+int edge_collapse ( EdgeCollapsableMesh& surface
+, StopPredicate const& should_stop
+, sms_named_params const& named_parameters
+) ;
+
+} /* namespace CGAL */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Classified.txt b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Classified.txt
new file mode 100644
index 00000000000..2325d00a9ce
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Classified.txt
@@ -0,0 +1,191 @@
+
+This chapter introduces the concepts and classes of the triangulated surface mesh simplification package.
+
+The packages provides a policy-based algorithm for the simplification of triangulated surface meshes
+by iterative edge-collapsing.
+
+# Classified Reference Pages #
+
+HEADING:Concepts
+--------------
+
+`EdgeCollapsableMesh`
+
+`EdgeProfile`
+
+`StopPredicate`
+
+`GetCost`
+
+`GetPlacement`
+
+`EdgeCollapseSimplificationVisitor`
+
+HEADING:Functions
+--------------
+
+\ref ::CGAL::Surface_mesh_simplification::edge_collapse
+
+HEADING:Classes
+--------------
+
+\ref ::CGAL::Surface_mesh_simplification::Edge_collapse_visitor_base
+
+\ref ::CGAL::Surface_mesh_simplification::Edge_profile
+
+\ref ::CGAL::Surface_mesh_simplification::Count_stop_predicate
+
+\ref ::CGAL::Surface_mesh_simplification::Count_ratio_stop_predicate
+
+\ref ::CGAL::Surface_mesh_simplification::Edge_length_cost
+
+\ref ::CGAL::Surface_mesh_simplification::Midpoint_placement
+
+\ref ::CGAL::Surface_mesh_simplification::LindstromTurk_cost
+
+\ref ::CGAL::Surface_mesh_simplification::LindstromTurk_placement
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeCollapsableMesh.h b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeCollapsableMesh.h
new file mode 100644
index 00000000000..303a4c37675
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeCollapsableMesh.h
@@ -0,0 +1,95 @@
+
+/*!
+\ingroup PkgSurfaceMeshSimplificationConcepts
+\cgalconcept
+
+The concept `EdgeCollapsableMesh` describes the requirements for the type of
+triangulated surface mesh that can be passed to the
+simplification algorithm.
+
+The surface must be structurally equivalent to a polyhedral surface
+having only triangular faces.
+It can have any number of connected components, boundaries
+(borders and holes) and handles (arbitrary genus).
+
+\refines ::HalfedgeGraph
+
+Valid Expressions
+--------------
+
+The mesh simplification algorithm requires the free function `collapse_triangulation_edge()`.
+
+Let `v0` be the source and `v1` be the target vertices of `v0v1`.
+
+For `e` \f$ \in \{\f$ `v0v1,v1v0` \f$ \}\f$, let `en` and `ep` be the next and previous
+edges, that is `en = next_edge(e, mesh)`, `ep = prev_edge(e,mesh)`, and let
+`eno` and `epo` be their opposite edges, that is
+`eno = opposite_edge(en, mesh)` and `epo = opposite_edge(ep,mesh)`.
+
+Then, after the collapse of `(v0v1,v1v0)` the following holds:
+
+
+- The edge `e` is no longer in `mesh`.
+
- One of \f$ \{\f$`v0,v1`\f$ \}\f$ is no longer in `mesh` while the other remains.
+\footnote{Even though it would appear that v0 can always be the vertex being removed, there is a case when removing the edge `e` requires `v1` to be removed as well. See figure \ref CollapseFigure5.}
+Let `vgone` be the removed vertex and `vkept` be the remaining vertex.
+
- If `e` was a border edge, that is `get(is_border, e, mesh) == true`, then `next_edge(ep) == en`, and `prev_edge(en) == ep`.
+
- If `e` was not a border edge, that is `get(is_border, e, mesh) == false`, then `ep` and `epo` are no longer in `mesh` while `en` and `eno` are kept in `mesh`.
+
- For all edges `ie` in `in_edges(vgone,mesh)`, `target(ie,mesh) == vkept` and `source(opposite_edge(ie),mesh) == vkept`.
+
- No other incidence information has changed in `mesh`.
+
+
+The function returns vertex `vkept` (which can be either `v0` or `v1`).
+
+\image html general_collapse.png
+
+General case. The following mesh elements are removed: triangles (\f$ v0,v1,vL\f$) and (\f$ v1,v0,vR\f$), edges \f$ (e,e')\f$, \f$ (ep,epo)\f$ and \f$ (ep',epo')\f$, and vertex \f$ v0\f$.
+
+
+\image html border_collapse3.png "When the collapsing edge is not itself a border, but is incident upon a border edge that is removed, the operation is the same as in the general case."
+
+\image html border_collapse2.png
+
+When the collapsing edge is not itself a border, but is incident upon
+a border edge that is not removed, the operation is still the
+same as in the general case.
+
+
+\image html border_collapse1.png
+
+When the collapsing edge is itself a border, only 1 triangle is
+removed. Thus, even if \f$ (ep',epo')\f$ exists, it's not removed.
+
+
+\anchor CollapseFigure5
+\image html border_collapse4.png
+
+This figure illustrates the single exceptional case when removing \f$
+(v0,v1)\f$ neccesarily implies removing \f$ (v1)\f$, thus \f$ (v0)\f$
+remains.
+
+
+\hasModel `CGAL::Polyhedron_3` (If it has only triangular faces, and via
+External Adaptation, which is described in \cite cgal:sll-bgl-02
+and this Bgl web page: http://www.boost.org/libs/graph/doc/leda_conversion.html).
+
+\sa `boost::graph_traits< CGAL::Polyhedron_3 >`
+\sa `CGAL::halfedge_graph_traits< CGAL::Polyhedron_3 >`
+
+*/
+
+class EdgeCollapsableMesh {
+public:
+}; /* end EdgeCollapsableMesh */
+
+/*!
+Collapses the undirected edge `(v0v1,v1v0)` replacing it with `v0` or `v1`,
+as described in the following paragraph.
+\pre This function requires `mesh` to be an oriented 2-manifold with or without boundaries. Furthermore, the undirected edge `(v0v1,v1v0)` must satisfy the link condition \cite degn-tpec-98, which guarantees that the surface is also 2-manifold after the edge collapse.
+\relates EdgeCollapsableMesh
+*/
+template
+typename boost::graph_traits::vertex_descriptor
+halfedge_collapse(typename boost::graph_traits::edge_descriptor const& ue, EdgeCollapsableMesh& mesh);
+
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeCollapseSimplificationVisitor.h b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeCollapseSimplificationVisitor.h
new file mode 100644
index 00000000000..91c03d781bf
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeCollapseSimplificationVisitor.h
@@ -0,0 +1,117 @@
+
+/*!
+\ingroup PkgSurfaceMeshSimplificationConcepts
+\cgalconcept
+
+The concept `EdgeCollapseSimplificationVisitor` describes the requirements for the visitor object which is used to track the edge collapse simplification algorithm.
+
+The several callbacks given as member functions in the visitor are called from certain places in the algorithm implementation.
+
+*/
+
+class EdgeCollapseSimplificationVisitor {
+public:
+
+/// \name Types
+/// @{
+
+/*!
+The type of the surface to simplify. Must be a model of the `EdgeCollapsableMesh` concept.
+*/
+typedef Hidden_type ECM;
+
+/*!
+A field type representing the collapse cost
+*/
+typedef Hidden_type FT;
+
+/*!
+The type of the edge profile cache. Must be a model of the `EdgeProfile` concept.
+*/
+typedef Hidden_type Profile;
+
+/*!
+The point type for the surface vertex. Must be a model of `Point_3`.
+*/
+typename CGAL::halfedge_graph_traits::Point Point;
+
+/*!
+An integer type representing the number of edges
+*/
+typedef Hidden_type size_type;
+
+/// @}
+
+/// \name Operations
+/// @{
+
+/*!
+Called before the algorithm starts.
+*/
+void OnStarted( ECM& surface );
+
+/*!
+Called after the algorithm finishes.
+*/
+void OnFinished ( ECM& surface ) ;
+
+/*!
+Called when the `StopPredicate` returned `true`
+(but not if the algorithm terminates because the surface could not be simplified any further).
+
+*/
+void OnStopConditionReached( ECM& surface ) ;
+
+/*!
+Called during the collecting phase (when a cost is assigned to the edges),
+for each edge collected.
+
+*/
+void OnCollected( Profile const& profile, boost::optional cost );
+
+/*!
+Called during the processing phase (when edges are collapsed),
+for each edge that is selected.
+
+This method is called before the algorithm checks
+if the edge is collapsable.
+
+`cost` indicates the current collapse cost for the edge.
+If absent (meaning that it could not be computed)
+the edge will not be collapsed.
+
+`initial_count` and `current_count` refer to
+the number of edges.
+
+*/
+void OnSelected( Profile const& profile
+, boost::optional cost
+, size_type initial_count
+, size_type current_count
+);
+
+/*!
+Called when an edge is about to be collapsed and replaced by a vertex
+whose position is `*placement`.
+
+If `placement` is absent (meaning that it could not be computed)
+the edge will not be collapsed.
+
+*/
+void OnCollapsing( Profile const& profile
+, boost::optional placement
+);
+
+/*!
+Called for each selected edge which cannot be
+collapsed because doing so would change the topological
+type of the surface (turn it into a non-manifold
+for instance).
+
+*/
+void OnNonCollapsable( Profile const& profile );
+
+/// @}
+
+}; /* end EdgeCollapseSimplificationVisitor */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeProfile.h b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeProfile.h
new file mode 100644
index 00000000000..4c6fe17f9ab
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/EdgeProfile.h
@@ -0,0 +1,138 @@
+
+/*!
+\ingroup PkgSurfaceMeshSimplificationConcepts
+\cgalconcept
+
+The concept `EdgeProfile` describes the requirements for a data structure that caches the local topology and geometry in the surroundings of an undirected edge.
+
+This profile is used by the stop, cost and placement policies.
+
+\hasModel `CGAL::Surface_mesh_simplification::Edge_profile`
+
+*/
+
+class EdgeProfile {
+public:
+
+/// \name Types
+/// @{
+
+/*!
+The type of the surface to simplify. Must be a model of the `EdgeCollapsableMesh` concept.
+*/
+typedef Hidden_type ECM;
+
+/*!
+A Bgl vertex descriptor representing a vertex of the surface.
+*/
+typename boost::graph_traits::vertex_descriptor vertex_descriptor;
+
+/*!
+A Bgl edge descriptor representing an edge of the surface.
+*/
+typename boost::graph_traits::edge_descriptor edge_descriptor;
+
+/*!
+The point type for the surface vertex. Must be a model of `Point_3`.
+*/
+typename CGAL::halfedge_graph_traits::Point Point;
+
+/// @}
+
+/// \name Access Functions
+/// @{
+
+/*!
+One of vertices of the edge to be collapsed.
+*/
+vertex_descriptor v0() const;
+
+/*!
+The other vertex of the edge to be collapsed.
+*/
+vertex_descriptor v1() const;
+
+/*!
+One of the directed edges corresponding to the undirected
+edge being collapsed.
+*/
+edge_descriptor v0v1() const;
+
+/*!
+The other directed edge corresponding to the undirected
+edge being collapsed.
+*/
+edge_descriptor v1v0() const;
+
+/*!
+The point of vertex \f$ v0\f$.
+*/
+Point const& p0() const;
+
+/*!
+The point of vertex \f$ v1\f$.
+*/
+Point const& p1() const;
+
+/*!
+If \f$ v0v1\f$ belongs to a finite face (is not a border edge)
+the third vertex of that triangular face, a null descriptor otherwise.
+*/
+vertex_descriptor vL() const;
+
+/*!
+If \f$ v0v1\f$ belongs to a finite face (is not a border edge)
+the directed edge from \f$ v1\f$ to \f$ vL\f$, a null descriptor otherwise.
+*/
+edge_descriptor v1vL() const;
+
+/*!
+If \f$ v0v1\f$ belongs to a finite face (is not a border edge)
+the directed edge from \f$ vL\f$ to \f$ v0\f$, a null descriptor otherwise.
+*/
+edge_descriptor vLv0() const;
+
+/*!
+If \f$ v1v0\f$ belongs to a finite face (is not a border edge)
+the third vertex of that triangular face, a null descriptor otherwise.
+*/
+vertex_descriptor vR() const;
+
+/*!
+If \f$ v1v0\f$ belongs to a finite face (is not a border edge)
+the directed edge from \f$ v0\f$ to \f$ vR\f$, a null descriptor otherwise.
+*/
+edge_descriptor v0vR() const;
+
+/*!
+If \f$ v1v0\f$ belongs to a finite face (is not a border edge)
+the directed edge from \f$ vR\f$ to \f$ v1\f$, a null descriptor otherwise.
+*/
+edge_descriptor vRv1() const;
+
+/*!
+The unique sequence of the vertices
+around \f$ v0v1\f$ in topological order (ccw or ccw depending
+on the relative ordering of `v0` and `v1` in the profile).
+*/
+std::vector link() const;
+
+/*!
+The unique collection of the border directed edges incident upon \f$ v0\f$ and \f$ v1\f$.
+*/
+std::vector border_edges() const;
+
+/*!
+Indicates if `v0v1` belongs to a finite face of the mesh (i.e, `v0v1` is not a border edge).
+*/
+bool left_face_exits() const;
+
+/*!
+Indicates if `v0v1` belongs to a finite face of the mesh (i.e, `v1v0` is not a border edge).
+*/
+bool right_face_exits() const;
+
+/// @}
+
+}; /* end EdgeProfile */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/GetCost.h b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/GetCost.h
new file mode 100644
index 00000000000..91ee04dcc3d
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/GetCost.h
@@ -0,0 +1,64 @@
+
+/*!
+\ingroup PkgSurfaceMeshSimplificationConcepts
+\cgalconcept
+
+The concept `GetCost` describes the requirements for the policy function object
+which gets the collapse cost of an edge.
+
+The cost returned is a `boost::optional` value (i.e. it can be absent).
+An absent cost indicates that the edge should not be collapsed.
+This could be the result of a computational limitation (such as overflow),
+or can be intentionally returned to prevent the edge from being collapsed.
+
+\refines ::DefaultConstructible
+\refines ::CopyConstructible
+
+\hasModel `CGAL::Surface_mesh_simplification::Edge_length_cost`
+\hasModel `CGAL::Surface_mesh_simplification::LindstromTurk_cost`
+
+*/
+
+class GetCost {
+public:
+
+/// \name Types
+/// @{
+
+/*!
+The type of the edge profile cache. Must be a model of the `EdgeProfile` concept.
+*/
+typedef Hidden_type Profile;
+
+/*!
+A field type representing the collapse cost
+*/
+typedef Hidden_type FT;
+
+/*!
+The point type for the surface vertex. Must be a model of `Point_3`.
+*/
+typename CGAL::halfedge_graph_traits::Point Point;
+
+/*!
+The type of the result (an optional cost value).
+*/
+boost::optional result_type;
+
+/// @}
+
+/// \name Operations
+/// @{
+
+/*!
+Computes and returns the cost of collapsing the edge (represented by its profile),
+using the calculated placement.
+
+*/
+result_type operator()( Profile const& edge_profile
+, boost::optional const& placement ) const;
+
+/// @}
+
+}; /* end GetCost */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/GetPlacement.h b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/GetPlacement.h
new file mode 100644
index 00000000000..ba30ac90106
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/GetPlacement.h
@@ -0,0 +1,58 @@
+
+/*!
+\ingroup PkgSurfaceMeshSimplificationConcepts
+\cgalconcept
+
+The concept `GetPlacement` describes the requirements for the policy
+function object which gets the collapse placement of an edge,
+that is, the new position of the vertex that remains after a
+halfedge-collapse operation.
+
+The placement returned is a `boost::optional` value (i.e., it can
+be absent). An absent result indicates that the remaining vertex
+must be kept in place, not moved to a new position.
+
+\refines ::DefaultConstructible
+\refines ::CopyConstructible
+
+\hasModel `CGAL::Surface_mesh_simplification::Midpoint_placement`
+\hasModel `CGAL::Surface_mesh_simplification::LindstromTurk_placement`
+
+*/
+
+class GetPlacement {
+public:
+
+/// \name Types
+/// @{
+
+/*!
+The type of the edge profile cache. Must be a model of the `EdgeProfile` concept.
+*/
+typedef Hidden_type Profile;
+
+/*!
+The point type for the surface vertex. Must be a model of `Point_3`.
+*/
+typename CGAL::halfedge_graph_traits::Point Point;
+
+/*!
+The type of the result (an optional point).
+*/
+boost::optional result_type;
+
+/// @}
+
+/// \name Operations
+/// @{
+
+/*!
+Computes and returns the placement, that is, the position of the vertex
+which replaces the collapsing edge (represented by its profile).
+*/
+result_type operator()( Profile const& edge_profile ) const;
+
+/// @}
+
+}; /* end GetPlacement */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/StopPredicate.h b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/StopPredicate.h
new file mode 100644
index 00000000000..d34f09ed4aa
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Concepts/StopPredicate.h
@@ -0,0 +1,66 @@
+
+/*!
+\ingroup PkgSurfaceMeshSimplificationConcepts
+\cgalconcept
+
+The concept `StopPredicate` describes the requirements for the predicate which indicates if the simplification process must finish.
+
+\hasModel `CGAL::Surface_mesh_simplification::Count_stop_predicate`
+\hasModel `CGAL::Surface_mesh_simplification::Count_ratio_stop_predicate`
+
+*/
+
+class StopPredicate {
+public:
+
+/// \name Types
+/// @{
+
+/*!
+The type of the surface to simplify. Must be a model of the `EdgeCollapsableMesh` concept.
+*/
+typedef Hidden_type ECM;
+
+/*!
+A field type representing the collapse cost
+*/
+typedef Hidden_type FT;
+
+/*!
+An integer type representing the number of edges
+*/
+typedef Hidden_type size_type;
+
+/*!
+The type of the edge profile cache. Must be a model of the `EdgeProfile` concept.
+*/
+typedef Hidden_type Profile;
+
+/// @}
+
+/// \name Operations
+/// @{
+
+/*!
+
+This predicate is called each time an edge is selected for processing,
+before it is collapsed.
+
+`current_cost` is the cost of the selected edge.
+
+`initial_count` and `current_count` are the number of initial and current edges.
+
+If the return value is `true` the simplification terminates before processing the edge,
+otherwise it continues normally.
+
+*/
+bool operator()( FT const& current_cost
+, Profile const& profile
+, size_type initial_count
+, size_type current_count
+) const ;
+
+/// @}
+
+}; /* end StopPredicate */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/PackageDescription.txt b/Surface_mesh_simplification/doc/Surface_mesh_simplification/PackageDescription.txt
new file mode 100644
index 00000000000..25ca5225a1d
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/PackageDescription.txt
@@ -0,0 +1,18 @@
+
+
+/// \defgroup PkgSurfaceMeshSimplification Triangulated Surface Mesh Simplification
+/// \defgroup PkgSurfaceMeshSimplificationConcepts Concepts
+/// \ingroup PkgSurfaceMeshSimplification
+/*!
+\addtogroup PkgSurfaceMeshSimplification
+\todo check generated documentation
+\PkgDescriptionBegin{Triangulated Surface Mesh Simplification}
+\PkgPicture{detail.png}
+\PkgAuthor{Fernando Cacciola}
+\PkgDesc{This package provides an algorithm to simplify a triangulated surface mesh by edge collapsing. It is an implementation of the Turk/Lindstrom memoryless mesh simplification algorithm.}
+\PkgSince{3.3}
+\cgalbib{cgal:c-tsms-12}
+\license{\ref licensesGPL "GPL"}
+\PkgDescriptionEnd
+*/
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/Surface_mesh_simplification.txt b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Surface_mesh_simplification.txt
new file mode 100644
index 00000000000..d99dc737e9e
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/Surface_mesh_simplification.txt
@@ -0,0 +1,299 @@
+
+\page chaptermeshsimplification Triangulated Surface Mesh Simplification
+
+namespace CGAL {
+/*!
+
+\mainpage Triangulated Surface Mesh Simplification
+\anchor chaptermeshsimplification
+
+\authors Fernando Cacciola
+
+\image html Illustration-Simplification-ALL.jpg
+
+# Introduction #
+
+Surface mesh simplification is the process of reducing the number of faces used in the surface while
+keeping the overall shape, volume and boundaries preserved as much as possible.
+It is the opposite of subdivision.
+
+The algorithm presented here can simplify any oriented 2-manifold surface,
+with any number of connected components, with or without boundaries (border or holes)
+and handles (arbitrary genus), using a method known as edge collapse.
+Roughly speaking, the method consists of iteratively replacing an edge with a single vertex,
+removing 2 triangles per collapse.
+
+Edges are collapsed according to a priority given by a user-supplied cost function,
+and the coordinates of the replacing vertex are determined by another user-supplied
+placement function. The algorithm terminates when a user-supplied stop predicate
+is met, such as reaching the desired number of edges.
+
+The algorithm implemented here is generic in the sense that it does not require the surface
+to be of a particular type. Instead, it defines the concept of a `EdgeCollapsableMesh`,
+which presents the surface as being a halfedge data structure, and any surface that
+is a model of that concept can be simplified. The concept is defined not in terms of a monolithic class, but in terms of a set
+of functions and traits, making it easy to adapt any concrete surface type,
+even if it is not a halfedge data structure at all.
+In particular, the concept definition follows the design of the
+ Boost Graph Library (Bgl)
+\cite cgal:sll-bgl-02.
+
+The design is policy-based
+(http://en.wikipedia.org/wiki/Policy-based_design),
+meaning that you can customize some aspects of the process by passing a set of
+policy objects. Each policy object specifies a particular aspect of the algorithm,
+such as how edges are selected and where the replacement vertex is placed. All policies have
+a sensible default.
+Furthermore, the API uses the so-called `named-parameters` technique which allows you
+to pass only the relevant parameters, in any order, omitting those parameters whose
+default is appropriate.
+
+# Overview of the Simplification Process #
+
+The free function that implements the simplification algorithm takes not only the surface
+and the desired stop predicate but a number of additional parameters which control and
+monitor the simplification process. This section briefly describes the process in order
+to set the background for the discussion of the parameters to the algorithm.
+
+There are two slightly different "edge" collapse operations. One is known as
+edge-collapse while the other is known as halfedge-collapse.
+Given an edge 'e' joining vertices 'w' and 'v', the edge-collapse operation replaces
+'e','w' and 'v' for a new vertex 'r', while the halfedge-collapse operation
+pulls 'v' into 'w', dissapearing 'e' and leaving 'w' in place.
+In both cases the operation removes the edge 'e' along with the 2 triangles
+adjacent to it.
+
+This package uses the halfedge-collapse operation, which is implemented by removing,
+additionally, 1 vertex ('v') and 2 edges, one per adjacent triangle.
+It optionally moves the remaining vertex ('w') into a new position,
+called placement, in which case the net effect is the same as in
+the edge-collapse operation.
+
+Naturally, the surface that results from an edge collapse deviates from the initial
+surface by some amount, and since the goal of simplification is to reduce the number
+of triangles while retaining the overall look of the surface as much as possible,
+it is necessary to measure such a deviation. Some methods attempt to measure the
+total deviation from the initial surface to the completely simplified surface,
+for example, by tracking an accumulated error while keeping a history of the simplification
+changes. Other methods, like the one implemented in this package, attempt to measure only
+the cost of each individual edge collapse (the local deviation introduced by
+a single simplification step) and plan the entire process as a sequence of steps
+of increasing cost.
+
+Global error tracking methods produce highly accurate simplifications but take up a lot
+of additional space. Cost-driven methods, like the one in this package, produce slightly
+less accurate simplifications but take up much less additional space, even none in some cases.
+
+The cost-driven method implemented in this package is mainly based on \cite cgal:lt-fmeps-98, \cite cgal:lt-ems-99, with contributions from \cite hddms-mo-93, \cite gh-ssqem-97
+and \cite degn-tpec-98.
+
+The algorithm proceeds in two stages. In the first stage, called collection stage,
+an initial collapse cost is assigned to each and every edge in the surface.
+Then in the second stage, called collapsing stage, edges are
+processed in order of increasing cost. Some processed edges are collapsed
+while some are just discarded. Collapsed edges are replaced by a vertex and the collapse
+cost of all the edges now incident on the replacement vertex is recalculated, affecting
+the order of the remaining unprocessed edges.
+
+Not all edges selected for processing are collapsed. A processed edge can be discarded
+right away, without being collapsed, if it doesn't satisfy certain topological
+and geometric conditions.
+
+The algorithm presented in \cite gh-ssqem-97 contracts (collapses) arbitrary vertex pairs and not
+only edges by considering certain vertex pairs as forming a pseudo-edge and proceeding to collapse
+both edges and pseudo-edges in the same way as in \cite cgal:lt-fmeps-98, \cite cgal:lt-ems-99 (
+which is the algorithm implemented here). However, contracting an arbitrary vertex-pair may result in a non-manifold surface, but the current state of this package can only deal with manifold surfaces, thus, it can only collapse edges. That is, this package cannot be used as a framework for vertex contraction.
+
+# Cost Strategy #
+
+The specific way in which the collapse cost and vertex placement is
+calculated is called the cost strategy. The user can choose
+different strategies in the form of policies and related parameters,
+passed to the algorithm.
+
+The current version of the package provides a set of policies implementing
+two strategies: the Lindstrom-Turk strategy, which is the default, and
+a strategy consisting of an edge-length cost with an optional
+midpoint placement (much faster but less accurate).
+
+\subsection SurfaceMeshSimplificationLindstromTurkStrategy Lindstrom-Turk Cost and Placement Strategy
+
+The main characteristic of the strategy presented in
+\cite cgal:lt-fmeps-98, \cite cgal:lt-ems-99 is that the simplified surface
+is not compared at each step with the original surface (or the surface
+at a previous step) so there is no need to keep extra information,
+such as the original surface or a history of the local changes. Hence
+the name memoryless simplification.
+
+At each step, all remaining edges are potential candidates for
+collapsing and the one with the lowest cost is selected.
+
+The cost of collapsing an edge is given by the position chosen for the
+vertex that replaces it.
+
+The replacement vertex position is computed as
+the solution to a system of 3 linearly-independent linear equality constraints.
+Each constraint is obtained by minimizing a quadratic objective function
+subject to the previously computed constraints.
+
+There are several possible candidate constraints and each is considered in order of importance.
+A candidate constraint might be incompatible with the previously accepted constraints,
+in which case it is rejected and the next constraint is considered.
+
+Once 3 constraints have been accepted, the system is solved for the vertex position.
+
+The first constraints considered preserves the shape of the surface boundaries
+(in case the edge profile has boundary edges).
+The next constraints preserve the total volume of the surface.
+The next constraints, if needed, optimize the local changes in volume and boundary shape.
+Lastly, if a constraint is still needed (because the ones previously computed were incompatible),
+a third (and last) constraint is added to favor equilateral triangles over elongated triangles.
+
+The cost is then a weighted sum of the shape, volume and boundary optimization terms, where the user specifies the unit weighting unit factor for each term.
+
+The local changes are computed independently for each edge using only
+the triangles currently adjacent to it at the time when the edge
+is about to be collapsed, that is, after all previous collapses.
+Thus, the transitive path of minimal local changes yields at
+the end a global change reasonably close to the absolute minimum.
+
+## Cost Strategy Policies ##
+
+The cost strategy used by the algorithm is selected by means of two policies:
+`GetPlacement` and `GetCost`.
+
+The `GetPlacement` policy is called to compute the new position
+for the remaining vertex after the halfedge-collapse. It returns
+an optional value, which can be absent, in which case the
+remaining vertex is kept in its place.
+
+The `GetCost` policy is called to compute the cost
+of collapsing an edge. This policy uses the placement to compute
+the cost (which is an error measure) and determines the
+ordering of the edges.
+
+The algorithm maintains an internal data structure (a mutable priority queue)
+which allows each edge to be processed in increasing cost order. Such a data structure
+requires some per-edge additional information, such as the edge's cost.
+If the record of per-edge additional information occupies N bytes of storage,
+simplifying a surface of 1 million edges (a normal size) requires 1 million times N bytes
+of additional storage. Thus, to minimize the amount of additional memory required to
+simplify a surface only the cost is attached to each edge and nothing else.
+
+But this is a tradeoff: the cost of a collapse is a function of the placement
+(the new position chosen for the remaining vertex) so before `GetCost`
+is called for each and every edge, `GetPlacement` must also be called to obtain
+the placement parameter to the cost function.
+But that placement, which is a 3D Point, is not attached to each and every edge since
+that would easily triple the additional storage requirement.
+
+On the one hand, this dramatically saves on memory but on the other hand is
+a processing waste because when an edge is effectively collapsed, `GetPlacement`
+must be called again to know were to move the remaining vertex.
+
+Earlier prototypes shown that attaching the placement to the edge, thus avoiding one
+redundant call to the placement function after the edge collapsed, has little
+impact on the total running time. This is because the cost of an each edge is not just
+computed once but changes several times during the process so the placement function
+must be called several times just as well. Caching the placement can only avoid the
+very last call, when the edge is collapsed, but not all the previous calls which
+are needed because the placement (and cost) changes.
+
+# API #
+
+## API Overview ##
+
+Since the algorithm is free from robustness issues there is no need for exact predicates nor constructions and `Simple_cartesian` can be used safely.
+\footnote{In the current version, 3.3, the LindstromTurk policies are not implemented for homogeneous coordinates, so a cartesian kernel must be used.}
+
+The simplification algorithm is implemented as the free template function
+`CGAL::Surface_mesh_simplification::edge_collapse`. The function has two mandatory and several optional parameters.
+
+## Mandatory Parameters ##
+
+There are two main parameters to the algorithm: the surface to be simplified (in-place) and the stop predicate.
+
+The surface to simplify must be a model of the `EdgeCollapsableMesh` concept.
+Many concrete surface types, such as `CGAL::Polyhedron_3` with only triangular faces,
+become models of that concept via a technique known as
+external adaptation, which is described in \cite cgal:sll-bgl-02
+and this Bgl web page: http://www.boost.org/libs/graph/doc/leda_conversion.html
+
+External adaptation is a way to add an interface to an
+object without coercing the type of the object (which happens when you adapt it by means
+of a wrapper). That is, the formal parameter to the `edge_collapse` function that
+implements the simplification is the concrete surface object itself, not an adaptor
+which delegates the functionality to the concrete type.
+
+The stop predicate is called after each edge is selected for processing, before
+it is classified as collapsible or not (thus before it is collapsed). If the stop predicate
+returns `true` the algorithm terminates.
+
+## Optional Named Parameters ##
+
+The notion of named parameters was also introduced in the Bgl. You can read about it in \cite cgal:sll-bgl-02 or the following site: http://www.boost.org/libs/graph/doc/bgl_named_params.html. Named parameters allow the user to specify only those parameters which are really needed, by name, making the parameter ordering unimportant.
+
+Say there is a function `f()` that takes 3 parameters called `name`, `age` and `gender`, and you have variables `n,a and g` to pass as parameters to that function. Without named parameters, you would call it like this: `f(n,a,g)`, but with named parameters, you call it like this: `f(name(n).age(a).gender(g))`.
+
+That is, you give each parameter a name by wrapping it into a function whose name matches that of the parameter. The entire list of named parameters is really a composition of function calls separated by a dot (\f$ .\f$). Thus, if the function takes a mix of mandatory and named parameters, you use a comma to separate the last non-named parameter from the first named parameters, like this:
+
+`f(non_named_par0, non_named_pa1, name(n).age(a).gender(g)) `
+
+When you use named parameters, the ordering is irrelevant, so this: `f(name(n).age(a).gender(g))` is equivalent to this:
+`f(age(a).gender(g).name(n))`, and you can just omit any named parameter that has a default value.
+
+## Sample Call ##
+
+\code{.cpp}
+
+/*
+surface : the surface to simplify
+stop_predicate : policy indicating when the simplification must finish
+vertex_index_map(vimap) : property-map giving each vertex a unique integer index
+edge_index_map(eimap) : property-map giving each edge a unique integer index
+edge_is_border_map(ebmap): property-map specifying whether an edge is a border edge or not
+get_cost(cf) : function object computing the cost of a collapse
+get_placement(pf) : function object computing the placement for the remaining vertex
+visitor(vis) : function object tracking the simplification process
+*/
+int r = edge_collapse(surface
+,stop_predicate
+,vertex_index_map(vimap)
+.edge_index_map(eimap)
+.edge_is_border_map(ebmap)
+.get_cost(cf)
+.get_placement(pf)
+.visitor(vis)
+);
+
+\endcode
+
+## Examples ##
+
+## Example Using a Default Polyhedron ##
+
+The following example illustrates the simplest of the cases. It uses
+an ordinary polyhedron and only one of the optional parameters.
+The unspecified cost strategy defaults to Lindstrom-Turk.
+\cgalexample{edge_collapse_polyhedron.cpp}
+
+## Example Using an Enriched Polyhedron ##
+
+The following example is equivalent to the previous example but using an
+enriched polyhedron whose halfedges support an `id` field to
+store the edge index needed by the algorithm. It also shows how to
+explicitly specify a cost strategy (other than the default)
+and how to use a visitor object to track the simplification process.
+
+\cgalexample{edge_collapse_enriched_polyhedron.cpp}
+
+## Example with edges marked as non-removable ##
+
+The following example shows how to use the optional named parameter `edge_is_border_map` to prevent
+edges from being removed even if they are not really borders.
+
+\cgalexample{edge_collapse_constrained_polyhedron.cpp}
+
+*/
+} /* namespace CGAL */
+
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/Illustration-Simplification-ALL.jpg b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/Illustration-Simplification-ALL.jpg
new file mode 100644
index 00000000000..4f0ee0da003
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/Illustration-Simplification-ALL.jpg differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/Illustration-Simplification-ALL.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/Illustration-Simplification-ALL.pdf
new file mode 100644
index 00000000000..8687f1b6f33
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/Illustration-Simplification-ALL.pdf differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse1.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse1.pdf
new file mode 100644
index 00000000000..16504649607
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse1.pdf differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse1.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse1.png
new file mode 100644
index 00000000000..d38694570aa
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse1.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse2.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse2.pdf
new file mode 100644
index 00000000000..886fcff3db6
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse2.pdf differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse2.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse2.png
new file mode 100644
index 00000000000..d8476096698
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse2.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse3.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse3.pdf
new file mode 100644
index 00000000000..a31301cf0f2
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse3.pdf differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse3.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse3.png
new file mode 100644
index 00000000000..a02d27af59d
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse3.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse4.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse4.pdf
new file mode 100644
index 00000000000..b75ede14574
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse4.pdf differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse4.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse4.png
new file mode 100644
index 00000000000..cdee63ab5bd
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/border_collapse4.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse0.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse0.pdf
new file mode 100644
index 00000000000..0b9297e6961
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse0.pdf
@@ -0,0 +1,403 @@
+%PDF-1.4
+%äöÜß
+1 0 obj
+<< /Length 2 0 R
+>>
+stream
+0 w
+q 0 -0.3 793.8 595.3 re W* n
+0 0 0 rg
+72 506.4 m
+73.4 506.4 l 73.4 503.6 l 72 503.6 l 72 506.4 l h
+f*
+74.9 506.4 m
+76.3 506.4 l 76.3 503.6 l 74.9 503.6 l 74.9 506.4 l h
+f*
+77.8 506.4 m
+79.2 506.4 l 79.2 503.6 l 77.8 503.6 l 77.8 506.4 l h
+f*
+80.6 506.4 m
+82.1 506.4 l 82.1 503.6 l 80.6 503.6 l 80.6 506.4 l h
+f*
+83.5 506.4 m
+85 506.4 l 85 503.6 l 83.5 503.6 l 83.5 506.4 l h
+f*
+86.4 506.4 m
+87.9 506.4 l 87.9 503.6 l 86.4 503.6 l 86.4 506.4 l h
+f*
+89.3 506.4 m
+90.8 506.4 l 90.8 503.6 l 89.3 503.6 l 89.3 506.4 l h
+f*
+92.2 506.4 m
+93.7 506.4 l 93.7 503.6 l 92.2 503.6 l 92.2 506.4 l h
+f*
+95.1 506.4 m
+96.5 506.4 l 96.5 503.6 l 95.1 503.6 l 95.1 506.4 l h
+f*
+98 506.4 m
+99.4 506.4 l 99.4 503.6 l 98 503.6 l 98 506.4 l h
+f*
+100.9 506.4 m
+102.3 506.4 l 102.3 503.6 l 100.9 503.6 l 100.9 506.4 l
+h
+f*
+103.8 506.4 m
+105.2 506.4 l 105.2 503.6 l 103.8 503.6 l 103.8 506.4 l
+h
+f*
+106.7 506.4 m
+108.1 506.4 l 108.1 503.6 l 106.7 503.6 l 106.7 506.4 l
+h
+f*
+109.6 506.4 m
+111 506.4 l 111 503.6 l 109.6 503.6 l 109.6 506.4 l
+h
+f*
+112.5 506.4 m
+113.9 506.4 l 113.9 503.6 l 112.5 503.6 l 112.5 506.4 l
+h
+f*
+115.3 506.4 m
+116.8 506.4 l 116.8 503.6 l 115.3 503.6 l 115.3 506.4 l
+h
+f*
+118.2 506.4 m
+119.7 506.4 l 119.7 503.6 l 118.2 503.6 l 118.2 506.4 l
+h
+f*
+121.1 506.4 m
+122.6 506.4 l 122.6 503.6 l 121.1 503.6 l 121.1 506.4 l
+h
+f*
+124 506.4 m
+125.5 506.4 l 125.5 503.6 l 124 503.6 l 124 506.4 l h
+f*
+126.9 506.4 m
+128.4 506.4 l 128.4 503.6 l 126.9 503.6 l 126.9 506.4 l
+h
+f*
+129.8 506.4 m
+131.2 506.4 l 131.2 503.6 l 129.8 503.6 l 129.8 506.4 l
+h
+f*
+132.7 506.4 m
+134.1 506.4 l 134.1 503.6 l 132.7 503.6 l 132.7 506.4 l
+h
+f*
+135.6 506.4 m
+137 506.4 l 137 503.6 l 135.6 503.6 l 135.6 506.4 l
+h
+f*
+138.5 506.4 m
+139.9 506.4 l 139.9 503.6 l 138.5 503.6 l 138.5 506.4 l
+h
+f*
+141.4 506.4 m
+142.8 506.4 l 142.8 503.6 l 141.4 503.6 l 141.4 506.4 l
+h
+f*
+144.3 506.4 m
+145.7 506.4 l 145.7 503.6 l 144.3 503.6 l 144.3 506.4 l
+h
+f*
+147.1 506.4 m
+148.6 506.4 l 148.6 503.6 l 147.1 503.6 l 147.1 506.4 l
+h
+f*
+150 506.4 m
+151.5 506.4 l 151.5 503.6 l 150 503.6 l 150 506.4 l h
+f*
+152.9 506.4 m
+154.4 506.4 l 154.4 503.6 l 152.9 503.6 l 152.9 506.4 l
+h
+f*
+155.8 506.4 m
+157.3 506.4 l 157.3 503.6 l 155.8 503.6 l 155.8 506.4 l
+h
+f*
+158.7 506.4 m
+160.2 506.4 l 160.2 503.6 l 158.7 503.6 l 158.7 506.4 l
+h
+f*
+161.6 506.4 m
+162 506.4 l 162 503.6 l 161.6 503.6 l 161.6 506.4 l
+h
+f*
+127.1 576.1 m
+123.7 571.6 l 121.4 573.3 l 124.8 577.9 l 127.1 576.1 l
+h
+f*
+122 569.3 m
+118.5 564.7 l 116.2 566.5 l 119.7 571 l 122 569.3 l h
+f*
+116.8 562.4 m
+113.4 557.8 l 111.1 559.6 l 114.5 564.1 l 116.8 562.4 l
+h
+f*
+111.7 555.5 m
+109.9 553.2 l 107.6 554.9 l 109.3 557.3 l 111.7 555.5 l
+h
+f*
+108.2 550.9 m
+106.4 548.6 l 104.1 550.3 l 105.9 552.7 l 108.2 550.9 l
+h
+f*
+104.7 546.3 m
+103 544 l 100.7 545.7 l 102.4 548 l 104.7 546.3 l h
+f*
+101.3 541.7 m
+97.8 537.1 l 95.5 538.8 l 98.9 543.4 l 101.3 541.7 l
+h
+f*
+96.1 534.8 m
+92.7 530.2 l 90.4 532 l 93.8 536.5 l 96.1 534.8 l h
+f*
+90.9 527.9 m
+87.5 523.4 l 85.2 525.1 l 88.6 529.7 l 90.9 527.9 l h
+f*
+85.8 521 m
+84 518.7 l 81.8 520.5 l 83.5 522.8 l 85.8 521 l h
+f*
+82.3 516.4 m
+80.6 514.1 l 78.3 515.9 l 80 518.2 l 82.3 516.4 l h
+f*
+78.9 511.8 m
+77.1 509.5 l 74.8 511.2 l 76.5 513.5 l 78.9 511.8 l h
+f*
+75.4 507.2 m
+73.1 504.1 l 70.8 505.9 l 73.1 508.9 l 75.4 507.2 l h
+f*
+0.50196 0 0 rg
+160.7 504.4 m
+124.7 576.4 l 127.2 577.7 l 163.2 505.7 l 160.7 504.4 l
+h
+f*
+124.8 432.1 m
+70.8 504.1 l 73.1 505.9 l 127.1 433.9 l 124.8 432.1 l
+h
+f*
+0 0 0 rg
+163.2 504.4 m
+160.7 499.3 l 158.1 500.6 l 160.7 505.7 l 163.2 504.4 l
+h
+f*
+159.4 496.7 m
+156.9 491.6 l 154.3 492.9 l 156.8 498 l 159.4 496.7 l
+h
+f*
+155.6 489 m
+153 483.9 l 150.4 485.2 l 153 490.3 l 155.6 489 l h
+f*
+151.7 481.3 m
+150.4 478.8 l 147.9 480 l 149.1 482.6 l 151.7 481.3 l
+h
+f*
+149.1 476.1 m
+147.9 473.6 l 145.3 474.9 l 146.6 477.4 l 149.1 476.1 l
+h
+f*
+146.6 471 m
+145.3 468.4 l 142.7 469.7 l 144 472.3 l 146.6 471 l h
+f*
+144 465.8 m
+141.4 460.7 l 138.8 462 l 141.4 467.1 l 144 465.8 l h
+f*
+140.1 458.1 m
+137.6 453 l 135 454.3 l 137.5 459.4 l 140.1 458.1 l
+h
+f*
+136.3 450.5 m
+133.7 445.4 l 131.2 446.6 l 133.7 451.7 l 136.3 450.5 l
+h
+f*
+132.5 442.8 m
+131.2 440.2 l 128.6 441.5 l 129.9 444.1 l 132.5 442.8 l
+h
+f*
+129.9 437.6 m
+128.6 435 l 126 436.3 l 127.3 438.9 l 129.9 437.6 l
+h
+f*
+127.3 432.4 m
+127.2 432.4 l 124.7 433.7 l 124.7 433.7 l 127.3 432.4 l
+h
+f*
+0 0.50196 0 rg
+18 506.4 m
+72 506.4 l 72 503.6 l 18 503.6 l 18 506.4 l h
+f*
+37.2 577.7 m
+73.2 505.7 l 70.7 504.4 l 34.7 576.4 l 37.2 577.7 l h
+f*
+0 0 0.50196 rg
+234 503.6 m
+162 503.6 l 162 506.4 l 234 506.4 l 234 503.6 l h
+f*
+217.1 576.1 m
+163.1 504.1 l 160.8 505.9 l 214.8 577.9 l 217.1 576.1 l
+h
+f*
+0 0 0 rg
+36 578.4 m
+126 578.4 l 126 575.6 l 36 575.6 l 36 578.4 l h
+f*
+216 575.6 m
+126 575.6 l 126 578.4 l 216 578.4 l 216 575.6 l h
+f*
+126 431.6 m
+36 431.6 l 36 434.5 l 126 434.5 l 126 431.6 l h
+f*
+0 0.50196 0 rg
+73.2 504.4 m
+37.2 432.4 l 34.7 433.7 l 70.7 505.7 l 73.2 504.4 l h
+f*
+0 0 0.50196 rg
+163.1 505.9 m
+217.1 433.9 l 214.8 432.1 l 160.8 504.1 l 163.1 505.9 l
+h
+f*
+0 0 0 rg
+126 434.5 m
+216 434.5 l 216 431.6 l 126 431.6 l 126 434.5 l h
+f*
+217.4 577.4 m
+235.4 505.4 l 232.6 504.7 l 214.6 576.7 l 217.4 577.4 l
+h
+f*
+214.6 433.4 m
+232.6 505.4 l 235.4 504.7 l 217.4 432.7 l 214.6 433.4 l
+h
+f*
+34.6 432.7 m
+16.6 504.7 l 19.4 505.4 l 37.4 433.4 l 34.6 432.7 l h
+f*
+16.6 505.4 m
+34.6 577.4 l 37.4 576.7 l 19.4 504.7 l 16.6 505.4 l h
+f*
+0 0 0.50196 rg
+412.8 505.9 m
+466.8 577.9 l 469.1 576.1 l 415.1 504.1 l 412.8 505.9 l
+h
+f*
+504 503.6 m
+414 503.6 l 414 506.4 l 504 506.4 l 504 503.6 l h
+f*
+466.8 432.1 m
+412.8 504.1 l 415.1 505.9 l 469.1 433.9 l 466.8 432.1 l
+h
+f*
+0 0 0 rg
+469.2 577.7 m
+505.2 505.7 l 502.7 504.4 l 466.7 576.4 l 469.2 577.7 l
+h
+f*
+466.7 433.7 m
+502.7 505.7 l 505.2 504.4 l 469.2 432.4 l 466.7 433.7 l
+h
+f*
+0.50196 0 0 rg
+379.2 577.7 m
+415.2 505.7 l 412.7 504.4 l 376.7 576.4 l 379.2 577.7 l
+h
+f*
+0 0 0 rg
+378 578.4 m
+468 578.4 l 468 575.6 l 378 575.6 l 378 578.4 l h
+f*
+0 0.50196 0 rg
+306.8 578.2 m
+414.8 506.2 l 413.1 503.8 l 305.1 575.8 l 306.8 578.2 l
+h
+f*
+270 506.4 m
+414 506.4 l 414 503.6 l 270 503.6 l 270 506.4 l h
+f*
+0 0 0 rg
+306 434.5 m
+468 434.5 l 468 431.6 l 306 431.6 l 306 434.5 l h
+f*
+0.50196 0 0 rg
+415.2 504.4 m
+379.2 432.4 l 376.7 433.7 l 412.7 505.7 l 415.2 504.4 l
+h
+f*
+0 0.50196 0 rg
+305.1 434.2 m
+413.1 506.2 l 414.8 503.8 l 306.8 431.8 l 305.1 434.2 l
+h
+f*
+0 0 0 rg
+378 575.6 m
+306 575.6 l 306 578.4 l 378 578.4 l 378 575.6 l h
+f*
+268.7 505.7 m
+304.7 577.7 l 307.2 576.4 l 271.2 504.4 l 268.7 505.7 l
+h
+f*
+304.7 432.4 m
+268.7 504.4 l 271.2 505.7 l 307.2 433.7 l 304.7 432.4 l
+h
+f*
+Q endstream
+endobj
+
+2 0 obj
+ 6872
+endobj
+
+4 0 obj
+<< /Type /Page
+ /Parent 3 0 R
+ /MediaBox [ 0 0 794 595 ]
+ /Contents 1 0 R
+>>
+endobj
+
+5 0 obj
+<<
+ /ProcSet [ /PDF ]
+>>
+endobj
+
+3 0 obj
+<< /Type /Pages
+ /Resources 5 0 R
+ /MediaBox [ 0 0 595 842 ]
+ /Kids [ 4 0 R
+ ]
+ /Count 1
+>>
+endobj
+
+6 0 obj
+<< /Type /Catalog
+ /Pages 3 0 R
+>>
+endobj
+
+7 0 obj
+<< /Author
+/Creator
+/Producer
+/CreationDate (D:20060927094424-03'00')
+>>
+endobj
+
+xref
+0 8
+0000000000 65535 f
+0000000017 00000 n
+0000006949 00000 n
+0000007132 00000 n
+0000006976 00000 n
+0000007083 00000 n
+0000007268 00000 n
+0000007327 00000 n
+trailer
+<< /Size 8
+ /Root 6 0 R
+ /Info 7 0 R
+>>
+startxref
+7605
+%%EOF
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse0.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse0.png
new file mode 100644
index 00000000000..3af7b3944c6
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse0.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse1.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse1.pdf
new file mode 100644
index 00000000000..53fa4d84830
--- /dev/null
+++ b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse1.pdf
@@ -0,0 +1,817 @@
+%PDF-1.4
+%äöÜß
+1 0 obj
+<< /Length 2 0 R
+>>
+stream
+0 w
+q 0 -0.3 793.8 595.3 re W* n
+0 0 0 rg
+236.4 454.6 m
+223.6 458.7 l 223.7 450.2 l 236.4 454.6 l h
+f*
+0 0 0 RG
+108.9 453.4 m
+226.2 454.5 l S
+0 0 0 rg
+177 553.6 m
+180.2 540.5 l 187.4 545.1 l 177 553.6 l h
+f*
+0 0 0 RG
+237 458.9 m
+182.4 544.9 l S
+0 0 0 rg
+110.8 458.9 m
+121.4 467.2 l 114.3 471.9 l 110.8 458.9 l h
+f*
+0 0 0 RG
+169.6 547.4 m
+116.4 467.4 l S
+0 0 0 rg
+162.8 554.8 m
+152.2 546.5 l 159.3 541.8 l 162.8 554.8 l h
+f*
+0 0 0 RG
+104 465.1 m
+157.2 546.3 l S
+0 0 0 rg
+246.3 457.1 m
+243.2 470.2 l 236 465.7 l 246.3 457.1 l h
+f*
+0 0 0 RG
+185.6 555.4 m
+240.9 465.8 l S
+0 0 0 rg
+113.9 444.1 m
+126.7 439.9 l 126.6 448.4 l 113.9 444.1 l h
+f*
+0 0 0 RG
+232 444.1 m
+230.6 444.1 l S
+229.2 444.1 m
+227.7 444.1 l S
+226.3 444.1 m
+224.8 444.1 l S
+223.4 444.1 m
+221.9 444.1 l S
+220.5 444.1 m
+219 444.1 l S
+217.6 444.1 m
+216.1 444.1 l S
+214.7 444.1 m
+213.3 444.1 l S
+211.8 444.1 m
+210.4 444.1 l S
+208.9 444.1 m
+207.5 444.1 l S
+206 444.1 m
+204.6 444.1 l S
+203.1 444.1 m
+201.7 444.1 l S
+200.2 444.1 m
+198.8 444.1 l S
+197.3 444.1 m
+195.9 444.1 l S
+194.5 444.1 m
+193 444.1 l S
+191.6 444.1 m
+190.1 444.1 l S
+188.7 444.1 m
+187.2 444.1 l S
+185.8 444.1 m
+184.3 444.1 l S
+182.9 444.1 m
+181.4 444.1 l S
+180 444.1 m
+178.6 444.1 l S
+177.1 444.1 m
+175.7 444.1 l S
+174.2 444.1 m
+172.8 444.1 l S
+171.3 444.1 m
+169.9 444.1 l S
+168.4 444.1 m
+167 444.1 l S
+165.5 444.1 m
+164.1 444.1 l S
+162.7 444.1 m
+161.2 444.1 l S
+159.8 444.1 m
+158.3 444.1 l S
+156.9 444.1 m
+155.4 444.1 l S
+154 444.1 m
+152.5 444.1 l S
+151.1 444.1 m
+149.6 444.1 l S
+148.2 444.1 m
+146.7 444.1 l S
+145.3 444.1 m
+143.9 444.1 l S
+142.4 444.1 m
+141 444.1 l S
+139.5 444.1 m
+138.1 444.1 l S
+136.6 444.1 m
+135.2 444.1 l S
+133.7 444.1 m
+132.3 444.1 l S
+130.8 444.1 m
+129.4 444.1 l S
+128 444.1 m
+126.5 444.1 l S
+125.1 444.1 m
+124.1 444.1 l S
+q 0 0 0 rg
+BT
+165.8 455.9 Td /F1 24 Tf <65> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+183.8 493 Td /F1 24 Tf <65> Tj
+10.7 0 Td <6E> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+218.4 507.9 Td /F1 24 Tf <65> Tj
+10.7 0 Td <6E> Tj
+12 0 Td <6F> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+138.6 489.3 Td /F1 24 Tf <65> Tj
+10.7 0 Td <70> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+99.1 509.7 Td /F1 24 Tf <65> Tj
+10.7 0 Td <70> Tj
+11.9 0 Td <6F> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+95.5 437 Td /F1 24 Tf <76> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+239.5 437.4 Td /F1 24 Tf <77> Tj
+ET
+Q
+0 0 0 rg
+44.6 392.1 m
+57 397.4 l 51.3 403.8 l 44.6 392.1 l h
+f*
+0 0 0 RG
+94.1 436 m
+93 435.1 l S
+91.9 434.1 m
+90.9 433.2 l S
+89.8 432.2 m
+88.7 431.2 l S
+87.6 430.3 m
+86.5 429.3 l S
+85.4 428.4 m
+84.4 427.4 l S
+83.3 426.5 m
+82.2 425.5 l S
+81.1 424.5 m
+80.1 423.6 l S
+78.9 422.6 m
+77.9 421.7 l S
+76.8 420.7 m
+75.7 419.7 l S
+74.6 418.8 m
+73.6 417.8 l S
+72.5 416.9 m
+71.4 415.9 l S
+70.3 414.9 m
+69.2 414 l S
+68.1 413 m
+67.1 412.1 l S
+66 411.1 m
+64.9 410.2 l S
+63.8 409.2 m
+62.7 408.2 l S
+61.7 407.3 m
+60.6 406.3 l S
+59.5 405.3 m
+58.4 404.4 l S
+57.3 403.4 m
+56.2 402.5 l S
+55.2 401.5 m
+54.1 400.5 l S
+53 399.6 m
+52.2 398.9 l S
+0 0 0 rg
+247.5 431.7 m
+251.5 418.9 l 258.4 423.8 l 247.5 431.7 l h
+f*
+0 0 0 RG
+282.1 383.5 m
+281.3 384.6 l S
+280.4 385.8 m
+279.6 387 l S
+278.8 388.2 m
+277.9 389.3 l S
+277.1 390.5 m
+276.2 391.7 l S
+275.4 392.9 m
+274.5 394 l S
+273.7 395.2 m
+272.8 396.4 l S
+272 397.6 m
+271.2 398.7 l S
+270.3 399.9 m
+269.5 401.1 l S
+268.6 402.2 m
+267.8 403.4 l S
+266.9 404.6 m
+266.1 405.8 l S
+265.3 406.9 m
+264.4 408.1 l S
+263.6 409.3 m
+262.7 410.5 l S
+261.9 411.7 m
+261 412.8 l S
+260.2 414 m
+259.3 415.2 l S
+258.5 416.3 m
+257.7 417.5 l S
+256.8 418.7 m
+256 419.9 l S
+255.1 421 m
+254.3 422.2 l S
+253.4 423.4 m
+253.4 423.4 l S
+q 0 0 0 rg
+BT
+164.6 420 Td /F1 24 Tf <65> Tj
+10.7 0 Td <27> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+73.7 395.9 Td /F1 24 Tf <65> Tj
+10.7 0 Td <6E> Tj
+12 0 Td <27> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+242.6 383.5 Td /F1 24 Tf <65> Tj
+10.7 0 Td <70> Tj
+11.9 0 Td <27> Tj
+ET
+Q
+0 0 0 rg
+454 545.2 m
+449.8 532.5 l 458.3 532.5 l 454 545.2 l h
+f*
+0 0 0 RG
+454.4 449.6 m
+454.1 535 l S
+0 0 0 rg
+461.3 450.8 m
+465.5 463.6 l 457 463.6 l 461.3 450.8 l h
+f*
+0 0 0 RG
+461 541.3 m
+461.3 461 l S
+q 0 0 0 rg
+BT
+471.5 497.3 Td /F1 24 Tf <65> Tj
+10.7 0 Td <6E> Tj
+11.9 0 Td <6F> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+417.1 498.6 Td /F1 24 Tf <65> Tj
+10.7 0 Td <6E> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+449.9 425.6 Td /F1 24 Tf <77> Tj
+ET
+Q
+0 0 0 rg
+338.5 382.8 m
+351.9 384 l 348.4 391.8 l 338.5 382.8 l h
+f*
+0 0 0 RG
+443.8 429.1 m
+442.5 428.6 l S
+441.2 428 m
+439.9 427.4 l S
+438.5 426.8 m
+437.2 426.3 l S
+435.9 425.7 m
+434.6 425.1 l S
+433.2 424.5 m
+431.9 423.9 l S
+430.6 423.3 m
+429.3 422.8 l S
+427.9 422.2 m
+426.6 421.6 l S
+425.3 421 m
+424 420.4 l S
+422.7 419.8 m
+421.3 419.3 l S
+420 418.7 m
+418.7 418.1 l S
+417.4 417.5 m
+416 416.9 l S
+414.7 416.4 m
+413.4 415.8 l S
+412.1 415.2 m
+410.7 414.6 l S
+409.4 414 m
+408.1 413.4 l S
+406.8 412.9 m
+405.5 412.3 l S
+404.1 411.7 m
+402.8 411.1 l S
+401.5 410.5 m
+400.2 410 l S
+398.8 409.4 m
+397.5 408.8 l S
+396.2 408.2 m
+394.9 407.6 l S
+393.6 407 m
+392.2 406.5 l S
+390.9 405.9 m
+389.6 405.3 l S
+388.3 404.7 m
+386.9 404.1 l S
+385.6 403.5 m
+384.3 403 l S
+383 402.4 m
+381.6 401.8 l S
+380.3 401.2 m
+379 400.6 l S
+377.7 400.1 m
+376.4 399.5 l S
+375 398.9 m
+373.7 398.3 l S
+372.4 397.7 m
+371.1 397.1 l S
+369.7 396.6 m
+368.4 396 l S
+367.1 395.4 m
+365.8 394.8 l S
+364.5 394.2 m
+363.1 393.7 l S
+361.8 393.1 m
+360.5 392.5 l S
+359.1 391.9 m
+357.8 391.3 l S
+356.5 390.7 m
+355.2 390.2 l S
+353.8 389.6 m
+352.5 389 l S
+351.2 388.4 m
+349.9 387.8 l S
+348.5 387.2 m
+347.8 386.9 l S
+0 0 0 rg
+468 427.3 m
+477.5 417.8 l 481.3 425.5 l 468 427.3 l h
+f*
+0 0 0 RG
+576 374.1 m
+574.7 374.8 l S
+573.4 375.4 m
+572.1 376.1 l S
+570.8 376.7 m
+569.5 377.3 l S
+568.2 378 m
+566.9 378.6 l S
+565.6 379.3 m
+564.3 379.9 l S
+563 380.5 m
+561.7 381.2 l S
+560.4 381.8 m
+559.1 382.4 l S
+557.8 383.1 m
+556.5 383.7 l S
+555.2 384.4 m
+553.9 385 l S
+552.6 385.6 m
+551.3 386.3 l S
+550 386.9 m
+548.8 387.5 l S
+547.5 388.2 m
+546.2 388.8 l S
+544.8 389.5 m
+543.5 390.1 l S
+542.3 390.7 m
+541 391.4 l S
+539.7 392 m
+538.4 392.6 l S
+537.1 393.3 m
+535.8 393.9 l S
+534.5 394.6 m
+533.2 395.2 l S
+531.9 395.8 m
+530.6 396.5 l S
+529.3 397.1 m
+528 397.8 l S
+526.7 398.4 m
+525.4 399 l S
+524.1 399.7 m
+522.8 400.3 l S
+521.5 400.9 m
+520.2 401.6 l S
+518.9 402.2 m
+517.6 402.9 l S
+516.3 403.5 m
+515 404.1 l S
+513.7 404.8 m
+512.4 405.4 l S
+511.1 406 m
+509.8 406.7 l S
+508.5 407.3 m
+507.2 408 l S
+505.9 408.6 m
+504.7 409.2 l S
+503.3 409.9 m
+502 410.5 l S
+500.7 411.1 m
+499.5 411.8 l S
+498.2 412.4 m
+496.9 413.1 l S
+495.6 413.7 m
+494.3 414.3 l S
+493 415 m
+491.7 415.6 l S
+490.4 416.2 m
+489.1 416.9 l S
+487.8 417.5 m
+486.5 418.2 l S
+485.2 418.8 m
+483.9 419.5 l S
+482.6 420.1 m
+481.3 420.7 l S
+480 421.4 m
+478.7 422 l S
+477.4 422.7 m
+477.1 422.8 l S
+q 0 0 0 rg
+BT
+390.4 385.3 Td /F1 24 Tf <65> Tj
+10.7 0 Td <6E> Tj
+12 0 Td <27> Tj
+ET
+Q
+q 0 0 0 rg
+BT
+496.2 379.8 Td /F1 24 Tf <65> Tj
+10.7 0 Td <70> Tj
+12 0 Td <27> Tj
+ET
+Q
+0 0 0 rg
+365.4 460.6 m
+343 468.1 l 343 453.2 l 365.4 460.6 l h
+f*
+278.8 462.8 m
+347.4 462.8 l 347.4 458.5 l 278.8 458.5 l 278.8 462.8 l
+h
+f*
+0 0 0 RG
+101.2 431 m
+100.7 431 l 100.2 431 l 99.8 431 l 99.3 431.1 l 98.8 431.2 l
+98.4 431.3 l 97.9 431.4 l 97.5 431.6 l 97 431.7 l 96.6 431.9 l 96.2 432 l
+95.7 432.2 l 95.3 432.4 l 94.9 432.7 l 94.5 432.9 l 94.1 433.1 l 93.7 433.4 l
+93.4 433.7 l 93 434 l 92.7 434.3 l 92.3 434.6 l 92 434.9 l 91.7 435.3 l
+91.4 435.6 l 91.1 436 l 90.8 436.3 l 90.5 436.7 l 90.3 437.1 l 90 437.5 l
+89.8 437.9 l 89.5 438.3 l 89.3 438.8 l 89.1 439.2 l 89 439.7 l 88.8 440.1 l
+88.6 440.6 l 88.5 441 l 88.4 441.5 l 88.3 442 l 88.2 442.5 l 88.1 442.9 l
+88 443.5 l 88 444 l 88 444.5 l 88 445 l 88 445.5 l 88 446 l 88 446.5 l
+88.1 447 l 88.2 447.5 l 88.3 448 l 88.4 448.4 l 88.5 448.9 l 88.6 449.4 l
+88.8 449.9 l 89 450.3 l 89.1 450.7 l 89.3 451.2 l 89.5 451.6 l 89.8 452 l
+90 452.4 l 90.3 452.8 l 90.5 453.2 l 90.8 453.6 l 91.1 454 l 91.4 454.3 l
+91.7 454.7 l 92 455 l 92.3 455.4 l 92.7 455.7 l 93 456 l 93.4 456.3 l
+93.7 456.6 l 94.1 456.8 l 94.5 457.1 l 94.9 457.3 l 95.3 457.5 l 95.7 457.7 l
+96.2 457.9 l 96.6 458.1 l 97 458.3 l 97.5 458.4 l 97.9 458.5 l 98.4 458.7 l
+98.8 458.8 l 99.3 458.8 l 99.8 458.9 l 100.2 458.9 l 100.7 459 l 101.2 459 l
+101.7 459 l 102.1 458.9 l 102.6 458.9 l 103.1 458.8 l 103.5 458.8 l
+104 458.7 l 104.5 458.5 l 104.9 458.4 l 105.4 458.3 l 105.8 458.1 l
+106.2 457.9 l 106.6 457.7 l 107 457.5 l 107.5 457.3 l 107.9 457.1 l
+108.2 456.8 l 108.6 456.6 l 109 456.3 l 109.3 456 l 109.7 455.7 l 110 455.4 l
+110.4 455 l 110.7 454.7 l 111 454.3 l 111.3 454 l 111.6 453.6 l 111.8 453.2 l
+112.1 452.8 l 112.3 452.4 l 112.6 452 l 112.8 451.6 l 113 451.2 l 113.2 450.7 l
+113.4 450.3 l 113.6 449.9 l 113.7 449.4 l 113.9 448.9 l 114 448.4 l
+114.1 448 l 114.2 447.5 l 114.3 447 l 114.3 446.5 l 114.3 446 l 114.4 445.5 l
+114.4 445 l 114.4 444.5 l 114.3 444 l 114.3 443.5 l 114.3 442.9 l 114.2 442.5 l
+114.1 442 l 114 441.5 l 113.9 441 l 113.7 440.6 l 113.6 440.1 l 113.4 439.7 l
+113.2 439.2 l 113 438.8 l 112.8 438.3 l 112.6 437.9 l 112.3 437.5 l
+112.1 437.1 l 111.8 436.7 l 111.6 436.3 l 111.3 436 l 111 435.6 l 110.7 435.3 l
+110.4 434.9 l 110 434.6 l 109.7 434.3 l 109.3 434 l 109 433.7 l 108.6 433.4 l
+108.2 433.1 l 107.9 432.9 l 107.5 432.7 l 107 432.4 l 106.6 432.2 l
+106.2 432 l 105.8 431.9 l 105.4 431.7 l 104.9 431.6 l 104.5 431.4 l
+104 431.3 l 103.5 431.2 l 103.1 431.1 l 102.6 431 l 102.1 431 l 101.7 431 l
+101.2 431 l h
+S
+247.3 429.4 m
+246.8 429.4 l 246.4 429.4 l 245.9 429.5 l 245.4 429.5 l
+244.9 429.6 l 244.5 429.7 l 244 429.8 l 243.6 430 l 243.1 430.1 l 242.7 430.3 l
+242.3 430.4 l 241.9 430.6 l 241.5 430.8 l 241 431.1 l 240.6 431.3 l
+240.3 431.6 l 239.9 431.8 l 239.5 432.1 l 239.2 432.4 l 238.8 432.7 l
+238.5 433 l 238.1 433.3 l 237.8 433.7 l 237.5 434 l 237.2 434.4 l 236.9 434.8 l
+236.7 435.1 l 236.4 435.5 l 236.2 435.9 l 235.9 436.3 l 235.7 436.7 l
+235.5 437.2 l 235.3 437.6 l 235.1 438.1 l 234.9 438.5 l 234.8 439 l
+234.6 439.4 l 234.5 439.9 l 234.4 440.4 l 234.3 440.9 l 234.2 441.4 l
+234.2 441.9 l 234.1 442.4 l 234.1 442.9 l 234.1 443.4 l 234.1 443.9 l
+234.1 444.4 l 234.2 444.9 l 234.2 445.4 l 234.3 445.9 l 234.4 446.4 l
+234.5 446.9 l 234.6 447.3 l 234.8 447.8 l 234.9 448.3 l 235.1 448.7 l
+235.3 449.2 l 235.5 449.6 l 235.7 450 l 235.9 450.4 l 236.2 450.9 l
+236.4 451.3 l 236.7 451.7 l 236.9 452 l 237.2 452.4 l 237.5 452.8 l
+237.8 453.1 l 238.1 453.4 l 238.5 453.8 l 238.8 454.1 l 239.2 454.4 l
+239.5 454.7 l 239.9 455 l 240.3 455.2 l 240.6 455.5 l 241 455.7 l 241.5 455.9 l
+241.9 456.1 l 242.3 456.3 l 242.7 456.5 l 243.1 456.7 l 243.6 456.8 l
+244 457 l 244.5 457.1 l 244.9 457.2 l 245.4 457.2 l 245.9 457.3 l 246.4 457.3 l
+246.8 457.4 l 247.3 457.4 l 247.8 457.4 l 248.3 457.3 l 248.7 457.3 l
+249.2 457.2 l 249.7 457.2 l 250.1 457.1 l 250.6 457 l 251 456.8 l 251.5 456.7 l
+251.9 456.5 l 252.3 456.3 l 252.8 456.1 l 253.2 455.9 l 253.6 455.7 l
+254 455.5 l 254.4 455.2 l 254.7 455 l 255.1 454.7 l 255.5 454.4 l 255.8 454.1 l
+256.2 453.8 l 256.5 453.4 l 256.8 453.1 l 257.1 452.8 l 257.4 452.4 l
+257.7 452 l 258 451.7 l 258.2 451.3 l 258.5 450.9 l 258.7 450.4 l 258.9 450 l
+259.1 449.6 l 259.3 449.2 l 259.5 448.7 l 259.7 448.3 l 259.9 447.8 l
+260 447.3 l 260.1 446.9 l 260.2 446.4 l 260.3 445.9 l 260.4 445.4 l
+260.4 444.9 l 260.5 444.4 l 260.5 443.9 l 260.5 443.4 l 260.5 442.9 l
+260.5 442.4 l 260.4 441.9 l 260.4 441.4 l 260.3 440.9 l 260.2 440.4 l
+260.1 439.9 l 260 439.4 l 259.9 439 l 259.7 438.5 l 259.5 438.1 l 259.3 437.6 l
+259.1 437.2 l 258.9 436.7 l 258.7 436.3 l 258.5 435.9 l 258.2 435.5 l
+258 435.1 l 257.7 434.8 l 257.4 434.4 l 257.1 434 l 256.8 433.7 l 256.5 433.3 l
+256.2 433 l 255.8 432.7 l 255.5 432.4 l 255.1 432.1 l 254.7 431.8 l
+254.4 431.6 l 254 431.3 l 253.6 431.1 l 253.2 430.8 l 252.8 430.6 l
+252.3 430.4 l 251.9 430.3 l 251.5 430.1 l 251 430 l 250.6 429.8 l 250.1 429.7 l
+249.7 429.6 l 249.2 429.5 l 248.7 429.5 l 248.3 429.4 l 247.8 429.4 l
+247.3 429.4 l h
+S
+171.9 549 m
+171.4 549.1 l 171 549.1 l 170.5 549.1 l 170 549.2 l 169.6 549.2 l
+169.1 549.4 l 168.7 549.5 l 168.2 549.6 l 167.8 549.8 l 167.3 549.9 l
+166.9 550.1 l 166.5 550.3 l 166.1 550.5 l 165.7 550.7 l 165.3 550.9 l
+164.9 551.2 l 164.5 551.5 l 164.1 551.7 l 163.8 552 l 163.4 552.3 l
+163.1 552.7 l 162.8 553 l 162.5 553.3 l 162.1 553.7 l 161.8 554 l 161.5 554.4 l
+161.3 554.8 l 161 555.2 l 160.8 555.6 l 160.5 556 l 160.3 556.4 l 160.1 556.8 l
+159.9 557.3 l 159.7 557.7 l 159.6 558.1 l 159.4 558.6 l 159.3 559.1 l
+159.1 559.6 l 159 560 l 158.9 560.5 l 158.9 561 l 158.8 561.5 l 158.8 562 l
+158.7 562.5 l 158.7 563 l 158.7 563.6 l 158.8 564 l 158.8 564.6 l 158.9 565.1 l
+158.9 565.5 l 159 566 l 159.1 566.5 l 159.3 567 l 159.4 567.4 l 159.6 567.9 l
+159.7 568.4 l 159.9 568.8 l 160.1 569.3 l 160.3 569.7 l 160.5 570.1 l
+160.8 570.5 l 161 570.9 l 161.3 571.3 l 161.5 571.7 l 161.8 572 l 162.1 572.4 l
+162.5 572.7 l 162.8 573.1 l 163.1 573.4 l 163.4 573.7 l 163.8 574.1 l
+164.1 574.3 l 164.5 574.6 l 164.9 574.9 l 165.3 575.1 l 165.7 575.4 l
+166.1 575.6 l 166.5 575.8 l 166.9 576 l 167.3 576.1 l 167.8 576.3 l
+168.2 576.5 l 168.7 576.6 l 169.1 576.7 l 169.6 576.8 l 170 576.9 l
+170.5 577 l 171 577 l 171.4 577 l 171.9 577 l 172.4 577 l 172.9 577 l
+173.4 577 l 173.8 576.9 l 174.3 576.8 l 174.8 576.7 l 175.2 576.6 l
+175.7 576.5 l 176.1 576.3 l 176.5 576.1 l 177 576 l 177.4 575.8 l 177.8 575.6 l
+178.2 575.4 l 178.6 575.1 l 179 574.9 l 179.4 574.6 l 179.7 574.3 l
+180.1 574.1 l 180.5 573.7 l 180.8 573.4 l 181.1 573.1 l 181.4 572.7 l
+181.7 572.4 l 182 572 l 182.3 571.7 l 182.6 571.3 l 182.9 570.9 l 183.1 570.5 l
+183.3 570.1 l 183.6 569.7 l 183.8 569.3 l 184 568.8 l 184.1 568.4 l
+184.3 567.9 l 184.5 567.4 l 184.6 567 l 184.7 566.5 l 184.8 566 l 184.9 565.5 l
+185 565.1 l 185.1 564.6 l 185.1 564 l 185.1 563.6 l 185.2 563 l 185.1 562.5 l
+185.1 562 l 185.1 561.5 l 185 561 l 184.9 560.5 l 184.8 560 l 184.7 559.6 l
+184.6 559.1 l 184.5 558.6 l 184.3 558.1 l 184.1 557.7 l 184 557.3 l
+183.8 556.8 l 183.6 556.4 l 183.3 556 l 183.1 555.6 l 182.9 555.2 l
+182.6 554.8 l 182.3 554.4 l 182 554 l 181.7 553.7 l 181.4 553.3 l 181.1 553 l
+180.8 552.7 l 180.5 552.3 l 180.1 552 l 179.7 551.7 l 179.4 551.5 l
+179 551.2 l 178.6 550.9 l 178.2 550.7 l 177.8 550.5 l 177.4 550.3 l
+177 550.1 l 176.5 549.9 l 176.1 549.8 l 175.7 549.6 l 175.2 549.5 l
+174.8 549.4 l 174.3 549.2 l 173.8 549.2 l 173.4 549.1 l 172.9 549.1 l
+172.4 549.1 l 171.9 549 l h
+S
+457.9 545.9 m
+457.4 546 l 456.9 546 l 456.5 546 l 456 546.1 l 455.5 546.2 l
+455.1 546.3 l 454.6 546.4 l 454.2 546.5 l 453.7 546.7 l 453.3 546.8 l
+452.9 547 l 452.4 547.2 l 452 547.4 l 451.6 547.6 l 451.2 547.9 l 450.9 548.1 l
+450.5 548.4 l 450.1 548.7 l 449.7 548.9 l 449.4 549.2 l 449 549.6 l
+448.7 549.9 l 448.4 550.2 l 448.1 550.6 l 447.8 550.9 l 447.5 551.3 l
+447.3 551.7 l 447 552.1 l 446.7 552.5 l 446.5 552.9 l 446.3 553.3 l
+446.1 553.7 l 445.9 554.2 l 445.7 554.6 l 445.5 555.1 l 445.4 555.5 l
+445.2 556 l 445.1 556.5 l 445 557 l 444.9 557.4 l 444.8 557.9 l 444.8 558.4 l
+444.7 558.9 l 444.7 559.4 l 444.7 559.9 l 444.7 560.5 l 444.7 561 l
+444.8 561.5 l 444.8 562 l 444.9 562.5 l 445 562.9 l 445.1 563.4 l 445.2 563.9 l
+445.4 564.4 l 445.5 564.8 l 445.7 565.3 l 445.9 565.7 l 446.1 566.2 l
+446.3 566.6 l 446.5 567 l 446.7 567.4 l 447 567.8 l 447.3 568.2 l 447.5 568.6 l
+447.8 568.9 l 448.1 569.3 l 448.4 569.7 l 448.7 570 l 449 570.3 l 449.4 570.7 l
+449.7 571 l 450.1 571.2 l 450.5 571.5 l 450.9 571.8 l 451.2 572 l 451.6 572.3 l
+452 572.5 l 452.4 572.7 l 452.9 572.9 l 453.3 573.1 l 453.7 573.2 l
+454.2 573.4 l 454.6 573.5 l 455.1 573.6 l 455.5 573.7 l 456 573.8 l
+456.5 573.9 l 456.9 573.9 l 457.4 573.9 l 457.9 573.9 l 458.4 573.9 l
+458.8 573.9 l 459.3 573.9 l 459.8 573.8 l 460.3 573.7 l 460.7 573.6 l
+461.2 573.5 l 461.6 573.4 l 462.1 573.2 l 462.5 573.1 l 462.9 572.9 l
+463.4 572.7 l 463.7 572.5 l 464.2 572.3 l 464.6 572 l 464.9 571.8 l
+465.3 571.5 l 465.7 571.2 l 466 571 l 466.4 570.7 l 466.8 570.3 l 467.1 570 l
+467.4 569.7 l 467.7 569.3 l 468 568.9 l 468.3 568.6 l 468.5 568.2 l
+468.8 567.8 l 469 567.4 l 469.3 567 l 469.5 566.6 l 469.7 566.2 l 469.9 565.7 l
+470.1 565.3 l 470.3 564.8 l 470.4 564.4 l 470.6 563.9 l 470.7 563.4 l
+470.8 562.9 l 470.9 562.5 l 471 562 l 471 561.5 l 471.1 561 l 471.1 560.5 l
+471.1 559.9 l 471.1 559.4 l 471.1 558.9 l 471 558.4 l 471 557.9 l 470.9 557.4 l
+470.8 557 l 470.7 556.5 l 470.6 556 l 470.4 555.5 l 470.3 555.1 l 470.1 554.6 l
+469.9 554.2 l 469.7 553.7 l 469.5 553.3 l 469.3 552.9 l 469 552.5 l
+468.8 552.1 l 468.5 551.7 l 468.3 551.3 l 468 550.9 l 467.7 550.6 l
+467.4 550.2 l 467.1 549.9 l 466.8 549.6 l 466.4 549.2 l 466 548.9 l
+465.7 548.7 l 465.3 548.4 l 464.9 548.1 l 464.6 547.9 l 464.2 547.6 l
+463.7 547.4 l 463.4 547.2 l 462.9 547 l 462.5 546.8 l 462.1 546.7 l
+461.6 546.5 l 461.2 546.4 l 460.7 546.3 l 460.3 546.2 l 459.8 546.1 l
+459.3 546 l 458.8 546 l 458.4 546 l 457.9 545.9 l h
+S
+457.1 419.3 m
+456.6 419.3 l 456.2 419.3 l 455.7 419.4 l 455.2 419.5 l
+454.7 419.5 l 454.3 419.6 l 453.8 419.7 l 453.4 419.9 l 452.9 420 l
+452.5 420.2 l 452.1 420.4 l 451.6 420.6 l 451.2 420.8 l 450.8 421 l
+450.4 421.2 l 450.1 421.5 l 449.7 421.7 l 449.3 422 l 449 422.3 l 448.6 422.6 l
+448.2 422.9 l 447.9 423.2 l 447.6 423.6 l 447.3 423.9 l 447 424.3 l
+446.7 424.7 l 446.5 425 l 446.2 425.4 l 445.9 425.8 l 445.7 426.3 l
+445.5 426.7 l 445.3 427.1 l 445.1 427.5 l 444.9 428 l 444.7 428.4 l
+444.6 428.9 l 444.4 429.3 l 444.3 429.8 l 444.2 430.3 l 444.1 430.8 l
+444 431.3 l 444 431.8 l 443.9 432.3 l 443.9 432.8 l 443.9 433.3 l 443.9 433.8 l
+443.9 434.3 l 444 434.8 l 444 435.3 l 444.1 435.8 l 444.2 436.3 l 444.3 436.8 l
+444.4 437.3 l 444.6 437.7 l 444.7 438.2 l 444.9 438.6 l 445.1 439.1 l
+445.3 439.5 l 445.5 439.9 l 445.7 440.3 l 445.9 440.8 l 446.2 441.2 l
+446.5 441.6 l 446.7 441.9 l 447 442.3 l 447.3 442.7 l 447.6 443 l 447.9 443.3 l
+448.2 443.7 l 448.6 444 l 449 444.3 l 449.3 444.6 l 449.7 444.9 l 450.1 445.1 l
+450.4 445.4 l 450.8 445.6 l 451.2 445.8 l 451.6 446 l 452.1 446.2 l
+452.5 446.4 l 452.9 446.6 l 453.4 446.7 l 453.8 446.9 l 454.3 447 l
+454.7 447.1 l 455.2 447.1 l 455.7 447.2 l 456.2 447.3 l 456.6 447.3 l
+457.1 447.3 l 457.6 447.3 l 458.1 447.3 l 458.5 447.2 l 459 447.1 l
+459.5 447.1 l 459.9 447 l 460.4 446.9 l 460.8 446.7 l 461.3 446.6 l
+461.7 446.4 l 462.1 446.2 l 462.6 446 l 463 445.8 l 463.4 445.6 l 463.8 445.4 l
+464.1 445.1 l 464.5 444.9 l 464.9 444.6 l 465.3 444.3 l 465.6 444 l
+466 443.7 l 466.3 443.3 l 466.6 443 l 466.9 442.7 l 467.2 442.3 l 467.5 441.9 l
+467.7 441.6 l 468 441.2 l 468.3 440.8 l 468.5 440.3 l 468.7 439.9 l
+468.9 439.5 l 469.1 439.1 l 469.3 438.6 l 469.5 438.2 l 469.6 437.7 l
+469.8 437.3 l 469.9 436.8 l 470 436.3 l 470.1 435.8 l 470.2 435.3 l
+470.2 434.8 l 470.3 434.3 l 470.3 433.8 l 470.3 433.3 l 470.3 432.8 l
+470.3 432.3 l 470.2 431.8 l 470.2 431.3 l 470.1 430.8 l 470 430.3 l
+469.9 429.8 l 469.8 429.3 l 469.6 428.9 l 469.5 428.4 l 469.3 428 l
+469.1 427.5 l 468.9 427.1 l 468.7 426.7 l 468.5 426.3 l 468.3 425.8 l
+468 425.4 l 467.7 425 l 467.5 424.7 l 467.2 424.3 l 466.9 423.9 l 466.6 423.6 l
+466.3 423.2 l 466 422.9 l 465.6 422.6 l 465.3 422.3 l 464.9 422 l 464.5 421.7 l
+464.1 421.5 l 463.8 421.2 l 463.4 421 l 463 420.8 l 462.6 420.6 l 462.1 420.4 l
+461.7 420.2 l 461.3 420 l 460.8 419.9 l 460.4 419.7 l 459.9 419.6 l
+459.5 419.5 l 459 419.5 l 458.5 419.4 l 458.1 419.3 l 457.6 419.3 l
+457.1 419.3 l h
+S
+101.2 430.9 m
+100.7 431 l 100.3 431 l 99.8 431 l 99.3 431.1 l 98.8 431.2 l
+98.4 431.3 l 97.9 431.4 l 97.5 431.5 l 97 431.7 l 96.6 431.8 l 96.2 432 l
+95.8 432.2 l 95.4 432.4 l 94.9 432.6 l 94.5 432.9 l 94.2 433.1 l 93.8 433.4 l
+93.4 433.7 l 93.1 433.9 l 92.7 434.2 l 92.4 434.6 l 92 434.9 l 91.7 435.2 l
+91.4 435.6 l 91.1 435.9 l 90.8 436.3 l 90.6 436.7 l 90.3 437.1 l 90.1 437.5 l
+89.8 437.9 l 89.6 438.3 l 89.4 438.7 l 89.2 439.2 l 89 439.6 l 88.8 440.1 l
+88.7 440.5 l 88.5 441 l 88.4 441.5 l 88.3 442 l 88.2 442.4 l 88.1 442.9 l
+88.1 443.4 l 88 443.9 l 88 444.4 l 88 444.9 l 88 445.5 l 88 446 l 88.1 446.5 l
+88.1 447 l 88.2 447.5 l 88.3 447.9 l 88.4 448.4 l 88.5 448.9 l 88.7 449.4 l
+88.8 449.8 l 89 450.3 l 89.2 450.7 l 89.4 451.2 l 89.6 451.6 l 89.8 452 l
+90.1 452.4 l 90.3 452.8 l 90.6 453.2 l 90.8 453.6 l 91.1 453.9 l 91.4 454.3 l
+91.7 454.7 l 92 455 l 92.4 455.3 l 92.7 455.6 l 93.1 456 l 93.4 456.2 l
+93.8 456.5 l 94.2 456.8 l 94.5 457 l 94.9 457.3 l 95.4 457.5 l 95.8 457.7 l
+96.2 457.9 l 96.6 458.1 l 97 458.2 l 97.5 458.4 l 97.9 458.5 l 98.4 458.6 l
+98.8 458.7 l 99.3 458.8 l 99.8 458.9 l 100.3 458.9 l 100.7 458.9 l
+101.2 458.9 l 101.7 458.9 l 102.2 458.9 l 102.6 458.9 l 103.1 458.8 l
+103.6 458.7 l 104 458.6 l 104.5 458.5 l 104.9 458.4 l 105.4 458.2 l
+105.8 458.1 l 106.2 457.9 l 106.7 457.7 l 107.1 457.5 l 107.5 457.3 l
+107.9 457 l 108.3 456.8 l 108.7 456.5 l 109 456.2 l 109.4 456 l 109.7 455.6 l
+110.1 455.3 l 110.4 455 l 110.7 454.7 l 111 454.3 l 111.3 453.9 l 111.6 453.6 l
+111.9 453.2 l 112.1 452.8 l 112.4 452.4 l 112.6 452 l 112.8 451.6 l
+113 451.2 l 113.2 450.7 l 113.4 450.3 l 113.6 449.8 l 113.8 449.4 l
+113.9 448.9 l 114 448.4 l 114.1 447.9 l 114.2 447.5 l 114.3 447 l 114.3 446.5 l
+114.4 446 l 114.4 445.5 l 114.4 444.9 l 114.4 444.4 l 114.4 443.9 l
+114.3 443.4 l 114.3 442.9 l 114.2 442.4 l 114.1 442 l 114 441.5 l 113.9 441 l
+113.8 440.5 l 113.6 440.1 l 113.4 439.6 l 113.2 439.2 l 113 438.7 l
+112.8 438.3 l 112.6 437.9 l 112.4 437.5 l 112.1 437.1 l 111.9 436.7 l
+111.6 436.3 l 111.3 435.9 l 111 435.6 l 110.7 435.2 l 110.4 434.9 l
+110.1 434.6 l 109.7 434.2 l 109.4 433.9 l 109 433.7 l 108.7 433.4 l
+108.3 433.1 l 107.9 432.9 l 107.5 432.6 l 107.1 432.4 l 106.7 432.2 l
+106.2 432 l 105.8 431.8 l 105.4 431.7 l 104.9 431.5 l 104.5 431.4 l
+104 431.3 l 103.6 431.2 l 103.1 431.1 l 102.6 431 l 102.2 431 l 101.7 431 l
+101.2 430.9 l h
+S
+101.2 430.9 m
+100.7 431 l 100.3 431 l 99.8 431 l 99.3 431.1 l 98.8 431.2 l
+98.4 431.3 l 97.9 431.4 l 97.5 431.5 l 97 431.7 l 96.6 431.8 l 96.2 432 l
+95.8 432.2 l 95.4 432.4 l 94.9 432.6 l 94.5 432.9 l 94.2 433.1 l 93.8 433.4 l
+93.4 433.7 l 93.1 433.9 l 92.7 434.2 l 92.4 434.6 l 92 434.9 l 91.7 435.2 l
+91.4 435.6 l 91.1 435.9 l 90.8 436.3 l 90.6 436.7 l 90.3 437.1 l 90.1 437.5 l
+89.8 437.9 l 89.6 438.3 l 89.4 438.7 l 89.2 439.2 l 89 439.6 l 88.8 440.1 l
+88.7 440.5 l 88.5 441 l 88.4 441.5 l 88.3 442 l 88.2 442.4 l 88.1 442.9 l
+88.1 443.4 l 88 443.9 l 88 444.4 l 88 444.9 l 88 445.5 l 88 446 l 88.1 446.5 l
+88.1 447 l 88.2 447.5 l 88.3 447.9 l 88.4 448.4 l 88.5 448.9 l 88.7 449.4 l
+88.8 449.8 l 89 450.3 l 89.2 450.7 l 89.4 451.2 l 89.6 451.6 l 89.8 452 l
+90.1 452.4 l 90.3 452.8 l 90.6 453.2 l 90.8 453.6 l 91.1 453.9 l 91.4 454.3 l
+91.7 454.7 l 92 455 l 92.4 455.3 l 92.7 455.6 l 93.1 456 l 93.4 456.2 l
+93.8 456.5 l 94.2 456.8 l 94.5 457 l 94.9 457.3 l 95.4 457.5 l 95.8 457.7 l
+96.2 457.9 l 96.6 458.1 l 97 458.2 l 97.5 458.4 l 97.9 458.5 l 98.4 458.6 l
+98.8 458.7 l 99.3 458.8 l 99.8 458.9 l 100.3 458.9 l 100.7 458.9 l
+101.2 458.9 l 101.7 458.9 l 102.2 458.9 l 102.6 458.9 l 103.1 458.8 l
+103.6 458.7 l 104 458.6 l 104.5 458.5 l 104.9 458.4 l 105.4 458.2 l
+105.8 458.1 l 106.2 457.9 l 106.7 457.7 l 107.1 457.5 l 107.5 457.3 l
+107.9 457 l 108.3 456.8 l 108.7 456.5 l 109 456.2 l 109.4 456 l 109.7 455.6 l
+110.1 455.3 l 110.4 455 l 110.7 454.7 l 111 454.3 l 111.3 453.9 l 111.6 453.6 l
+111.9 453.2 l 112.1 452.8 l 112.4 452.4 l 112.6 452 l 112.8 451.6 l
+113 451.2 l 113.2 450.7 l 113.4 450.3 l 113.6 449.8 l 113.8 449.4 l
+113.9 448.9 l 114 448.4 l 114.1 447.9 l 114.2 447.5 l 114.3 447 l 114.3 446.5 l
+114.4 446 l 114.4 445.5 l 114.4 444.9 l 114.4 444.4 l 114.4 443.9 l
+114.3 443.4 l 114.3 442.9 l 114.2 442.4 l 114.1 442 l 114 441.5 l 113.9 441 l
+113.8 440.5 l 113.6 440.1 l 113.4 439.6 l 113.2 439.2 l 113 438.7 l
+112.8 438.3 l 112.6 437.9 l 112.4 437.5 l 112.1 437.1 l 111.9 436.7 l
+111.6 436.3 l 111.3 435.9 l 111 435.6 l 110.7 435.2 l 110.4 434.9 l
+110.1 434.6 l 109.7 434.2 l 109.4 433.9 l 109 433.7 l 108.7 433.4 l
+108.3 433.1 l 107.9 432.9 l 107.5 432.6 l 107.1 432.4 l 106.7 432.2 l
+106.2 432 l 105.8 431.8 l 105.4 431.7 l 104.9 431.5 l 104.5 431.4 l
+104 431.3 l 103.6 431.2 l 103.1 431.1 l 102.6 431 l 102.2 431 l 101.7 431 l
+101.2 430.9 l h
+S
+Q endstream
+endobj
+
+2 0 obj
+ 24411
+endobj
+
+4 0 obj
+<< /Type /Page
+ /Parent 3 0 R
+ /MediaBox [ 0 0 794 595 ]
+ /Contents 1 0 R
+>>
+endobj
+
+5 0 obj
+<< /Type /Font
+ /Subtype /Type1
+ /BaseFont /Times-Roman
+ /Encoding /WinAnsiEncoding
+>>
+endobj
+
+6 0 obj
+<< /F1 5 0 R
+ >>
+endobj
+
+7 0 obj
+<<
+ /Font 6 0 R
+ /ProcSet [ /PDF ]
+>>
+endobj
+
+3 0 obj
+<< /Type /Pages
+ /Resources 7 0 R
+ /MediaBox [ 0 0 595 842 ]
+ /Kids [ 4 0 R
+ ]
+ /Count 1
+>>
+endobj
+
+8 0 obj
+<< /Type /Catalog
+ /Pages 3 0 R
+>>
+endobj
+
+9 0 obj
+<< /Author
+/Creator
+/Producer
+/CreationDate (D:20060927094503-03'00')
+>>
+endobj
+
+xref
+0 10
+0000000000 65535 f
+0000000017 00000 n
+0000024488 00000 n
+0000024845 00000 n
+0000024516 00000 n
+0000024623 00000 n
+0000024740 00000 n
+0000024780 00000 n
+0000024981 00000 n
+0000025040 00000 n
+trailer
+<< /Size 10
+ /Root 8 0 R
+ /Info 9 0 R
+>>
+startxref
+25318
+%%EOF
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse1.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse1.png
new file mode 100644
index 00000000000..e5ab8f31d88
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/collapse1.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/detail.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/detail.png
new file mode 100644
index 00000000000..cb2188daa0d
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/detail.png differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/general_collapse.pdf b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/general_collapse.pdf
new file mode 100644
index 00000000000..f8b34eae116
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/general_collapse.pdf differ
diff --git a/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/general_collapse.png b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/general_collapse.png
new file mode 100644
index 00000000000..e643a381e4a
Binary files /dev/null and b/Surface_mesh_simplification/doc/Surface_mesh_simplification/fig/general_collapse.png differ