7
+ BV ~ $y8
+ BV ~ $y9
+ UP ~ $y: 1
+ BV ~ $y;
+ BV ~ $y<
+ BV ~ $y=
+ UP ~ $y> 1
+ BV ~ $y?
+ BV ~ $y@
+ BV ~ $yA
+ UP ~ $yB 1
+ BV ~ $yC
+ BV ~ $yD
+ BV ~ $yE
+ UP ~ $yF 1
+ BV ~ $yG
+ BV ~ $yH
+ BV ~ $yI
+ UP ~ $yJ 1
+ BV ~ $yK
+ BV ~ $yL
+ BV ~ $yM
+ UP ~ $yN 1
+ BV ~ $yO
+ BV ~ $yP
+ BV ~ $yQ
+ UP ~ $yR 1
+ BV ~ $yS
+ BV ~ $yT
+ BV ~ $yU
+ UP ~ $yV 1
+ BV ~ $yW
+ BV ~ $yX
+ BV ~ $yY
+ UP ~ $yZ 1
+ BV ~ $y[
+ BV ~ $y\
+ BV ~ $y]
+ UP ~ $y^ 1
+ BV ~ $y_
+ BV ~ $y`
+ BV ~ $ya
+ UP ~ $yb 1
+ BV ~ $yc
+ BV ~ $yd
+ BV ~ $ye
+ UP ~ $yf 1
+ BV ~ $yg
+ BV ~ $yh
+ BV ~ $yi
+ UP ~ $yj 1
+ BV ~ $yk
+ BV ~ $yl
+ BV ~ $ym
+ UP ~ $yn 1
+ BV ~ $yo
+ BV ~ $yp
+ BV ~ $yq
+ UP ~ $yr 1
+ BV ~ $ys
+ BV ~ $yt
+ BV ~ $yu
+ UP ~ $yv 1
+ BV ~ $yw
+ BV ~ $yx
+ BV ~ $yy
+ UP ~ $yz 1
+ BV ~ $y{
+ BV ~ $z!
+ BV ~ $z"
+ UP ~ $z# 1
+ BV ~ $z$
+ BV ~ $z%
+ BV ~ $z&
+ UP ~ $z' 1
+ BV ~ $z(
+ BV ~ $z)
+ BV ~ $z*
+ UP ~ $z+ 1
+ BV ~ $z,
+ BV ~ $z-
+ BV ~ $z.
+ UP ~ $z/ 1
+ BV ~ $z0
+ BV ~ $z1
+ BV ~ $z2
+ UP ~ $z3 1
+ BV ~ $z4
+ BV ~ $z5
+ BV ~ $z6
+ UP ~ $z7 1
+ BV ~ $z8
+ BV ~ $z9
+ BV ~ $z:
+ UP ~ $z; 1
+ BV ~ $z<
+ BV ~ $z=
+ BV ~ $z>
+ UP ~ $z? 1
+ BV ~ $z@
+ BV ~ $zA
+ BV ~ $zB
+ UP ~ $zC 1
+ BV ~ $zD
+ BV ~ $zE
+ BV ~ $zF
+ UP ~ $zG 1
+ BV ~ $zH
+ BV ~ $zI
+ BV ~ $zJ
+ UP ~ $zK 1
+ BV ~ $zL
+ BV ~ $zM
+ BV ~ $zN
+ UP ~ $zO 1
+ BV ~ $zP
+ BV ~ $zQ
+ BV ~ $zR
+ UP ~ $zS 1
+ BV ~ $zT
+ BV ~ $zU
+ BV ~ $zV
+ UP ~ $zW 1
+ BV ~ $zX
+ BV ~ $zY
+ BV ~ $zZ
+ UP ~ $z[ 1
+ BV ~ $z\
+ BV ~ $z]
+ BV ~ $z^
+ UP ~ $z_ 1
+ BV ~ $z`
+ BV ~ $za
+ BV ~ $zb
+ UP ~ $zc 1
+ BV ~ $zd
+ BV ~ $ze
+ BV ~ $zf
+ UP ~ $zg 1
+ BV ~ $zh
+ BV ~ $zi
+ BV ~ $zj
+ UP ~ $zk 1
+ BV ~ $zl
+ BV ~ $zm
+ BV ~ $zn
+ UP ~ $zo 1
+ BV ~ $zp
+ BV ~ $zq
+ BV ~ $zr
+ UP ~ $zs 1
+ BV ~ $zt
+ BV ~ $zu
+ BV ~ $zv
+ UP ~ $zw 1
+ BV ~ $zx
+ BV ~ $zy
+ BV ~ $zz
+ UP ~ $z{ 1
+ BV ~ ${!
+ BV ~ ${"
+ BV ~ ${#
+ UP ~ ${$ 1
+ BV ~ ${%
+ BV ~ ${&
+ BV ~ ${'
+ UP ~ ${( 1
+ BV ~ ${)
+ BV ~ ${*
+ BV ~ ${+
+ UP ~ ${, 1
+ BV ~ ${-
+ BV ~ ${.
+ BV ~ ${/
+ UP ~ ${0 1
+ BV ~ ${1
+ BV ~ ${2
+ BV ~ ${3
+ UP ~ ${4 1
+ BV ~ ${5
+ BV ~ ${6
+ BV ~ ${7
+ UP ~ ${8 1
+ BV ~ ${9
+ BV ~ ${:
+ BV ~ ${;
+ UP ~ ${< 1
+ BV ~ ${=
+ BV ~ ${>
+ BV ~ ${?
+ UP ~ ${@ 1
+ BV ~ ${A
+ BV ~ ${B
+ BV ~ ${C
+ UP ~ ${D 1
+ BV ~ ${E
+ BV ~ ${F
+ BV ~ ${G
+ UP ~ ${H 1
+ BV ~ ${I
+ BV ~ ${J
+ BV ~ ${K
+ UP ~ ${L 1
+ BV ~ ${M
+ BV ~ ${N
+ BV ~ ${O
+ UP ~ ${P 1
+ BV ~ ${Q
+ BV ~ ${R
+ BV ~ ${S
+ UP ~ ${T 1
+ BV ~ ${U
+ BV ~ ${V
+ BV ~ ${W
+ UP ~ ${X 1
+ BV ~ ${Y
+ BV ~ ${Z
+ BV ~ ${[
+ UP ~ ${\ 1
+ BV ~ ${]
+ BV ~ ${^
+ BV ~ ${_
+ UP ~ ${` 1
+ BV ~ ${a
+ BV ~ ${b
+ BV ~ ${c
+ UP ~ ${d 1
+ BV ~ ${e
+ BV ~ ${f
+ BV ~ ${g
+ BV ~ ${h
+ BV ~ ${i
+ BV ~ ${j
+ BV ~ ${k
+ BV ~ ${l
+ BV ~ ${m
+ BV ~ ${n
+ BV ~ ${o
+ BV ~ ${p
+ BV ~ ${q
+ BV ~ ${r
+ BV ~ ${s
+ BV ~ ${t
+ BV ~ ${u
+ BV ~ ${v
+ BV ~ ${w
+ BV ~ ${x
+ BV ~ ${y
+ BV ~ ${z
+ BV ~ ${{
+ BV ~ %!!
+ BV ~ %!"
+ BV ~ %!#
+ BV ~ %!$
+ BV ~ %!%
+ BV ~ %!&
+ BV ~ %!'
+ BV ~ %!(
+ BV ~ %!)
+ BV ~ %!*
+ BV ~ %!+
+ BV ~ %!,
+ BV ~ %!-
+ BV ~ %!.
+ BV ~ %!/
+ BV ~ %!0
+ BV ~ %!1
+ BV ~ %!2
+ BV ~ %!3
+ BV ~ %!4
+ BV ~ %!5
+ BV ~ %!6
+ BV ~ %!7
+ BV ~ %!8
+ BV ~ %!9
+ BV ~ %!:
+ BV ~ %!;
+ BV ~ %!<
+ BV ~ %!=
+ BV ~ %!>
+ BV ~ %!?
+ BV ~ %!@
+ BV ~ %!A
+ BV ~ %!B
+ BV ~ %!C
+ BV ~ %!D
+ BV ~ %!E
+ BV ~ %!F
+ BV ~ %!G
+ BV ~ %!H
+ BV ~ %!I
+ BV ~ %!J
+ BV ~ %!K
+ BV ~ %!L
+ BV ~ %!M
+ BV ~ %!N
+ BV ~ %!O
+ BV ~ %!P
+ BV ~ %!Q
+ BV ~ %!R
+ BV ~ %!S
+ BV ~ %!T
+ BV ~ %!U
+ BV ~ %!V
+ BV ~ %!W
+ BV ~ %!X
+ BV ~ %!Y
+ BV ~ %!Z
+ BV ~ %![
+ BV ~ %!\
+ BV ~ %!]
+ BV ~ %!^
+ BV ~ %!_
+ BV ~ %!`
+ BV ~ %!a
+ BV ~ %!b
+ BV ~ %!c
+ BV ~ %!d
+ BV ~ %!e
+ BV ~ %!f
+ BV ~ %!g
+ BV ~ %!h
+ BV ~ %!i
+ BV ~ %!j
+ BV ~ %!k
+ BV ~ %!l
+ BV ~ %!m
+ BV ~ %!n
+ BV ~ %!o
+ BV ~ %!p
+ BV ~ %!q
+ BV ~ %!r
+ BV ~ %!s
+ BV ~ %!t
+ BV ~ %!u
+ BV ~ %!v
+ BV ~ %!w
+ BV ~ %!x
+ BV ~ %!y
+ BV ~ %!z
+ BV ~ %!{
+ BV ~ %"!
+ BV ~ %""
+ BV ~ %"#
+ BV ~ %"$
+ BV ~ %"%
+ BV ~ %"&
+ BV ~ %"'
+ BV ~ %"(
+ BV ~ %")
+ BV ~ %"*
+ BV ~ %"+
+ BV ~ %",
+ BV ~ %"-
+ BV ~ %".
+ BV ~ %"/
+ BV ~ %"0
+ BV ~ %"1
+ BV ~ %"2
+ BV ~ %"3
+ BV ~ %"4
+ BV ~ %"5
+ BV ~ %"6
+ BV ~ %"7
+ BV ~ %"8
+ BV ~ %"9
+ BV ~ %":
+ BV ~ %";
+ENDATA
diff --git a/datasets/mip/minrep_inf.mps b/datasets/mip/minrep_inf.mps
new file mode 100644
index 0000000000..ca8b5d2725
--- /dev/null
+++ b/datasets/mip/minrep_inf.mps
@@ -0,0 +1,38 @@
+NAME          minrep_inf
+ROWS
+ N  Obj
+ L  c0
+ L  c1
+ L  c2
+ L  c3
+ G  c4
+ G  c5
+COLUMNS
+    var0       c0                              1
+    var0       c1                              1
+    var0       c2                              1
+    var0       c3                              1
+    var0       Obj                            -2
+    var1       c4                             -1
+    var1       Obj                            -10
+    var2       c4                             0.0210643
+    var2       c5                             -260
+    var3       c0                             -1
+    var3       c1                             -1
+    var3       c2                             -1
+    var3       c3                             -1
+    var3       c4                             0.978936
+    var3       c5                             260
+    var3       Obj                            12
+RHS
+    RHS       c5                            260
+BOUNDS
+ LO BOUND     var0                             0
+ UP BOUND     var0                          inf
+ LO BOUND     var1                             0
+ UP BOUND     var1                          inf
+ LO BOUND     var2                             0
+ UP BOUND     var2                          inf
+ LO BOUND     var3                             0
+ UP BOUND     var3                          inf
+ENDATA
diff --git a/python/cuopt/cuopt/linear_programming/data_model/data_model.py b/python/cuopt/cuopt/linear_programming/data_model/data_model.py
index bfa7bc5708..55ca2830ba 100644
--- a/python/cuopt/cuopt/linear_programming/data_model/data_model.py
+++ b/python/cuopt/cuopt/linear_programming/data_model/data_model.py
@@ -21,10 +21,7 @@ class DataModel(data_model_wrapper.DataModel):
     """
     Initialize a DataModel which represents a Linear Program.
 
-    Standard form representation follows the description from the wiki article
-    here: https://en.wikipedia.org/wiki/Linear_programming#Standard_form.
-    In other words, this structure stores all information used to represent the
-    following LP equation:
+    A linear programming optimization problem is defined as follows:
     Minimize :
 
       dot(c, x)
diff --git a/python/cuopt/cuopt/linear_programming/solution/solution.py b/python/cuopt/cuopt/linear_programming/solution/solution.py
index f7fadb3a50..83d885231b 100644
--- a/python/cuopt/cuopt/linear_programming/solution/solution.py
+++ b/python/cuopt/cuopt/linear_programming/solution/solution.py
@@ -13,6 +13,12 @@
 # See the License for the specific language governing permissions and
 # limitations under the License.
 
+from cuopt.linear_programming.solver.solver_wrapper import (
+    LPTerminationStatus,
+    MILPTerminationStatus,
+    ProblemCategory,
+)
+
 
 class PDLPWarmStartData:
     def __init__(
@@ -162,6 +168,8 @@ def __init__(
         max_constraint_violation=0.0,
         max_int_violation=0.0,
         max_variable_bound_violation=0.0,
+        num_nodes=0,
+        num_simplex_iterations=0,
     ):
         self.problem_category = problem_category
         self.primal_solution = primal_solution
@@ -185,7 +193,8 @@ def __init__(
             sum_solution_weight,
             iterations_since_last_restart,
         )
-        self.termination_status = termination_status
+        self._set_termination_status(termination_status)
+
         self.primal_objective = primal_objective
         self.dual_objective = dual_objective
         self.solve_time = solve_time
@@ -204,23 +213,23 @@ def __init__(
             "max_constraint_violation": max_constraint_violation,
             "max_int_violation": max_int_violation,
             "max_variable_bound_violation": max_variable_bound_violation,
+            "num_nodes": num_nodes,
+            "num_simplex_iterations": num_simplex_iterations,
         }
 
-    def raise_if_milp_solution(self, function_name):
-        from cuopt.linear_programming.solver.solver_wrapper import (
-            ProblemCategory,
-        )
+    def _set_termination_status(self, ts):
+        if self.problem_category == ProblemCategory.LP:
+            self.termination_status = LPTerminationStatus(ts)
+        else:
+            self.termination_status = MILPTerminationStatus(ts)
 
+    def raise_if_milp_solution(self, function_name):
         if self.problem_category in (ProblemCategory.MIP, ProblemCategory.IP):
             raise AttributeError(
                 f"Attribute {function_name} is not supported for milp solution"
             )
 
     def raise_if_lp_solution(self, function_name):
-        from cuopt.linear_programming.solver.solver_wrapper import (
-            ProblemCategory,
-        )
-
         if self.problem_category == ProblemCategory.LP:
             raise AttributeError(
                 f"Attribute {function_name} is not supported for lp solution"
@@ -268,7 +277,7 @@ def get_termination_reason(self):
 
     def get_solve_time(self):
         """
-        Returns the engine solve time in milliseconds as a float64.
+        Returns the engine solve time in seconds as a float64.
         """
         return self.solve_time
 
@@ -355,6 +364,12 @@ def get_milp_stats(self):
             For minimization problems, this is a lower bound on the optimal
             value.
             For maximization problems, this is an upper bound.
+
+        num_nodes: int
+            Number of nodes explored during the MIP solve
+
+        num_simplex_iterations: int
+            Number of simplex iterations performed during the MIP solve
         """
 
         self.raise_if_lp_solution(__name__)
diff --git a/python/cuopt/cuopt/linear_programming/solver/solver.pxd b/python/cuopt/cuopt/linear_programming/solver/solver.pxd
index 5c502ca88e..3b3fcd174c 100644
--- a/python/cuopt/cuopt/linear_programming/solver/solver.pxd
+++ b/python/cuopt/cuopt/linear_programming/solver/solver.pxd
@@ -168,6 +168,7 @@ cdef extern from "cuopt/linear_programming/pdlp/solver_solution.hpp" namespace "
         DualInfeasible "cuopt::linear_programming::pdlp_termination_status_t::DualInfeasible" # noqa
         IterationLimit "cuopt::linear_programming::pdlp_termination_status_t::IterationLimit" # noqa
         TimeLimit "cuopt::linear_programming::pdlp_termination_status_t::TimeLimit" # noqa
+        ConcurrentLimit "cuopt::linear_programming::pdlp_termination_status_t::ConcurrentLimit" # noqa
         PrimalFeasible "cuopt::linear_programming::pdlp_termination_status_t::PrimalFeasible" # noqa
 
 
@@ -215,6 +216,8 @@ cdef extern from "cuopt/linear_programming/utilities/cython_solve.hpp" namespace
         double max_constraint_violation_
         double max_int_violation_
         double max_variable_bound_violation_
+        int nodes_
+        int simplex_iterations_
 
     cdef cppclass solver_ret_t:
         problem_category_t problem_type
diff --git a/python/cuopt/cuopt/linear_programming/solver/solver.py b/python/cuopt/cuopt/linear_programming/solver/solver.py
index fb3e96d7e1..2607c8d3a8 100644
--- a/python/cuopt/cuopt/linear_programming/solver/solver.py
+++ b/python/cuopt/cuopt/linear_programming/solver/solver.py
@@ -133,7 +133,7 @@ def BatchSolve(data_model_list, solver_settings=None, log_file=""):
         List of Solution objects containing both primal and dual solutions,
         objectives and more statistics about the result.
     solve_time: double
-        The engine solve time for the whole batch in milliseconds as a float64.
+        The engine solve time for the whole batch in seconds as a float64.
 
     Examples
     --------
diff --git a/python/cuopt/cuopt/linear_programming/solver/solver_wrapper.pyx b/python/cuopt/cuopt/linear_programming/solver/solver_wrapper.pyx
index 07873f4cbd..f40986c822 100644
--- a/python/cuopt/cuopt/linear_programming/solver/solver_wrapper.pyx
+++ b/python/cuopt/cuopt/linear_programming/solver/solver_wrapper.pyx
@@ -513,6 +513,8 @@ cdef create_solution(unique_ptr[solver_ret_t] sol_ret_ptr,
         max_constraint_violation = sol_ret.mip_ret.max_constraint_violation_
         max_int_violation = sol_ret.mip_ret.max_int_violation_
         max_variable_bound_violation = sol_ret.mip_ret.max_variable_bound_violation_ # noqa
+        num_nodes = sol_ret.mip_ret.nodes_
+        num_simplex_iterations = sol_ret.mip_ret.simplex_iterations_
 
         solution = cudf.Series._from_column(
             cudf.core.column.build_column(
@@ -533,7 +535,9 @@ cdef create_solution(unique_ptr[solver_ret_t] sol_ret_ptr,
             presolve_time=presolve_time,
             max_variable_bound_violation=max_variable_bound_violation,
             max_int_violation=max_int_violation,
-            max_constraint_violation=max_constraint_violation
+            max_constraint_violation=max_constraint_violation,
+            num_nodes=num_nodes,
+            num_simplex_iterations=num_simplex_iterations
         )
 
     else:
diff --git a/python/cuopt_server/cuopt_server/utils/linear_programming/data_definition.py b/python/cuopt_server/cuopt_server/utils/linear_programming/data_definition.py
index 4dae660809..382163052e 100644
--- a/python/cuopt_server/cuopt_server/utils/linear_programming/data_definition.py
+++ b/python/cuopt_server/cuopt_server/utils/linear_programming/data_definition.py
@@ -578,7 +578,7 @@ class SolutionData(StrictModel):
     )
     solver_time: float = Field(
         default=None,
-        description=("Returns the engine solve time in milliseconds"),
+        description=("Returns the engine solve time in seconds"),
     )
     primal_objective: float = Field(
         default=None,