From 171e23dca39b72fb984334d8ed226063a6aaf1d1 Mon Sep 17 00:00:00 2001
From: Emilie Marchandise <emilie.marchandise@uclouvain.be>
Date: Tue, 14 Jun 2011 10:36:54 +0000
Subject: [PATCH] Added Rbf parametrisation. Use the following in your Geo file
 Mesh.RemeshParametrization=2; //(0) harmonic (1) conformal (2) Rbf

---
 CMakeLists.txt          |    6 +-
 Common/DefaultOptions.h |    2 +-
 Common/GmshConfig.h.in  |    1 -
 Common/Options.cpp      |    2 +-
 Fltk/optionWindow.cpp   |    1 +
 Geo/CMakeLists.txt      |    3 +-
 Geo/GFaceCompound.cpp   |  106 +-
 Geo/GFaceCompound.h     |   23 +-
 Geo/GModelIO_Geo.cpp    |    8 +-
 Geo/GRbf.cpp            |  835 ++++++
 Geo/GRbf.h              |  150 ++
 Mesh/meshGFace.cpp      |    6 +-
 Parser/Gmsh.l           |    1 +
 Parser/Gmsh.tab.cpp     | 5310 ++++++++++++++++++++-------------------
 Parser/Gmsh.tab.hpp     |  181 +-
 Parser/Gmsh.y           |    6 +-
 Parser/Gmsh.yy.cpp      |  972 +++----
 17 files changed, 4306 insertions(+), 3307 deletions(-)
 create mode 100644 Geo/GRbf.cpp
 create mode 100644 Geo/GRbf.h

diff --git a/CMakeLists.txt b/CMakeLists.txt
index ab3cf930e6..ee8ae9f500 100644
--- a/CMakeLists.txt
+++ b/CMakeLists.txt
@@ -76,7 +76,7 @@ set(GMSH_API
     Numeric/simpleFunction.h Numeric/cartesian.h
   Geo/GModel.h Geo/GEntity.h Geo/GPoint.h Geo/GVertex.h Geo/GEdge.h 
     Geo/GFace.h Geo/GRegion.h Geo/GEdgeLoop.h Geo/GEdgeCompound.h 
-    Geo/GFaceCompound.h Geo/GRegionCompound.h Geo/MVertex.h Geo/MEdge.h 
+    Geo/GFaceCompound.h Geo/GRegionCompound.h Geo/GRbf.h Geo/MVertex.h Geo/MEdge.h 
     Geo/MFace.h Geo/MElement.h Geo/MPoint.h Geo/MLine.h Geo/MTriangle.h 
     Geo/MQuadrangle.h Geo/MTetrahedron.h Geo/MHexahedron.h Geo/MPrism.h 
     Geo/MPyramid.h Geo/MElementCut.h Geo/discreteVertex.h Geo/discreteEdge.h
@@ -455,10 +455,6 @@ if(ENABLE_ANN)
   set_config_option(HAVE_ANN "Ann")
 endif(ENABLE_ANN)
 
-if(ENABLE_RBF)
-  include_directories(projects/rbf)
-  set_config_option(HAVE_RBF "RBF")
-endif(ENABLE_RBF)
 
 if(ENABLE_CHACO)
   add_subdirectory(contrib/Chaco)
diff --git a/Common/DefaultOptions.h b/Common/DefaultOptions.h
index ffcbbf6934..dc8a18013e 100644
--- a/Common/DefaultOptions.h
+++ b/Common/DefaultOptions.h
@@ -1235,7 +1235,7 @@ StringXNumber MeshOptions_Number[] = {
   { F|O, "RemeshAlgorithm" , opt_mesh_remesh_algo , 0 ,
     "Remeshing algorithm (0=no split, 1=automatic, 2=automatic only with metis)" }, 
   { F|O, "RemeshParametrization" , opt_mesh_remesh_param , 0 ,
-    "Remsh Parametrization (0=harmonic, 1=conformal)" }, 
+    "Remsh Parametrization (0=harmonic, 1=conformal, 2=rbf harmonic)" }, 
 
   { F|O, "RefineSteps" , opt_mesh_refine_steps , 10 ,
     "Number of refinement steps in the MeshAdapt-based 2D algorithms" }, 
diff --git a/Common/GmshConfig.h.in b/Common/GmshConfig.h.in
index 4b0eef98b7..8997d6166b 100644
--- a/Common/GmshConfig.h.in
+++ b/Common/GmshConfig.h.in
@@ -52,7 +52,6 @@
 #cmakedefine HAVE_SOLVER
 #cmakedefine HAVE_TAUCS
 #cmakedefine HAVE_TETGEN
-#cmakedefine HAVE_RBF
 
 #define GMSH_CONFIG_OPTIONS "${GMSH_CONFIG_OPTIONS}"
 
diff --git a/Common/Options.cpp b/Common/Options.cpp
index 4d96b82c13..e050437943 100644
--- a/Common/Options.cpp
+++ b/Common/Options.cpp
@@ -5750,7 +5750,7 @@ double opt_mesh_remesh_param(OPT_ARGS_NUM)
   if(action & GMSH_SET){
     CTX::instance()->mesh.remeshParam = (int)val;
     if(CTX::instance()->mesh.remeshParam < 0 && 
-       CTX::instance()->mesh.remeshParam > 1)
+       CTX::instance()->mesh.remeshParam > 2)
       CTX::instance()->mesh.remeshParam = 0;
   }
 #if defined(HAVE_FLTK)
diff --git a/Fltk/optionWindow.cpp b/Fltk/optionWindow.cpp
index ae18612bb1..5509b33e22 100644
--- a/Fltk/optionWindow.cpp
+++ b/Fltk/optionWindow.cpp
@@ -2096,6 +2096,7 @@ optionWindow::optionWindow(int deltaFontSize)
       static Fl_Menu_Item menu_remeshing_param[] = {
         {"Harmonic", 0, 0, 0},
         {"Conformal", 0, 0, 0},
+	{"Rbf Harmonic", 0, 0, 0},
         {0}
       };
 
diff --git a/Geo/CMakeLists.txt b/Geo/CMakeLists.txt
index 25b77e8f59..43e9387e04 100644
--- a/Geo/CMakeLists.txt
+++ b/Geo/CMakeLists.txt
@@ -6,7 +6,8 @@
 set(SRC
   GEntity.cpp STensor3.cpp
     GVertex.cpp GEdge.cpp GFace.cpp GRegion.cpp
-    GEdgeLoop.cpp GEdgeCompound.cpp GFaceCompound.cpp GRegionCompound.cpp
+    GEdgeLoop.cpp GEdgeCompound.cpp GFaceCompound.cpp
+  GRegionCompound.cpp GRbf.cpp
     gmshVertex.cpp gmshEdge.cpp gmshFace.cpp gmshRegion.cpp gmshSurface.cpp
     OCCVertex.cpp OCCEdge.cpp OCCFace.cpp OCCRegion.cpp
     discreteEdge.cpp discreteFace.cpp discreteRegion.cpp
diff --git a/Geo/GFaceCompound.cpp b/Geo/GFaceCompound.cpp
index 9a3b33bf2f..ae9d869410 100644
--- a/Geo/GFaceCompound.cpp
+++ b/Geo/GFaceCompound.cpp
@@ -40,9 +40,8 @@
 #include "discreteFace.h"
 #include "eigenSolver.h"
 #include "multiscaleLaplace.h"
-#ifdef HAVE_RBF
-#include "rbf.h"
-#endif
+#include "GRbf.h"
+
 static void fixEdgeToValue(GEdge *ed, double value, dofManager<double> &myAssembler)
 {
   myAssembler.fixVertex(ed->getBeginVertex()->mesh_vertices[0], 0, 1, value);
@@ -86,6 +85,7 @@ int intersection_segments (SPoint3 &p1, SPoint3 &p2,
 static bool orderVertices(const std::list<GEdge*> &e, std::vector<MVertex*> &l,
                           std::vector<double> &coord)
 {
+
   l.clear();
   coord.clear();
 
@@ -618,8 +618,8 @@ bool GFaceCompound::parametrize() const
   if(oct) return paramOK; 
   if(trivial()) return paramOK;
 
-  if (_mapping != RBF)
-    coordinates.clear(); 
+  // if (_mapping != RBF)
+  //   coordinates.clear(); 
   
   computeNormals();  
 
@@ -659,8 +659,34 @@ bool GFaceCompound::parametrize() const
     }
   }
   // Radial-Basis Function parametrization
-  else if (_mapping == RBF){
-    Msg::Debug("Parametrizing surface %d with 'RBF''", tag());
+  else if (_mapping == RBF){    
+    Msg::Debug("Parametrizing surface %d with 'RBF' ", tag());
+     
+    int variableEps = 0;
+    int radFunInd = 1; //MQ RBF
+    double delta = 0.33*getDistMin();
+    double epsilon = 0.15*(allNodes.size()/150.0)/delta; //max(2.5, 0.5*(nbNodes/150.0)/dist_min);
+    double radius= 3.*getSizeH()/sqrt(allNodes.size());   
+        
+    Msg::Info("*****************************************");
+    Msg::Info("*** RBF rad=%g dist_min =%g ", radius, 3.*delta);
+    Msg::Info("*** RBF eps=%g  delta =%g ", epsilon, delta);
+    Msg::Info("*****************************************");
+    
+    fullMatrix<double> Oper(3*allNodes.size(),3*allNodes.size());
+    _rbf = new GRbf(epsilon, delta, radius,  variableEps, radFunInd, _normals, allNodes);
+    
+    _rbf->RbfLapSurface_global_CPM_low(_rbf->getXYZ(), _rbf->getN(), Oper);
+    //_rbf->RbfLapSurface_local_CPM(true, _rbf->getXYZ(), _rbf->getN(), Oper);
+    //_rbf->RbfLapSurface_global_CPM_high(_rbf->getXYZ(), _rbf->getN(), Oper);
+    //_rbf->RbfLapSurface_local_CPM(false, _rbf->getXYZ(), _rbf->getN(),  Oper);
+    //_rbf->RbfLapSurface_global_projection(_rbf->getXYZ(), _rbf->getN(), Oper);
+    //_rbf->RbfLapSurface_local_projection(_rbf->getXYZ(), _rbf->getN(), Oper);
+    
+    _rbf->solveHarmonicMap(Oper, _ordered, _coords, coordinates);
+    printStuff();
+    exit(1);
+
   }
 
   buildOct();  
@@ -687,15 +713,6 @@ bool GFaceCompound::parametrize() const
   return paramOK;
 }
 
-#ifdef HAVE_RBF
-void GFaceCompound::setParam(std::map<MVertex*, SPoint3> rbf_param, rbf *myRBF){
-  
-  _rbf = myRBF;
-  coordinates  = rbf_param;
-
-}
-#endif
-
 void GFaceCompound::getBoundingEdges()
 {
  
@@ -730,7 +747,7 @@ void GFaceCompound::getBoundingEdges()
     computeALoop(_unique,loop); 
     while(!_unique.empty())  computeALoop(_unique, loop); 
 
-    // assign Derichlet BC (_U0) to bound with largest size
+    // assign Derichlet BC (_U0) to boundary with largest size
     double maxSize = 0.0;
     for(std::list<std::list<GEdge*> >::iterator it = _interior_loops.begin();
         it != _interior_loops.end(); it++){
@@ -761,6 +778,21 @@ double GFaceCompound::getSizeH() const
   return H;
 }
 
+double GFaceCompound::getDistMin() const
+{
+    double dist_min = 1.e6;
+    for(std::set<MVertex *>::iterator itv = allNodes.begin(); itv !=allNodes.end() ; itv++){
+      for(std::set<MVertex *>::iterator itv2 = allNodes.begin(); itv2 !=allNodes.end() ; itv2++){
+	MVertex *v1 = *itv;
+	MVertex *v2 = *itv2;
+	double dist = sqrt((v1->x()-v2->x())*(v1->x()-v2->x())+(v1->y()-v2->y())*(v1->y()-v2->y())
+			   +(v1->z()-v2->z())*(v1->z()-v2->z()));
+	if (dist<dist_min && dist != 0.0) dist_min = dist;
+      }
+    }
+
+    return dist_min;
+}
 double GFaceCompound::getSizeBB(const std::list<GEdge* > &elist) const
 {
   //SOrientedBoundingBox obboxD = obb_boundEdges(elist);
@@ -916,9 +948,10 @@ void GFaceCompound::computeALoop(std::set<GEdge*> &_unique, std::list<GEdge*> &l
 }
 
 GFaceCompound::GFaceCompound(GModel *m, int tag, std::list<GFace*> &compound,
+			     std::list<GEdge*> &U0, 
                              linearSystem<double> *lsys, typeOfMapping mpg, 
                              int allowPartition)
-  : GFace(m, tag), _compound(compound),  oct(0),
+  : GFace(m, tag), _compound(compound),  oct(0), _U0(U0), 
     _lsys(lsys),_mapping(mpg), _allowPartition(allowPartition)
 {
   ONE = new simpleFunction<double>(1.0);
@@ -1051,20 +1084,6 @@ SPoint2 GFaceCompound::getCoordinates(MVertex *v) const
 void GFaceCompound::parametrize(iterationStep step, typeOfMapping tom) const
 {  
   dofManager<double> myAssembler(_lsys);
-  
-  // EMI-test for paper Dong: fix only 2 vertices
-  // MVertex *v1;
-  // MVertex *v2;
-  // double zmin = 1.e6;
-  // double zmax = 0.0;
-  // for(std::set<MVertex *>::iterator itv = allNodes.begin(); itv !=allNodes.end() ; ++itv){
-  //   MVertex  *v = *itv;
-  //   double z = v->z();
-  //   if (z > zmax){ zmax = z; v2 = v;}
-  //   if (z < zmin){ zmin = z; v1 = v;}
-  // }
-  // myAssembler.fixVertex(v1, 0, 1, 0.0);
-  // myAssembler.fixVertex(v2, 0, 1, 1.0);
 
   if(_type == UNITCIRCLE){
     for(unsigned int i = 0; i < _ordered.size(); i++){
@@ -1426,7 +1445,6 @@ GPoint GFaceCompound::point(double par1, double par2) const
 
   if(!oct) parametrize();
 
-#ifdef HAVE_RBF
   if (_mapping == RBF){
     double x, y, z;
     SVector3 dXdu, dXdv;
@@ -1435,7 +1453,6 @@ GPoint GFaceCompound::point(double par1, double par2) const
     //exit(1);
     return GPoint(x,y,z);
   }
-#endif
 
   double U,V;
   double par[2] = {par1,par2};
@@ -1474,25 +1491,10 @@ GPoint GFaceCompound::point(double par1, double par2) const
     
     SVector3 b300,b030,b003;
     SVector3 b210,b120,b021,b012,b102,b201,E,VV,b111;
-    //double  w12,w21,w23,w32,w31,w13;
-
     b300 = lt->v1;
     b030 = lt->v2;
     b003 = lt->v3;
 
-    //     w12 = dot(lt->v2 - lt->v1, n1);
-    //     w21 = dot(lt->v1 - lt->v2, n2);
-    //     w23 = dot(lt->v3 - lt->v2, n2);
-    //     w32 = dot(lt->v2 - lt->v3, n3);
-    //     w31 = dot(lt->v1 - lt->v3, n3);
-    //     w13 = dot(lt->v3 - lt->v1, n1);
-    //     b210 = (2*lt->v1 + lt->v2-w12*n1)*0.333; 
-    //     b120 = (2*lt->v2 + lt->v1-w21*n2)*0.333;
-    //     b021 = (2*lt->v2 + lt->v3-w23*n2)*0.333;
-    //     b012 = (2*lt->v3 + lt->v2-w32*n3)*0.333;
-    //     b102 = (2*lt->v3 + lt->v1-w31*n3)*0.333;
-    //     b201 = (2*lt->v1 + lt->v3-w13*n1)*0.333;
-
     //tagged PN triangles (sigma=1)
     double theta = 0.0;
     SVector3 d1 = lt->v1+.33*(1-theta)*(lt->v2-lt->v1);
@@ -1537,14 +1539,12 @@ Pair<SVector3,SVector3> GFaceCompound::firstDer(const SPoint2 &param) const
   if(trivial())
     return (*(_compound.begin()))->firstDer(param);
 
-#ifdef HAVE_RBF
    if (_mapping == RBF){
      double x, y, z;
      SVector3 dXdu, dXdv  ;
      _rbf->UVStoXYZ(param.x(), param.y(), x,y,z, dXdu, dXdv);
     return Pair<SVector3, SVector3>(dXdu,dXdv);
    }
-#endif
 
   double U, V;
   GFaceCompoundTriangle *lt;
@@ -1773,9 +1773,6 @@ bool GFaceCompound::checkTopology() const
 {
   
   if (_mapping == RBF) return true; 
-
-  //fixme tristan
-  //return true;
 	
   bool correctTopo = true;
   if(allNodes.empty()) buildAllNodes();
@@ -1997,6 +1994,7 @@ void GFaceCompound::coherenceNormals()
 
 void GFaceCompound::buildAllNodes() const
 {
+  int index = 0;
   std::list<GFace*>::const_iterator it = _compound.begin();
   for( ; it != _compound.end() ; ++it){
     for(unsigned int i = 0; i < (*it)->triangles.size(); ++i){
diff --git a/Geo/GFaceCompound.h b/Geo/GFaceCompound.h
index e3da867669..4d9f98cade 100644
--- a/Geo/GFaceCompound.h
+++ b/Geo/GFaceCompound.h
@@ -19,9 +19,8 @@
 #include "GEdgeCompound.h"
 #include "meshGFaceOptimize.h"
 #include "linearSystem.h"
-#ifdef HAVE_RBF
-#include "rbf.h"
-#endif
+#include "GRbf.h"
+
 #define AR_MAX 5 //maximal geometrical aspect ratio
 
 /*
@@ -52,22 +51,16 @@ class  GFaceCompoundTriangle {
 };
 
 class Octree;
-#ifdef HAVE_RBF
-class rbf;
-#endif
+class GRbf;
+
 class GFaceCompound : public GFace {
  public:
   typedef enum {ITERU=0,ITERV=1,ITERD=2} iterationStep;
   typedef enum {HARMONIC=1,CONFORMAL=2, CONVEXCOMBINATION=3, MULTISCALE=4, RBF=5} typeOfMapping;
   typedef enum {UNITCIRCLE, SQUARE} typeOfIsomorphism;
   void computeNormals(std::map<MVertex*, SVector3> &normals) const;
-#ifdef HAVE_RBF
-  void setParam(std::map<MVertex*, SPoint3> rbf_param, rbf *myRBF);
-#endif
  protected:
-#ifdef HAVE_RBF
-  rbf *_rbf;
-#endif
+  mutable GRbf *_rbf;
   simpleFunction<double> *ONE;
   simpleFunction<double> *MONE;
   std::list<GFace*> _compound;
@@ -86,6 +79,7 @@ class GFaceCompound : public GFace {
   mutable std::set<MVertex*> fillNodes;
   mutable std::vector<MVertex*> _ordered;
   mutable std::vector<double> _coords;
+  mutable std::map<MVertex*, int> _mapV;
   void buildOct() const ;
   void buildAllNodes() const; 
   void parametrize(iterationStep, typeOfMapping) const;
@@ -108,6 +102,7 @@ class GFaceCompound : public GFace {
   linearSystem <double> *_lsys;
   double getSizeH() const;
   double getSizeBB(const std::list<GEdge* > &elist) const;
+  double getDistMin() const;
   SBoundingBox3d boundEdges(const std::list<GEdge* > &elist) const;
   SOrientedBoundingBox obb_boundEdges(const std::list<GEdge* > &elist) const;
   void fillNeumannBCS() const;
@@ -115,7 +110,7 @@ class GFaceCompound : public GFace {
 
  public: 
   GFaceCompound(GModel *m, int tag, std::list<GFace*> &compound,
-                linearSystem<double>* lsys =0,
+		std::list<GEdge*> &U0, linearSystem<double>* lsys =0,
                 typeOfMapping typ = HARMONIC, int allowPartition=1);
   virtual ~GFaceCompound();
   Range<double> parBounds(int i) const 
@@ -152,7 +147,7 @@ class GFaceCompound : public GFace {
  public:
   typedef enum {HARMONIC=1,CONFORMAL=2, CONVEXCOMBINATION=3, MULTISCALE=4} typeOfMapping;
  GFaceCompound(GModel *m, int tag, std::list<GFace*> &compound,
-                linearSystem<double>* lsys =0,
+	       std::list<GEdge*> &U0, linearSystem<double>* lsys =0,
                 typeOfMapping typ = HARMONIC, int allowPartition=1)
     : GFace(m, tag)
   {
diff --git a/Geo/GModelIO_Geo.cpp b/Geo/GModelIO_Geo.cpp
index e152ec7439..856a08a3a7 100644
--- a/Geo/GModelIO_Geo.cpp
+++ b/Geo/GModelIO_Geo.cpp
@@ -183,10 +183,12 @@ int GModel::importGEOInternals()
           }
         }
  	int param = CTX::instance()->mesh.remeshParam;
+	GFaceCompound::typeOfMapping typ = GFaceCompound::HARMONIC;
+	if (param == 1) typ =  GFaceCompound::CONFORMAL;
+	if (param == 2) typ =  GFaceCompound::RBF;
 	int algo = CTX::instance()->mesh.remeshAlgo;
-        f = new GFaceCompound(this, s->Num, comp, 0,
-                              (param == 0) ? GFaceCompound::HARMONIC :
-                              GFaceCompound::CONFORMAL, algo);
+        f = new GFaceCompound(this, s->Num, comp, U0, 0, typ, algo);
+
 	f->meshAttributes.recombine = s->Recombine;
 	f->meshAttributes.recombineAngle = s->RecombineAngle;
 	f->meshAttributes.Method = s->Method;
diff --git a/Geo/GRbf.cpp b/Geo/GRbf.cpp
new file mode 100644
index 0000000000..4c38211d8c
--- /dev/null
+++ b/Geo/GRbf.cpp
@@ -0,0 +1,835 @@
+#include "GRbf.h"
+
+#include <math.h>
+#include <vector>
+#include "fullMatrix.h"
+#include "Octree.h"
+#include "SPoint3.h"
+#include "SVector3.h"
+#include "SBoundingBox3d.h"
+#include "Os.h"
+#include "MVertex.h"
+
+#if defined(HAVE_ANN)
+#include <ANN/ANN.h>
+#endif
+
+static void SphereBB(void *a, double*mmin, double*mmax){
+  Sphere *t = (Sphere *)a;
+  mmin[0] = t->center.x()-t->radius; 
+  mmin[1] = t->center.y()-t->radius;
+  mmin[2] = t->center.z()-t->radius;
+  mmax[0] = t->center.x()+t->radius; 
+  mmax[1] = t->center.y()+t->radius; 
+  mmax[2] = t->center.z()+t->radius; 
+}
+
+static void SphereCentroid(void *a, double*c){
+  Sphere *t = (Sphere *)a;
+  c[0] = t->center.x();
+  c[1] = t->center.y();
+  c[2] = t->center.z();
+}
+
+static int SphereInEle(void *a, double*c){
+  Sphere *t = (Sphere *)a;
+  double dist = sqrt((c[0]-t->center.x())*(c[0]-t->center.x())+
+		     (c[1]-t->center.y())*(c[1]-t->center.y())+
+		     (c[2]-t->center.z())*(c[2]-t->center.z()) );
+  if(dist < t->radius){
+    return 1;
+  }
+  return 0;
+}
+
+
+GRbf::GRbf (double eps, double del, double rad, int variableEps, int rbfFun, 
+	    std::map<MVertex*, SVector3> _normals, std::set<MVertex *> allNodes) 
+  :  ep_scalar(eps), delta(del),  radius (rad), variableShapeParam(variableEps), 
+     radialFunctionIndex (rbfFun),  XYZkdtree(0)
+{
+  
+  nbNodes= allNodes.size();
+  centers.resize(nbNodes,3);
+  normals.resize(nbNodes,3);
+  int index = 0;
+  for(std::set<MVertex *>::iterator itv = allNodes.begin(); itv !=allNodes.end() ; ++itv){
+    MVertex *v = *itv;
+    centers(index,0) = v->x();
+    centers(index,1) = v->y();
+    centers(index,2) = v->z();
+    std::map<MVertex*, SVector3>::iterator itn = _normals.find(v);
+    normals(index,0) = itn->second.x();
+    normals(index,1) = itn->second.y();
+    normals(index,2) = itn->second.z();
+    _mapV.insert(std::make_pair(v, index));
+    index++;
+  }
+
+  matAInv.resize(nbNodes, nbNodes);
+  matAInv = generateRbfMat(0,centers,centers);
+  matAInv.invertInPlace();
+  isLocal = false;
+  num_neighbours = std::min(12, nbNodes);//ANN_search in UV
+  extendedX.resize(3*nbNodes,3);
+
+}
+
+GRbf::~GRbf(){
+  delete XYZkdtree;
+  delete UVkdtree;
+  annDeallocPts(XYZnodes);
+  annDeallocPts(UVnodes);
+  delete [] index;
+  delete [] dist;
+}
+
+void GRbf::buildXYZkdtree(){
+
+#if defined (HAVE_ANN)
+  XYZnodes = annAllocPts(nbNodes, 3);
+  for(int i = 0; i < nbNodes; i++){
+    XYZnodes[i][0] = centers(i,0); 
+    XYZnodes[i][1] = centers(i,1); 
+    XYZnodes[i][2] = centers(i,2); 
+  }
+  XYZkdtree = new ANNkd_tree(XYZnodes, nbNodes, 3);
+#endif
+  
+}
+
+void GRbf::buildOctree(double radius){
+
+  SBoundingBox3d bb;
+  for (int i= 0; i< nbNodes; i++)
+    bb += SPoint3(centers(i,0),centers(i,1), centers(i,2));
+  double origin[3] = {bb.min().x(), bb.min().y(), bb.min().z()};
+  double ssize[3] = {bb.max().x() - bb.min().x(),
+                     bb.max().y() - bb.min().y(),
+                     bb.max().z() - bb.min().z()};
+  const int maxElePerBucket = 10;
+  Octree *oct = Octree_Create(maxElePerBucket, origin, ssize, SphereBB,
+			      SphereCentroid, SphereInEle);
+
+  Sphere *_sph = new Sphere[nbNodes];
+  for (int i= 0; i< nbNodes; i++){
+    _sph[i].index = i;
+    _sph[i].radius = radius;
+    _sph[i].center = SPoint3(centers(i,0),centers(i,1), centers(i,2));
+    Octree_Insert(&_sph[i], oct);
+  }
+  Octree_Arrange(oct);
+
+  for (int i= 0; i< nbNodes; i++){
+    std::list<void*> l;
+    double P[3] = {centers(i,0),centers(i,1), centers(i,2)};
+    Octree_SearchAll(P, oct, &l);
+    nodesInSphere[i].push_back(i);
+    if (l.size()== 1) printf("*** WARNING: Found only %d sphere ! \n", l.size());
+    for (std::list<void*>::iterator it = l.begin(); it != l.end(); it++) {
+      Sphere *sph = (Sphere*) *it;
+      std::vector<int> &pts = nodesInSphere[i];
+      if (sph->index != i)  nodesInSphere[i].push_back(sph->index);
+    }
+  }
+
+  Octree_Delete(oct);
+
+  buildXYZkdtree();
+
+}
+
+void GRbf::curvature(double radius,
+		    const fullMatrix<double> &cntrs,
+		    const fullMatrix<double> &node,		
+		    fullMatrix<double> &curvature){
+
+  fullMatrix<double> nodes_in_sph,local_normals,level_set_nodes,level_set_funvals,
+    sx,sy,sz, sxx,syy,szz, sxy,sxz,syz,sLap;
+
+  isLocal = true;
+  curvature.resize(node.size1(), node.size1());
+
+  if(nodesInSphere.size() == 0) buildOctree(radius);
+
+  for (int i = 0;i<node.size1() ; ++i){ 
+#if defined (HAVE_ANN)
+    double xyz[3] = {node(i,0), node(i,1), node(i,2) };
+    XYZkdtree->annkSearch(xyz,  num_neighbours, index, dist);
+    std::vector<int> &pts = nodesInSphere[index[0]];
+#endif
+
+    fullMatrix<double> nodes_in_sph(pts.size(),3), local_normals(pts.size(),3);
+    fullMatrix<double> LocalOper;
+  
+    for (int k=0; k< pts.size(); k++){
+      nodes_in_sph(k,0) = cntrs(pts[k],0);
+      nodes_in_sph(k,1) = cntrs(pts[k],1);
+      nodes_in_sph(k,2) = cntrs(pts[k],2);
+      local_normals(k,0)=normals(pts[k],0);
+      local_normals(k,1)=normals(pts[k],1);
+      local_normals(k,2)=normals(pts[k],2);
+    }
+
+    setup_level_set(nodes_in_sph,local_normals,level_set_nodes,level_set_funvals);
+
+    evalRbfDer(1,level_set_nodes,node,level_set_funvals,sx);
+    evalRbfDer(2,level_set_nodes,node,level_set_funvals,sy);
+    evalRbfDer(3,level_set_nodes,node,level_set_funvals,sz);
+    evalRbfDer(11,level_set_nodes,node,level_set_funvals,sxx);
+    evalRbfDer(12,level_set_nodes,node,level_set_funvals,sxy);
+    evalRbfDer(13,level_set_nodes,node,level_set_funvals,sxz);
+    evalRbfDer(22,level_set_nodes,node,level_set_funvals,syy);
+    evalRbfDer(23,level_set_nodes,node,level_set_funvals,syz);
+    evalRbfDer(33,level_set_nodes,node,level_set_funvals,szz);
+    evalRbfDer(222,level_set_nodes,node,level_set_funvals,sLap);
+
+    double norm_grad_s = sqrt(sx(i,0)*sx(i,0)+sy(i,0)*sy(i,0)+sz(i,0)*sz(i,0));
+    double curv = -sLap(i,0)/norm_grad_s + 
+      (sx(i,0)*sx(i,0)*sxx(i,0)+sy(i,0)*sy(i,0)*syy(i,0)+sz(i,0)*sz(i,0)*szz(i,0)+2*sx(i,0)*sy(i,0)*sxy(i,0)+2*sy(i,0)*sz(i,0)*syz(i,0)+2*sx(i,0)*sz(i,0)*sxz(i,0))/
+      (norm_grad_s*norm_grad_s*norm_grad_s);
+    curvature(i,0) = fabs(curv);
+  }
+
+}
+
+
+double GRbf::evalRadialFnDer (int p, double dx, double dy, double dz, double ep){
+	
+  double r2 = dx*dx+dy*dy+dz*dz; //r^2 
+  switch (radialFunctionIndex) {
+  case 0 : // GA
+    switch (p) {
+    case 0: return exp(-ep*ep*r2);
+    case 1: return -2*ep*ep*dx*exp(-ep*ep*r2); // _x
+    case 2: return -2*ep*ep*dy*exp(-ep*ep*r2); // _y
+    case 3: return -2*ep*ep*dz*exp(-ep*ep*r2); // _z
+    case 11: return -2*ep*ep*(1-2*ep*ep*dx*dx)*exp(-ep*ep*r2); // _xx
+    case 12: return 4*ep*ep*ep*ep*dx*dy*exp(-ep*ep*r2); // _xy
+    case 13: return 4*ep*ep*ep*ep*dx*dz*exp(-ep*ep*r2); // ...
+    case 22: return -2*ep*ep*(1-2*ep*ep*dy*dy)*exp(-ep*ep*r2);
+    case 23: return 4*ep*ep*ep*ep*dy*dz*exp(-ep*ep*r2);
+    case 33: return -2*ep*ep*(1-2*ep*ep*dz*dz)*exp(-ep*ep*r2);
+    case 222: return -2*ep*ep*(3-2*ep*ep*r2)*exp(-ep*ep*r2); //Laplacian
+    }
+  case 1 : //MQ
+    switch (p) {
+    case 0: return sqrt(1+ep*ep*r2);
+    case 1: return ep*ep*dx/sqrt(1+ep*ep*r2);
+    case 2: return ep*ep*dy/sqrt(1+ep*ep*r2);
+    case 3: return ep*ep*dz/sqrt(1+ep*ep*r2);
+    case 11: return ep*ep*((1-ep*ep*r2)-ep*ep*dx*dx)/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2)); // _xx
+    case 12: return -ep*ep*ep*ep*dx*dy/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2)); // _xy
+    case 13: return -ep*ep*ep*ep*dx*dz/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2)); // ...
+    case 22: return ep*ep*((1-ep*ep*r2)-ep*ep*dy*dy)/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2));
+    case 23: return -ep*ep*ep*ep*dy*dz/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2));
+    case 33: return ep*ep*((1-ep*ep*r2)-ep*ep*dz*dz)/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2));
+    case 222: return ep*ep*(3+ep*ep*2*r2)/sqrt((1+ep*ep*r2)*(1+ep*ep*r2)*(1+ep*ep*r2));
+    }
+  }	
+}
+
+fullMatrix<double> GRbf::generateRbfMat(int p, 
+				       const fullMatrix<double> &nodes1,
+				       const fullMatrix<double> &nodes2) {
+
+  int m = nodes2.size1();
+  int n = nodes1.size1();
+  fullMatrix<double> rbfMat(m,n);
+  fullVector<double > epsilon;
+  computeEpsilon(nodes1, epsilon);
+  for (int i = 0; i < m; i++) {
+    for (int j = 0; j < n; j++) {
+      double dx = -nodes2(i,0)+nodes1(j,0);
+      double dy = -nodes2(i,1)+nodes1(j,1);
+      double dz = -nodes2(i,2)+nodes1(j,2);
+      rbfMat(i,j) = evalRadialFnDer(p,dx,dy,dz,epsilon(j));
+    }
+  }
+
+  return rbfMat;
+
+}
+
+void GRbf::RbfOp(int p,
+		const fullMatrix<double> &cntrs,
+		const fullMatrix<double> &nodes, 
+		fullMatrix<double> &D) {
+
+  fullMatrix<double> rbfInvA, rbfMatB; 
+
+  D.resize(nodes.size1(), cntrs.size1());
+
+  if (isLocal){
+    rbfInvA = generateRbfMat(0,cntrs,cntrs);
+    rbfInvA.invertInPlace();
+   }
+   else{
+     if (cntrs.size1() == nbNodes )
+       rbfInvA = matAInv;
+     else if (cntrs.size1() == 3*nbNodes )
+       rbfInvA  = matAInv_nn;
+     else{
+       rbfInvA = generateRbfMat(0,cntrs,cntrs);
+       rbfInvA.invertInPlace();
+     }
+ }
+ 
+  rbfMatB = generateRbfMat(p,cntrs,nodes);
+  D.gemm(rbfMatB, rbfInvA, 1.0, 0.0);
+}
+
+//Evaluates the RBF (p)th derivative w.r.t. the (q)th variable at the new nodes
+void GRbf::evalRbfDer(int p, 
+		     const fullMatrix<double> &cntrs,
+		     const fullMatrix<double> &nodes,
+		     const fullMatrix<double> &fValues, 
+		     fullMatrix<double> &fApprox) {
+
+  fApprox.resize(nodes.size1(),fValues.size2());
+  fullMatrix<double> D;
+  RbfOp(p,cntrs,nodes,D);
+  fApprox.gemm(D,fValues, 1.0, 0.0);
+
+}
+
+void GRbf::computeEpsilon(const fullMatrix<double> &cntrs, fullVector<double> &epsilon){
+
+  epsilon.resize(nbNodes*3);
+  epsilon.setAll(ep_scalar);
+  
+  if (variableShapeParam) {
+
+#if defined (HAVE_ANN)
+  ANNpointArray myNodes = annAllocPts(cntrs.size1(), 3);
+  ANNkd_tree *mykdtree = new ANNkd_tree(myNodes, cntrs.size1(), 3);
+  for(int i = 0; i < cntrs.size1(); i++){
+    myNodes[i][0] = cntrs(i,0); 
+    myNodes[i][1] = cntrs(i,1); 
+    myNodes[i][2] = cntrs(i,2); 
+  }
+   ANNidxArray index3 = new ANNidx[3];
+   ANNdistArray dist3 = new ANNdist[3];
+    
+   for (int i= 0; i < cntrs.size1(); i++){
+     double xyz[3] = {cntrs(i,0), cntrs(i,1), cntrs(i,2) };
+     mykdtree->annkSearch(xyz, 3, index3, dist3);
+     double dist_min = sqrt(dist3[0]);
+     if (dist_min == 0.0 || dist_min == delta) dist_min = sqrt(dist3[1]);
+     if (dist_min == 0.0 || dist_min == delta) dist_min = sqrt(dist3[2]);
+     epsilon(i) /= dist_min;
+   }
+    
+  delete mykdtree;
+  annDeallocPts(myNodes);
+  delete [] index3;
+  delete [] dist3;
+#endif
+  }
+
+}
+void GRbf::setup_level_set(const fullMatrix<double> &cntrs,
+			  const fullMatrix<double> &normals,
+			  fullMatrix<double> &level_set_nodes, 
+			  fullMatrix<double> &level_set_funvals){
+
+  int numNodes = cntrs.size1();
+  int nTot = 3*numNodes;
+  level_set_nodes.resize(nTot,3);
+  level_set_funvals.resize(nTot,1);
+
+  for (int i=0;i<numNodes ; ++i){
+    for (int j=0;j<3 ; ++j){
+      level_set_nodes(i,j) = cntrs(i,j);
+      level_set_nodes(i+numNodes,j) = cntrs(i,j)-delta*normals(i,j);
+      level_set_nodes(i+2*numNodes,j) = cntrs(i,j)+delta*normals(i,j);
+    }
+    level_set_funvals(i,0) = 0.0;
+    level_set_funvals(i+numNodes,0) = -1;
+    level_set_funvals(i+2*numNodes,0) = 1;
+  }
+
+  matAInv_nn.resize(nTot, nTot);
+  matAInv_nn = generateRbfMat(0,level_set_nodes,level_set_nodes);
+  matAInv_nn.invertInPlace();
+
+}
+
+
+void GRbf::RbfLapSurface_local_projection(const fullMatrix<double> &cntrs,
+					 const fullMatrix<double> &normals,
+					 fullMatrix<double> &Oper) {
+  isLocal = true;
+  int numNodes = cntrs.size1();
+  Oper.resize(numNodes,numNodes);
+
+  if(nodesInSphere.size() == 0) buildOctree(radius);
+
+  for (int i=0;i<numNodes ; ++i){
+    std::vector<int> &pts = nodesInSphere[i];
+
+    fullMatrix<double> nodes_in_sph(pts.size(),3), local_normals(pts.size(),3);
+    fullMatrix<double> LocalOper;
+
+    LocalOper.setAll(0.0);
+
+    for (int k=0; k< pts.size(); k++){
+      nodes_in_sph(k,0) = cntrs(pts[k],0);
+      nodes_in_sph(k,1) = cntrs(pts[k],1);
+      nodes_in_sph(k,2) = cntrs(pts[k],2);
+      local_normals(k,0)=normals(pts[k],0);
+      local_normals(k,1)=normals(pts[k],1);
+      local_normals(k,2)=normals(pts[k],2);
+    }
+    
+    RbfLapSurface_global_projection(nodes_in_sph,local_normals,LocalOper);
+
+    for (int j=0;j<pts.size() ; j++)
+      Oper(i,pts[j])=LocalOper(0,j);   
+  }
+}
+
+void GRbf::RbfLapSurface_global_projection( const fullMatrix<double> &cntrs,
+					   const fullMatrix<double> &normals,
+					   fullMatrix<double> &Oper){
+ 
+  int numNodes = cntrs.size1();
+  Oper.resize(numNodes,numNodes);
+
+  fullMatrix<double> sx(numNodes,1),sy(numNodes,1),sz(numNodes,1),
+    Dx(numNodes,numNodes),Dy(numNodes,numNodes),Dz(numNodes,numNodes),
+    PDx(numNodes,numNodes),PDy(numNodes,numNodes),PDz(numNodes,numNodes),
+    PDxx(numNodes,numNodes),PDyy(numNodes,numNodes),PDzz(numNodes,numNodes);
+	
+  surfInterp.resize(numNodes,1);
+  surfInterp.setAll(1.0);
+  evalRbfDer(1,cntrs,cntrs,surfInterp,sx);
+  evalRbfDer(2,cntrs,cntrs,surfInterp,sy);
+  evalRbfDer(3,cntrs,cntrs,surfInterp,sz);
+
+  // Normalizes
+  double norm;
+  for (int i=0;i<numNodes;i++){
+    norm = sqrt(sx(i,0)*sx(i,0)+sy(i,0)*sy(i,0)+sz(i,0)*sz(i,0));
+    sx(i,0) /= norm;
+    sy(i,0) /= norm;
+    sz(i,0) /= norm;
+    //fix emi
+    //sx(i,0) = normals(i,0);
+    //sy(i,0) = normals(i,1);
+    //sz(i,0) = normals(i,2);
+    //printf("normals =%g %g %g sxyz =%g %g %g \n", normals(i,0), normals(i,1), normals(i,2), sx(i,0), sy(i,0), sz(i,0));
+  }
+
+  // Finds differentiation matrices
+  RbfOp(1,cntrs,cntrs,Dx);
+  RbfOp(2,cntrs,cntrs,Dy);
+  RbfOp(3,cntrs,cntrs,Dz);
+  
+  // Fills up the operator matrix
+  for (int i=0;i<numNodes ; ++i){
+    for (int j=0;j<numNodes ; ++j){
+      PDx(i,j) = (1-sx(i,0)*sx(i,0))*Dx(i,j)-sx(i,0)*sy(i,0)*Dy(i,j)-sx(i,0)*sz(i,0)*Dz(i,j);
+      PDy(i,j) = -sx(i,0)*sy(i,0)*Dx(i,j)+(1-sy(i,0)*sy(i,0))*Dy(i,j)-sy(i,0)*sz(i,0)*Dz(i,j);
+      PDz(i,j) =  -sx(i,0)*sz(i,0)*Dx(i,j)-sy(i,0)*sz(i,0)*Dy(i,j)+(1-sz(i,0)*sz(i,0))*Dz(i,j);
+    }
+  }
+  PDx.mult(PDx,PDxx);
+  PDy.mult(PDy,PDyy);
+  PDz.mult(PDz,PDzz);
+  for (int i=0;i<numNodes ; ++i){
+    for (int j=0;j<numNodes ; ++j){
+      Oper(i,j) = PDxx(i,j)+PDyy(i,j)+PDzz(i,j);
+    }
+  }
+}
+
+void GRbf::RbfLapSurface_local_CPM(bool isLow, 
+				  const fullMatrix<double> &cntrs,
+				  const fullMatrix<double> &normals,
+				  fullMatrix<double> &Oper){
+
+  isLocal = true;
+  int numNodes = cntrs.size1();
+  Oper.resize(3*numNodes,3*numNodes);
+
+  buildOctree(radius);
+  setup_level_set(cntrs,normals,extendedX,surfInterp);
+
+  for (int i=0;i<numNodes ; ++i){
+    std::vector<int> &pts = nodesInSphere[i];
+    int nbp = pts.size();
+    fullMatrix<double> nodes_in_sph(nbp,3), local_normals(nbp,3);
+    fullMatrix<double> LocalOper;
+   
+    for (int k=0; k< nbp; k++){
+      nodes_in_sph(k,0) = cntrs(pts[k],0);
+      nodes_in_sph(k,1) = cntrs(pts[k],1);
+      nodes_in_sph(k,2) = cntrs(pts[k],2);
+      local_normals(k,0)=normals(pts[k],0);
+      local_normals(k,1)=normals(pts[k],1);
+      local_normals(k,2)=normals(pts[k],2);
+    }
+
+    LocalOper.setAll(0.0);
+    if (isLow) RbfLapSurface_global_CPM_low(nodes_in_sph,local_normals,LocalOper);
+    else       RbfLapSurface_global_CPM_high(nodes_in_sph,local_normals,LocalOper);
+
+    for (int j = 0; j < nbp ; j++){
+
+      Oper(i,pts[j])=LocalOper(0,j); 
+      Oper(i,pts[j]+numNodes)=LocalOper(0,j+nbp); 
+      Oper(i,pts[j]+2*numNodes)=LocalOper(0,j+2*nbp);
+
+      Oper(i+numNodes,pts[j])=LocalOper(nbp,j);
+      Oper(i+numNodes,pts[j]+numNodes)=LocalOper(nbp,j+nbp);
+      Oper(i+numNodes,pts[j]+2*numNodes)=LocalOper(nbp,j+2*nbp);
+
+      Oper(i+2*numNodes,pts[j])=LocalOper(2*nbp,j);
+      Oper(i+2*numNodes,pts[j]+numNodes)=LocalOper(2*nbp,j+nbp);
+      Oper(i+2*numNodes,pts[j]+2*numNodes)=LocalOper(2*nbp,j+2*nbp);
+    }
+   
+  }
+ }
+
+void GRbf::RbfLapSurface_global_CPM_high(const fullMatrix<double> &cntrs,
+					const fullMatrix<double> &normals,
+					fullMatrix<double> &Oper){
+
+  int numNodes = cntrs.size1();
+  int nnTot = 3*numNodes;
+  Oper.resize(nnTot,nnTot);
+
+  fullMatrix<double> sx, sy, sz, sxx, sxy, sxz,syy, syz, szz; 
+  fullMatrix<double> Dx, Dy, Dz, Dxx, Dxy, Dxz, Dyy, Dyz, Dzz, Lap, extX, surf; 
+
+  setup_level_set(cntrs,normals,extX,surf);
+  if (!isLocal) extendedX = extX;
+  if (!isLocal) surfInterp = surf;
+
+  // Find derivatives of the surface interpolant
+  evalRbfDer(1,extX,cntrs,surf,sx);
+  evalRbfDer(2,extX,cntrs,surf,sy);
+  evalRbfDer(3,extX,cntrs,surf,sz);
+  evalRbfDer(11,extX,cntrs,surf,sxx);
+  evalRbfDer(12,extX,cntrs,surf,sxy);
+  evalRbfDer(13,extX,cntrs,surf,sxz);
+  evalRbfDer(22,extX,cntrs,surf,syy);
+  evalRbfDer(23,extX,cntrs,surf,syz);
+  evalRbfDer(33,extX,cntrs,surf,szz);
+	
+  // Finds differentiation matrices
+  RbfOp(1,extX,cntrs,Dx);
+  RbfOp(2,extX,cntrs,Dy);
+  RbfOp(3,extX,cntrs,Dz);
+  RbfOp(11,extX,cntrs,Dxx);
+  RbfOp(12,extX,cntrs,Dxy);
+  RbfOp(13,extX,cntrs,Dxz);
+  RbfOp(22,extX,cntrs,Dyy);
+  RbfOp(23,extX,cntrs,Dyz);
+  RbfOp(33,extX,cntrs,Dzz);
+  RbfOp(222,extX,cntrs,Lap);
+
+  // Fills up the operator matrix
+  for (int i=0;i<numNodes ; ++i){
+    for (int j=0;j<nnTot ; ++j){
+      Oper(i,j) = Lap(i,j);
+      Oper(i+numNodes,j)=sx(i,0)*Dx(i,j)+sy(i,0)*Dy(i,j)+sz(i,0)*Dz(i,j);
+      Oper(i+2*numNodes,j)=sx(i,0)*sx(i,0)*Dxx(i,j)+sy(i,0)*sy(i,0)*Dyy(i,j)+sz(i,0)*sz(i,0)*Dzz(i,j)+2*sx(i,0)*sy(i,0)*Dxy(i,j)+2*sx(i,0)*sz(i,0)*Dxz(i,j)+2*sy(i,0)*sz(i,0)*Dyz(i,j)+(sx(i,0)*sxx(i,0)+sy(i,0)*sxy(i,0)+sz(i,0)*sxz(i,0))*Dx(i,j)+(sx(i,0)*sxy(i,0)+sy(i,0)*syy(i,0)+sz(i,0)*syz(i,0))*Dy(i,j)+(sx(i,0)*sxz(i,0)+sy(i,0)*syz(i,0)+sz(i,0)*szz(i,0))*Dz(i,j);
+    }
+  }
+
+}
+
+void GRbf::RbfLapSurface_global_CPM_low(const fullMatrix<double> &cntrs,
+				       const fullMatrix<double> &normals,
+				       fullMatrix<double> &Oper) {
+
+  int numNodes = cntrs.size1();
+  int nnTot = 3*numNodes;
+  Oper.resize(nnTot,nnTot);
+
+  fullMatrix<double> sx(nnTot,1),sy(nnTot,1),sz(nnTot,1); 
+  fullMatrix<double> PLap(numNodes,nnTot), extX(nnTot,3), surf(nnTot,1);
+  fullMatrix<double> norm(nnTot,3), extRBFX(2*numNodes,3), Ix2extX(2*numNodes,nnTot);
+
+  //Stage 1 : The Arbitrary surface
+  setup_level_set(cntrs,normals,extX,surf);
+  if (!isLocal) extendedX = extX;
+  if (!isLocal) surfInterp = surf;
+
+  //Computes the normal vectors to the surface at each node
+  evalRbfDer(1,extX,extX,surf,sx);
+  evalRbfDer(2,extX,extX,surf,sy);
+  evalRbfDer(3,extX,extX,surf,sz);
+  for (int i=0;i<nnTot ; ++i){
+    double normFactor = sqrt(sx(i,0)*sx(i,0)+sy(i,0)*sy(i,0)+sz(i,0)*sz(i,0));
+    sx(i,0) = sx(i,0)/normFactor;
+    sy(i,0) = sy(i,0)/normFactor;
+    sz(i,0) = sz(i,0)/normFactor;
+    norm(i,0) = sx(i,0);norm(i,1) = sy(i,0);norm(i,2) = sz(i,0);
+  }
+	
+  //Computes the inside and outside layers nodes of the surface
+  for (int i=0;i<numNodes ; ++i){
+    for (int j=0;j<3 ; ++j){
+      extRBFX(i,j) = cntrs(i,j)-delta*norm(i,j);
+      extRBFX(i+numNodes,j) = cntrs(i,j)+delta*norm(i,j);
+    }
+  }
+	
+  //Computes the gradient operators
+  RbfOp(0,extX,extRBFX,Ix2extX); //'0' for interpolation
+  RbfOp(222,extX,cntrs,PLap); //'222' for the Laplacian
+
+  // Fills up the operator matrix	
+  for (int i=0; i < numNodes; i++){
+    for (int j=0; j < nnTot ; ++j){
+      Oper(i,j) = PLap(i,j);
+      int del = (i == j) ? 1: 0; 
+      Oper(i+numNodes,j) = -Ix2extX(i,j)+del;
+      Oper(i+2*numNodes,j) = -Ix2extX(i+numNodes,j)+del;
+    }
+  }
+  
+}
+
+void GRbf::solveHarmonicMap(fullMatrix<double> Oper, 
+			   std::vector<MVertex*> ordered, 
+			    std::vector<double> coords, 
+			    std::map<MVertex*, SPoint3> &rbf_param){
+
+  int nb = Oper.size2(); 
+  UV.resize(nb,2);
+
+  fullMatrix<double> dirichletBC(ordered.size(),2);
+  for(unsigned int i = 0; i < ordered.size(); i++){
+    MVertex *v = ordered[i];
+    std::map<MVertex*, int>::iterator itm = _mapV.find(v);
+    const double theta = 2 * M_PI * coords[i];
+    dirichletBC(i,0) = itm->second;
+    dirichletBC(i,1) = theta;
+  }
+
+  fullMatrix<double> F(nb,2);
+  F.scale(0.0);
+  for (int i=0; i < ordered.size(); i++){
+    int iFix = (int)dirichletBC(i,0);
+    double theta = dirichletBC(i,1);
+    for (int j=0;j<nb ; ++j) Oper(iFix,j) = 0.0;
+    Oper(iFix,iFix) = 1.0;
+    F(iFix,0) = cos(theta);
+    F(iFix,1) = sin(theta);
+  }
+  
+  Oper.invertInPlace();
+  Oper.mult(F,UV);
+
+#if defined (HAVE_ANN)
+  UVnodes = annAllocPts(nbNodes, 3);
+  for(int i = 0; i < nbNodes; i++){
+    UVnodes[i][0] = UV(i,0); 
+    UVnodes[i][1] = UV(i,1); 
+    UVnodes[i][2] = 0.0; 
+  }
+  UVkdtree = new ANNkd_tree(UVnodes, nbNodes, 3);
+  index = new ANNidx[num_neighbours];
+  dist = new ANNdist[num_neighbours];
+#endif
+
+  //fill rbf_param
+  std::map<MVertex*, int>::iterator itm = _mapV.begin();
+  for (; itm != _mapV.end(); itm++){
+    int index = itm->second;
+    SPoint3 coords(UV(index,0), UV(index,1), 0.0);
+    rbf_param.insert(std::make_pair(itm->first,coords));
+  }
+ 
+}
+
+void GRbf::UVStoXYZ_global(const double  u_eval, const double v_eval,
+			  double &XX, double &YY, double &ZZ, 
+			  SVector3 &dXdu, SVector3& dXdv) 
+{
+
+  int numNodes = 3*nbNodes; //WARNING: THIS IS KO FOR PROJECTION ??
+  double norm_s = 0.0;
+  fullMatrix<double> u_temp(1,3);
+  fullMatrix<double> ux(1,3), uy(1,3), uz(1,3);
+  fullMatrix<double> nodes_eval(1,3);
+ 
+  // u_vec = [u v s] : These are the u,v,s that are on the surface *and* outside of it also!
+  fullMatrix<double> u_vec(numNodes,3);
+  for (int i = 0; i < numNodes; i++){
+    u_vec(i,0) = UV(i,0);
+    u_vec(i,1) = UV(i,1);
+    u_vec(i,2) = surfInterp(i,0);
+  }
+ 
+  // u_vec_eval = [u_eval v_eval s_eval]
+  fullMatrix<double> u_vec_eval(1, 3);
+  u_vec_eval(0,0) = u_eval;
+  u_vec_eval(0,1) = v_eval;
+  u_vec_eval(0,2) = 0.0;
+
+  //Start with the closest point (u,v)
+#if defined (HAVE_ANN)
+  double uvw[3] = { u_eval, v_eval, 0.0 };
+  UVkdtree->annkSearch(uvw, num_neighbours, index, dist);
+#endif
+  nodes_eval(0,0) = extendedX(index[0],0);
+  nodes_eval(0,1) = extendedX(index[0],1);
+  nodes_eval(0,2) = extendedX(index[0],2); 
+  u_temp(0,0)  = UV(index[0],0);
+  u_temp(0,1)  = UV(index[0],1);
+  u_temp(0,2)  = 0.0;
+
+  int incr =0;
+  fullMatrix<double> Jac(3,3);
+  while(norm_s < 5 && incr < 10){
+ 
+    // Find the entries of the m Jacobians
+    evalRbfDer(1,extendedX,nodes_eval,u_vec,ux);
+    evalRbfDer(2,extendedX,nodes_eval,u_vec,uy);
+    evalRbfDer(3,extendedX,nodes_eval,u_vec,uz);
+
+    // Jacobian of the UVS coordinate system w.r.t. XYZ
+    for (int k = 0; k < 3;k++){
+      Jac(k,0) = ux(0,k);
+      Jac(k,1) = uy(0,k);
+      Jac(k,2) = uz(0,k);
+    }
+    Jac.invertInPlace(); 
+
+    for (int j = 0; j< 3;j++)
+      nodes_eval(0,j) = nodes_eval(0,j) 
+	- Jac(j,0)*(u_vec_eval(0,0) - u_temp(0,0)) 
+	- Jac(j,1)*(u_vec_eval(0,1) - u_temp(0,1)) 
+	- Jac(j,2)*(0.0             - u_temp(0,2));
+   
+    // Find the corresponding u, v, s
+    evalRbfDer(0,extendedX,nodes_eval,u_vec,u_temp);
+    
+    double normSq =  sqrt(u_temp(0,2)*u_temp(0,2));
+    norm_s = fabs(log10(normSq));
+
+    incr++;
+  }  
+  if (norm_s < 5 )
+    printf("Newton not converged for point (uv)=(%g,%g -> norm_s =%g )\n", u_eval, v_eval, norm_s);
+  
+  XX = nodes_eval(0,0);
+  YY = nodes_eval(0,1);
+  ZZ = nodes_eval(0,2);
+
+  dXdu = SVector3(Jac(0,0), Jac(1,0), Jac(2,0));
+  dXdv = SVector3(Jac(0,1), Jac(1,1), Jac(2,1));
+  
+}
+
+void GRbf::UVStoXYZ(const double  u_eval, const double v_eval,
+		   double &XX, double &YY, double &ZZ, 
+		   SVector3 &dXdu, SVector3& dXdv){
+
+  //Finds the U,V,S (in the 0-level set) that are the 'num_neighbours' closest to u_eval and v_eval.
+  //Thus in total, we're working with '3*num_neighbours' nodes
+  //Say that the vector 'index' gives us the indices of the closest points
+  //TO FILL IN
+
+#if defined (HAVE_ANN)
+   double uvw[3] = { u_eval, v_eval, 0.0 };
+   UVkdtree->annkSearch(uvw, num_neighbours, index, dist);
+#endif
+
+  fullMatrix<double> ux(1,3), uy(1,3), uz(1,3), u_temp(1,3);
+  fullMatrix<double> nodes_eval(1,3);
+  fullMatrix<double> u_vec(3*num_neighbours,3); 
+  fullMatrix<double> xyz_local(3*num_neighbours,3); 
+
+  // u_vec = [u v s] : These are the u,v,s that are on the surface *and* outside of it also! 
+  for (int i = 0; i < num_neighbours; i++){
+
+    //THE LOCAL UVS
+    u_vec(i,0) = UV(index[i],0);
+    u_vec(i,1) = UV(index[i],1);
+    u_vec(i,2) = surfInterp(index[i],0);
+
+    u_vec(i+num_neighbours,0) = UV(index[i]+nbNodes,0);
+    u_vec(i+num_neighbours,1) = UV(index[i]+nbNodes,1);
+    u_vec(i+num_neighbours,2) = surfInterp(index[i]+nbNodes,0);
+
+    u_vec(i+2*num_neighbours,0) = UV(index[i]+2*nbNodes,0);
+    u_vec(i+2*num_neighbours,1) = UV(index[i]+2*nbNodes,1);
+    u_vec(i+2*num_neighbours,2) = surfInterp(index[i]+2*nbNodes,0);
+
+    //THE LOCAL XYZ
+    xyz_local(i,0) = extendedX(index[i],0);
+    xyz_local(i,1) = extendedX(index[i],1);
+    xyz_local(i,2) = extendedX(index[i],2);
+
+    xyz_local(i+num_neighbours,0) = extendedX(index[i]+nbNodes,0); 
+    xyz_local(i+num_neighbours,1) = extendedX(index[i]+nbNodes,1);
+    xyz_local(i+num_neighbours,2) = extendedX(index[i]+nbNodes,2);
+
+    xyz_local(i+2*num_neighbours,0) = extendedX(index[i]+2*nbNodes,0);
+    xyz_local(i+2*num_neighbours,1) = extendedX(index[i]+2*nbNodes,1);
+    xyz_local(i+2*num_neighbours,2) = extendedX(index[i]+2*nbNodes,2);
+
+  }
+  // u_vec_eval = [u_eval v_eval s_eval]
+  fullMatrix<double> u_vec_eval(1, 3);
+  u_vec_eval(0,0) = u_eval;
+  u_vec_eval(0,1) = v_eval;
+  u_vec_eval(0,2) = 0.0;
+
+  //we will use a local interpolation to find the corresponding XYZ point to (u_eval,v_eval).
+  evalRbfDer(0, u_vec, u_vec_eval,xyz_local, nodes_eval);
+
+  u_temp(0,0)  = u_eval;
+  u_temp(0,1)  = v_eval;
+  u_temp(0,2)  = 0.0;
+
+  int incr = 0;
+  double norm_s = 0.0;
+  fullMatrix<double> Jac(3,3);
+  while(norm_s <5 && incr < 5){
+
+    // Find the entries of the m Jacobians
+    evalRbfDer(1,xyz_local,nodes_eval,u_vec,ux);
+    evalRbfDer(2,xyz_local,nodes_eval,u_vec,uy);
+    evalRbfDer(3,xyz_local,nodes_eval,u_vec,uz);
+
+    // Jacobian of the UVS coordinate system w.r.t. XYZ
+    for (int k = 0; k < 3;k++){
+      Jac(k,0) = ux(0,k);
+      Jac(k,1) = uy(0,k);
+      Jac(k,2) = uz(0,k);
+    }
+    Jac.invertInPlace(); 
+
+    for (int j = 0; j< 3;j++)
+      nodes_eval(0,j) = nodes_eval(0,j) 
+  	- Jac(j,0)*(u_vec_eval(0,0) - u_temp(0,0)) 
+  	- Jac(j,1)*(u_vec_eval(0,1) - u_temp(0,1)) 
+  	- Jac(j,2)*(0.0             - u_temp(0,2));
+   
+    // Find the corresponding u, v, s
+    evalRbfDer(0,xyz_local,nodes_eval,u_vec,u_temp);
+    
+    double normSq =  sqrt(u_temp(0,2)*u_temp(0,2));
+    norm_s = fabs(log10(normSq));
+
+    incr++;
+  }  
+  if (norm_s < 5 )
+    printf("Newton not converged for point (uv)=(%g,%g -> norm_s =%g )\n", u_eval, v_eval, norm_s);
+  
+  XX = nodes_eval(0,0);
+  YY = nodes_eval(0,1);
+  ZZ = nodes_eval(0,2);
+  dXdu = SVector3(Jac(0,0), Jac(1,0), Jac(2,0));
+  dXdv = SVector3(Jac(0,1), Jac(1,1), Jac(2,1));
+ 
+}
+
diff --git a/Geo/GRbf.h b/Geo/GRbf.h
new file mode 100644
index 0000000000..dc5ecf776a
--- /dev/null
+++ b/Geo/GRbf.h
@@ -0,0 +1,150 @@
+#ifndef _RBF_H
+#define _RBF_H
+
+#include <math.h>
+#include <vector>
+#include "fullMatrix.h"
+#include "SPoint3.h"
+#include "SVector3.h"
+#include "MVertex.h"
+#if defined(HAVE_ANN)
+#include <ANN/ANN.h>
+#endif
+
+
+class Sphere{
+ public:
+  int index;
+  SPoint3 center;
+  double radius;
+};
+
+class GRbf {
+
+  std::map<MVertex*, int> _mapV;
+  std::map<int, std::vector<int> > nodesInSphere;
+
+  fullMatrix<double> matA, matAInv;
+  fullMatrix<double> matA_nn, matAInv_nn;
+
+  int nbNodes; //initial nodes
+  bool isLocal;
+  int nn;
+  int num_neighbours;
+
+  double ep_scalar; // Shape parameter
+  double delta; //offset level set
+  double radius;
+  int variableShapeParam; // 1 if one chooses epsilon to vary spatially, 0 if one chooses it to be constant
+  int radialFunctionIndex; // Index corresponding to the radial function used (0 - GA,1 - MQ, ... )
+
+  fullMatrix<double> centers; // Data centers
+  fullMatrix<double> normals; // Data normals
+  fullMatrix<double> surfInterp;//level set
+  fullMatrix<double> extendedX;//X values extend in and out
+  fullMatrix<double> UV;//solution harmonic map laplu=0 and laplV=0
+
+#if defined (HAVE_ANN)
+  ANNkd_tree *XYZkdtree; 
+  ANNkd_tree *UVkdtree; 
+  ANNidxArray index; 
+  ANNdistArray dist;  
+  ANNpointArray XYZnodes;
+  ANNpointArray UVnodes;
+#endif
+
+ public:
+
+  GRbf (double eps, double del, double radius, int variableEps, int rbfFun, 
+	std::map<MVertex*, SVector3> normals, std::set<MVertex *> allNodes);
+  ~GRbf();
+
+  //build octree
+  void buildOctree(double radius);
+  void buildXYZkdtree();
+
+  // Sets up the surface generation problem as suggested by Beatson et al. Introduction of 2 extra points per node. The
+  // function values at the nodes on the surface are set to 0 while the function values inside are set to -1 and outside to 1.
+  void setup_level_set(const fullMatrix<double> &cntrs,
+		       const fullMatrix<double> &normals,
+		       fullMatrix<double> &level_set_nodes, 
+		       fullMatrix<double> &level_set_funvals);
+	
+  // Evaluates the (p)th derivative of the radial function w.r.t. r^2 (not w.r.t. r)
+  // This is to avoid the introduction of removable singularities at r=0.
+  double evalRadialFnDer (int p, double dx, double dy, double dz, double ep);
+	
+	
+  // Generates the RBF collocation matrix for data in d-dimensions, associated with the
+  //(p)th derivative of the radial function w.r.t. the (q)th variable
+  fullMatrix<double> generateRbfMat(int p,
+				    const fullMatrix<double> &nodes1,
+				    const fullMatrix<double> &nodes2);
+  
+  // Computes the interpolation(p==0) or the derivative (p!=0) operator(mxn) (n:number of centers, m: number of evaluation nodes)
+  void RbfOp(int p, // (p)th derivatives
+	     const fullMatrix<double> &cntrs,
+	     const fullMatrix<double> &nodes, 
+	     fullMatrix<double> &D);
+
+  // Computes the interpolant(p==0) or the derivative (p!=0) of the function values entered and evaluates it at the new nodes
+  void evalRbfDer(int p, // (p)th derivatives
+		  const fullMatrix<double> &cntrs,
+		  const fullMatrix<double> &nodes,
+		  const fullMatrix<double> &fValues, 
+		  fullMatrix<double> &fApprox);
+
+  void computeEpsilon(const fullMatrix<double> &cntrs, fullVector<double> &epsilon);
+
+  // Finds surface differentiation matrix using the LOCAL projection method
+  void RbfLapSurface_local_projection(const fullMatrix<double> &cntrs,
+				      const fullMatrix<double> &normals,
+				      fullMatrix<double> &Oper);
+
+  // Finds global surface differentiation matrix using the projection method
+  void RbfLapSurface_global_projection(const fullMatrix<double> &cntrs,
+				       const fullMatrix<double> &normals,
+				       fullMatrix<double> &Oper);
+
+  // Finds surface differentiation matrix (method CPML LOCAL)
+  void RbfLapSurface_local_CPM(bool isLow,
+			       const fullMatrix<double> &cntrs,
+			       const fullMatrix<double> &normals,
+			       fullMatrix<double> &Oper);
+  
+  // Finds global surface differentiation matrix (method CPML)
+  void RbfLapSurface_global_CPM_low(const fullMatrix<double> &cntrs,
+				    const fullMatrix<double> &normals,
+				    fullMatrix<double> &D);
+  
+  // Finds global surface differentiation matrix (method CPMH)
+  void RbfLapSurface_global_CPM_high(const fullMatrix<double> &cntrs,
+				     const fullMatrix<double> &normals,
+				     fullMatrix<double> &D);
+  
+
+  // Calculates the curvature of a surface at a certain node
+  void curvature(double radius, 
+		 const fullMatrix<double> &cntrs,
+		 const fullMatrix<double> &node,
+		 fullMatrix<double> &curvature);
+
+ virtual void UVStoXYZ_global(const double u_eval,
+			      const double v_eval,
+			      double &XX, double &YY, double &ZZ, 
+			       SVector3 &dXdu, SVector3& dxdv);
+ virtual void UVStoXYZ(const double u_eval,
+		       const double v_eval,
+		       double &XX, double &YY, double &ZZ,
+		       SVector3 &dXdu, SVector3& dxdv);
+
+ void solveHarmonicMap(fullMatrix<double> Oper, std::vector<MVertex*> ordered, 
+		       std::vector<double> coords, std::map<MVertex*, SPoint3> &rbf_param);
+
+ inline const fullMatrix<double> getUV() {return UV;};
+ inline const fullMatrix<double> getXYZ() {return centers;};
+ inline const fullMatrix<double> getN() {return normals;};
+
+};
+
+#endif
diff --git a/Mesh/meshGFace.cpp b/Mesh/meshGFace.cpp
index c2095c079d..d9a157434e 100644
--- a/Mesh/meshGFace.cpp
+++ b/Mesh/meshGFace.cpp
@@ -1695,6 +1695,7 @@ void partitionAndRemesh(GFaceCompound *gf)
 
   //Parametrize Compound surfaces
   std::set<MVertex*> allNod; 
+  std::list<GEdge*> U0;
   for (int i=0; i < NF; i++){
     std::list<GFace*> f_compound;
     GFace *pf =  gf->model()->getFaceByTag(numf+i);//partition face 
@@ -1702,10 +1703,9 @@ void partitionAndRemesh(GFaceCompound *gf)
     f_compound.push_back(pf);     
     Msg::Info("Parametrize Compound Surface (%d) = %d discrete face",
               num_gfc, pf->tag());
-
-    GFaceCompound *gfc = new GFaceCompound(gf->model(), num_gfc, f_compound, 0,
+    
+    GFaceCompound *gfc = new GFaceCompound(gf->model(), num_gfc, f_compound, U0, 0,
                                             gf->getTypeOfMapping());
-
     gfc->meshAttributes.recombine = gf->meshAttributes.recombine;
     gf->model()->add(gfc);
 
diff --git a/Parser/Gmsh.l b/Parser/Gmsh.l
index a96abd26d0..6da4bb9c9d 100644
--- a/Parser/Gmsh.l
+++ b/Parser/Gmsh.l
@@ -109,6 +109,7 @@ Coordinates             return tCoordinates;
 CatmullRom		return tSpline;
 Call                    return tCall;
 CreateTopology          return tCreateTopology;
+CreateTopologyNoHoles   return tCreateTopologyNoHoles;
 
 Delete                  return tDelete;
 Degenerated             return tDegenerated;
diff --git a/Parser/Gmsh.tab.cpp b/Parser/Gmsh.tab.cpp
index 6710eebc5d..0ef63ce07b 100644
--- a/Parser/Gmsh.tab.cpp
+++ b/Parser/Gmsh.tab.cpp
@@ -233,95 +233,96 @@ fullMatrix<double> ListOfListOfDouble2Matrix(List_T *list);
      tToday = 297,
      tSyncModel = 298,
      tCreateTopology = 299,
-     tDistanceFunction = 300,
-     tPoint = 301,
-     tCircle = 302,
-     tEllipse = 303,
-     tLine = 304,
-     tSphere = 305,
-     tPolarSphere = 306,
-     tSurface = 307,
-     tSpline = 308,
-     tVolume = 309,
-     tCharacteristic = 310,
-     tLength = 311,
-     tParametric = 312,
-     tElliptic = 313,
-     tRefineMesh = 314,
-     tPlane = 315,
-     tRuled = 316,
-     tTransfinite = 317,
-     tComplex = 318,
-     tPhysical = 319,
-     tCompound = 320,
-     tPeriodic = 321,
-     tUsing = 322,
-     tPlugin = 323,
-     tDegenerated = 324,
-     tRotate = 325,
-     tTranslate = 326,
-     tSymmetry = 327,
-     tDilate = 328,
-     tExtrude = 329,
-     tLevelset = 330,
-     tLoop = 331,
-     tRecombine = 332,
-     tSmoother = 333,
-     tSplit = 334,
-     tDelete = 335,
-     tCoherence = 336,
-     tIntersect = 337,
-     tLayers = 338,
-     tHole = 339,
-     tAlias = 340,
-     tAliasWithOptions = 341,
-     tText2D = 342,
-     tText3D = 343,
-     tInterpolationScheme = 344,
-     tTime = 345,
-     tCombine = 346,
-     tBSpline = 347,
-     tBezier = 348,
-     tNurbs = 349,
-     tNurbsOrder = 350,
-     tNurbsKnots = 351,
-     tColor = 352,
-     tColorTable = 353,
-     tFor = 354,
-     tIn = 355,
-     tEndFor = 356,
-     tIf = 357,
-     tEndIf = 358,
-     tExit = 359,
-     tField = 360,
-     tReturn = 361,
-     tCall = 362,
-     tFunction = 363,
-     tShow = 364,
-     tHide = 365,
-     tGetValue = 366,
-     tGetEnv = 367,
-     tGetString = 368,
-     tGMSH_MAJOR_VERSION = 369,
-     tGMSH_MINOR_VERSION = 370,
-     tGMSH_PATCH_VERSION = 371,
-     tHomRank = 372,
-     tHomGen = 373,
-     tHomCut = 374,
-     tHomSeq = 375,
-     tAFFECTDIVIDE = 376,
-     tAFFECTTIMES = 377,
-     tAFFECTMINUS = 378,
-     tAFFECTPLUS = 379,
-     tOR = 380,
-     tAND = 381,
-     tNOTEQUAL = 382,
-     tEQUAL = 383,
-     tGREATEROREQUAL = 384,
-     tLESSOREQUAL = 385,
-     UNARYPREC = 386,
-     tMINUSMINUS = 387,
-     tPLUSPLUS = 388
+     tCreateTopologyNoHoles = 300,
+     tDistanceFunction = 301,
+     tPoint = 302,
+     tCircle = 303,
+     tEllipse = 304,
+     tLine = 305,
+     tSphere = 306,
+     tPolarSphere = 307,
+     tSurface = 308,
+     tSpline = 309,
+     tVolume = 310,
+     tCharacteristic = 311,
+     tLength = 312,
+     tParametric = 313,
+     tElliptic = 314,
+     tRefineMesh = 315,
+     tPlane = 316,
+     tRuled = 317,
+     tTransfinite = 318,
+     tComplex = 319,
+     tPhysical = 320,
+     tCompound = 321,
+     tPeriodic = 322,
+     tUsing = 323,
+     tPlugin = 324,
+     tDegenerated = 325,
+     tRotate = 326,
+     tTranslate = 327,
+     tSymmetry = 328,
+     tDilate = 329,
+     tExtrude = 330,
+     tLevelset = 331,
+     tLoop = 332,
+     tRecombine = 333,
+     tSmoother = 334,
+     tSplit = 335,
+     tDelete = 336,
+     tCoherence = 337,
+     tIntersect = 338,
+     tLayers = 339,
+     tHole = 340,
+     tAlias = 341,
+     tAliasWithOptions = 342,
+     tText2D = 343,
+     tText3D = 344,
+     tInterpolationScheme = 345,
+     tTime = 346,
+     tCombine = 347,
+     tBSpline = 348,
+     tBezier = 349,
+     tNurbs = 350,
+     tNurbsOrder = 351,
+     tNurbsKnots = 352,
+     tColor = 353,
+     tColorTable = 354,
+     tFor = 355,
+     tIn = 356,
+     tEndFor = 357,
+     tIf = 358,
+     tEndIf = 359,
+     tExit = 360,
+     tField = 361,
+     tReturn = 362,
+     tCall = 363,
+     tFunction = 364,
+     tShow = 365,
+     tHide = 366,
+     tGetValue = 367,
+     tGetEnv = 368,
+     tGetString = 369,
+     tGMSH_MAJOR_VERSION = 370,
+     tGMSH_MINOR_VERSION = 371,
+     tGMSH_PATCH_VERSION = 372,
+     tHomRank = 373,
+     tHomGen = 374,
+     tHomCut = 375,
+     tHomSeq = 376,
+     tAFFECTDIVIDE = 377,
+     tAFFECTTIMES = 378,
+     tAFFECTMINUS = 379,
+     tAFFECTPLUS = 380,
+     tOR = 381,
+     tAND = 382,
+     tNOTEQUAL = 383,
+     tEQUAL = 384,
+     tGREATEROREQUAL = 385,
+     tLESSOREQUAL = 386,
+     UNARYPREC = 387,
+     tMINUSMINUS = 388,
+     tPLUSPLUS = 389
    };
 #endif
 
@@ -345,7 +346,7 @@ typedef union YYSTYPE
 
 
 /* Line 214 of yacc.c  */
-#line 349 "Gmsh.tab.cpp"
+#line 350 "Gmsh.tab.cpp"
 } YYSTYPE;
 # define YYSTYPE_IS_TRIVIAL 1
 # define yystype YYSTYPE /* obsolescent; will be withdrawn */
@@ -357,7 +358,7 @@ typedef union YYSTYPE
 
 
 /* Line 264 of yacc.c  */
-#line 361 "Gmsh.tab.cpp"
+#line 362 "Gmsh.tab.cpp"
 
 #ifdef short
 # undef short
@@ -572,20 +573,20 @@ union yyalloc
 /* YYFINAL -- State number of the termination state.  */
 #define YYFINAL  5
 /* YYLAST -- Last index in YYTABLE.  */
-#define YYLAST   7164
+#define YYLAST   7125
 
 /* YYNTOKENS -- Number of terminals.  */
-#define YYNTOKENS  154
+#define YYNTOKENS  155
 /* YYNNTS -- Number of nonterminals.  */
 #define YYNNTS  81
 /* YYNRULES -- Number of rules.  */
-#define YYNRULES  393
+#define YYNRULES  394
 /* YYNRULES -- Number of states.  */
-#define YYNSTATES  1409
+#define YYNSTATES  1411
 
 /* YYTRANSLATE(YYLEX) -- Bison symbol number corresponding to YYLEX.  */
 #define YYUNDEFTOK  2
-#define YYMAXUTOK   388
+#define YYMAXUTOK   389
 
 #define YYTRANSLATE(YYX)						\
   ((unsigned int) (YYX) <= YYMAXUTOK ? yytranslate[YYX] : YYUNDEFTOK)
@@ -596,16 +597,16 @@ static const yytype_uint8 yytranslate[] =
        0,     2,     2,     2,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
-       2,     2,     2,   139,     2,   149,     2,   138,     2,     2,
-     144,   145,   136,   134,   150,   135,   148,   137,     2,     2,
+       2,     2,     2,   140,     2,   150,     2,   139,     2,     2,
+     145,   146,   137,   135,   151,   136,   149,   138,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
-     130,     2,   131,   125,     2,     2,     2,     2,     2,     2,
+     131,     2,   132,   126,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
-       2,   146,     2,   147,   143,     2,     2,     2,     2,     2,
+       2,   147,     2,   148,   144,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
-       2,     2,     2,   151,     2,   152,   153,     2,     2,     2,
+       2,     2,     2,   152,     2,   153,   154,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
        2,     2,     2,     2,     2,     2,     2,     2,     2,     2,
@@ -631,7 +632,7 @@ static const yytype_uint8 yytranslate[] =
       95,    96,    97,    98,    99,   100,   101,   102,   103,   104,
      105,   106,   107,   108,   109,   110,   111,   112,   113,   114,
      115,   116,   117,   118,   119,   120,   121,   122,   123,   124,
-     126,   127,   128,   129,   132,   133,   140,   141,   142
+     125,   127,   128,   129,   130,   133,   134,   141,   142,   143
 };
 
 #if YYDEBUG
@@ -656,263 +657,263 @@ static const yytype_uint16 yyprhs[] =
      786,   793,   800,   807,   816,   831,   848,   861,   870,   879,
      886,   901,   906,   913,   920,   924,   929,   935,   939,   943,
      948,   953,   957,   965,   973,   977,   985,   989,   992,   995,
-     998,  1014,  1017,  1020,  1023,  1030,  1039,  1048,  1059,  1061,
-    1064,  1066,  1070,  1075,  1077,  1083,  1095,  1109,  1110,  1118,
-    1119,  1133,  1134,  1150,  1151,  1158,  1167,  1176,  1185,  1198,
-    1211,  1224,  1239,  1254,  1269,  1270,  1283,  1284,  1297,  1298,
-    1311,  1312,  1329,  1330,  1347,  1348,  1365,  1366,  1385,  1386,
-    1405,  1406,  1425,  1427,  1430,  1436,  1444,  1454,  1457,  1467,
-    1474,  1475,  1479,  1480,  1482,  1483,  1486,  1487,  1490,  1498,
-    1505,  1514,  1520,  1526,  1533,  1540,  1553,  1564,  1575,  1586,
-    1597,  1600,  1604,  1611,  1623,  1635,  1647,  1659,  1661,  1665,
-    1668,  1671,  1674,  1678,  1682,  1686,  1690,  1694,  1698,  1702,
-    1706,  1710,  1714,  1718,  1722,  1726,  1730,  1736,  1741,  1746,
-    1751,  1756,  1761,  1766,  1771,  1776,  1781,  1786,  1793,  1798,
-    1803,  1808,  1813,  1818,  1823,  1830,  1837,  1844,  1849,  1854,
-    1859,  1864,  1869,  1874,  1879,  1884,  1889,  1894,  1899,  1906,
-    1911,  1916,  1921,  1926,  1931,  1936,  1943,  1950,  1957,  1962,
-    1964,  1966,  1968,  1970,  1972,  1974,  1976,  1978,  1984,  1989,
-    1994,  1997,  2003,  2007,  2014,  2019,  2027,  2034,  2036,  2039,
-    2042,  2046,  2050,  2062,  2072,  2080,  2088,  2090,  2094,  2096,
-    2098,  2101,  2105,  2110,  2116,  2118,  2120,  2123,  2127,  2131,
-    2137,  2142,  2145,  2148,  2151,  2154,  2156,  2158,  2162,  2169,
-    2171,  2173,  2177,  2181,  2191,  2199,  2201,  2207,  2211,  2218,
-    2220,  2224,  2226,  2228,  2232,  2239,  2241,  2243,  2248,  2255,
-    2262,  2267,  2272,  2277
+     998,  1014,  1017,  1020,  1023,  1026,  1033,  1042,  1051,  1062,
+    1064,  1067,  1069,  1073,  1078,  1080,  1086,  1098,  1112,  1113,
+    1121,  1122,  1136,  1137,  1153,  1154,  1161,  1170,  1179,  1188,
+    1201,  1214,  1227,  1242,  1257,  1272,  1273,  1286,  1287,  1300,
+    1301,  1314,  1315,  1332,  1333,  1350,  1351,  1368,  1369,  1388,
+    1389,  1408,  1409,  1428,  1430,  1433,  1439,  1447,  1457,  1460,
+    1470,  1477,  1478,  1482,  1483,  1485,  1486,  1489,  1490,  1493,
+    1501,  1508,  1517,  1523,  1529,  1536,  1543,  1556,  1567,  1578,
+    1589,  1600,  1603,  1607,  1614,  1626,  1638,  1650,  1662,  1664,
+    1668,  1671,  1674,  1677,  1681,  1685,  1689,  1693,  1697,  1701,
+    1705,  1709,  1713,  1717,  1721,  1725,  1729,  1733,  1739,  1744,
+    1749,  1754,  1759,  1764,  1769,  1774,  1779,  1784,  1789,  1796,
+    1801,  1806,  1811,  1816,  1821,  1826,  1833,  1840,  1847,  1852,
+    1857,  1862,  1867,  1872,  1877,  1882,  1887,  1892,  1897,  1902,
+    1909,  1914,  1919,  1924,  1929,  1934,  1939,  1946,  1953,  1960,
+    1965,  1967,  1969,  1971,  1973,  1975,  1977,  1979,  1981,  1987,
+    1992,  1997,  2000,  2006,  2010,  2017,  2022,  2030,  2037,  2039,
+    2042,  2045,  2049,  2053,  2065,  2075,  2083,  2091,  2093,  2097,
+    2099,  2101,  2104,  2108,  2113,  2119,  2121,  2123,  2126,  2130,
+    2134,  2140,  2145,  2148,  2151,  2154,  2157,  2159,  2161,  2165,
+    2172,  2174,  2176,  2180,  2184,  2194,  2202,  2204,  2210,  2214,
+    2221,  2223,  2227,  2229,  2231,  2235,  2242,  2244,  2246,  2251,
+    2258,  2265,  2270,  2275,  2280
 };
 
 /* YYRHS -- A `-1'-separated list of the rules' RHS.  */
 static const yytype_int16 yyrhs[] =
 {
-     155,     0,    -1,   156,    -1,     1,     6,    -1,    -1,   156,
-     157,    -1,   160,    -1,   159,    -1,   178,    -1,   182,    -1,
-     187,    -1,   191,    -1,   192,    -1,   193,    -1,   196,    -1,
-     216,    -1,   217,    -1,   218,    -1,   219,    -1,   195,    -1,
-     194,    -1,   190,    -1,   220,    -1,   131,    -1,   131,   131,
-      -1,    35,   144,     5,   145,     6,    -1,    35,   144,     5,
-     145,   158,   233,     6,    -1,    35,   144,     5,   150,   229,
-     145,     6,    -1,    35,   144,     5,   150,   229,   145,   158,
-     233,     6,    -1,     4,     5,   151,   161,   152,     6,    -1,
-      85,     4,   146,   221,   147,     6,    -1,    86,     4,   146,
-     221,   147,     6,    -1,    -1,   161,   164,    -1,   161,   168,
-      -1,   161,   171,    -1,   161,   173,    -1,   161,   174,    -1,
-     221,    -1,   162,   150,   221,    -1,   221,    -1,   163,   150,
-     221,    -1,    -1,    -1,     4,   165,   144,   162,   145,   166,
-     151,   163,   152,     6,    -1,   233,    -1,   167,   150,   233,
-      -1,    -1,    87,   144,   221,   150,   221,   150,   221,   145,
-     169,   151,   167,   152,     6,    -1,   233,    -1,   170,   150,
-     233,    -1,    -1,    88,   144,   221,   150,   221,   150,   221,
-     150,   221,   145,   172,   151,   170,   152,     6,    -1,    89,
-     151,   225,   152,   151,   225,   152,     6,    -1,    89,   151,
-     225,   152,   151,   225,   152,   151,   225,   152,   151,   225,
-     152,     6,    -1,    -1,    90,   175,   151,   163,   152,     6,
-      -1,     7,    -1,   124,    -1,   123,    -1,   122,    -1,   121,
-      -1,   142,    -1,   141,    -1,     4,   176,   221,     6,    -1,
-       4,   146,   221,   147,   176,   221,     6,    -1,     4,   146,
-     151,   229,   152,   147,   176,   226,     6,    -1,     4,   146,
-     147,     7,   226,     6,    -1,     4,   146,   147,   124,   226,
-       6,    -1,     4,   177,     6,    -1,     4,   146,   221,   147,
-     177,     6,    -1,     4,     7,   234,     6,    -1,     4,   148,
-       4,     7,   234,     6,    -1,     4,   146,   221,   147,   148,
-       4,     7,   234,     6,    -1,     4,   148,     4,   176,   221,
-       6,    -1,     4,   146,   221,   147,   148,     4,   176,   221,
-       6,    -1,     4,   148,     4,   177,     6,    -1,     4,   146,
-     221,   147,   148,     4,   177,     6,    -1,     4,   148,    97,
-     148,     4,     7,   230,     6,    -1,     4,   146,   221,   147,
-     148,    97,   148,     4,     7,   230,     6,    -1,     4,   148,
-      98,     7,   231,     6,    -1,     4,   146,   221,   147,   148,
-      98,     7,   231,     6,    -1,     4,   105,     7,   221,     6,
-      -1,   105,   146,   221,   147,     7,     4,     6,    -1,   105,
-     146,   221,   147,   148,     4,     7,   221,     6,    -1,   105,
-     146,   221,   147,   148,     4,     7,   234,     6,    -1,   105,
-     146,   221,   147,   148,     4,     7,   151,   229,   152,     6,
-      -1,    68,   144,     4,   145,   148,     4,     7,   221,     6,
-      -1,    68,   144,     4,   145,   148,     4,     7,   234,     6,
-      -1,   221,    -1,   234,    -1,    -1,   100,    50,   151,   221,
-     152,    -1,    -1,    60,   223,    -1,    46,   144,   221,   145,
-       7,   223,     6,    -1,    -1,    64,    46,   183,   144,   179,
-     145,     7,   226,     6,    -1,    55,    56,   226,     7,   221,
-       6,    -1,    49,   144,   221,   145,     7,   226,     6,    -1,
-      69,    49,   226,     6,    -1,    53,   144,   221,   145,     7,
-     226,     6,    -1,    47,   144,   221,   145,     7,   226,   181,
-       6,    -1,    48,   144,   221,   145,     7,   226,   181,     6,
-      -1,    92,   144,   221,   145,     7,   226,     6,    -1,    93,
-     144,   221,   145,     7,   226,     6,    -1,    94,   144,   221,
-     145,     7,   226,    96,   226,    95,   221,     6,    -1,    49,
-      76,   144,   221,   145,     7,   226,     6,    -1,    65,    49,
-     144,   221,   145,     7,   226,     6,    -1,    -1,    64,    49,
-     184,   144,   179,   145,     7,   226,     6,    -1,    60,    52,
-     144,   221,   145,     7,   226,     6,    -1,    61,    52,   144,
-     221,   145,     7,   226,   180,     6,    -1,    12,    13,     6,
-      -1,    13,    52,   221,     6,    -1,    57,    52,   144,   221,
-     145,     7,     5,     5,     5,     6,    -1,    50,   144,   221,
-     145,     7,   226,     6,    -1,    51,   144,   221,   145,     7,
-     226,     6,    -1,    52,    76,   144,   221,   145,     7,   226,
-       6,    -1,    65,    52,   144,   221,   145,     7,   226,     6,
-      -1,    65,    52,   144,   221,   145,     7,   226,     4,   151,
-     225,   152,     6,    -1,    -1,    64,    52,   185,   144,   179,
-     145,     7,   226,     6,    -1,    63,    54,   144,   221,   145,
-       7,   226,     6,    -1,    54,   144,   221,   145,     7,   226,
-       6,    -1,    65,    54,   144,   221,   145,     7,   226,     6,
-      -1,    -1,    64,    54,   186,   144,   179,   145,     7,   226,
-       6,    -1,    71,   223,   151,   188,   152,    -1,    70,   151,
-     223,   150,   223,   150,   221,   152,   151,   188,   152,    -1,
-      72,   223,   151,   188,   152,    -1,    73,   151,   223,   150,
-     221,   152,   151,   188,   152,    -1,     4,   151,   188,   152,
-      -1,    82,    49,   151,   229,   152,    52,   151,   221,   152,
-      -1,    79,    49,   144,   221,   145,   151,   229,   152,     6,
-      -1,   189,    -1,   187,    -1,    -1,   189,   182,    -1,   189,
-      46,   151,   229,   152,     6,    -1,   189,    49,   151,   229,
-     152,     6,    -1,   189,    52,   151,   229,   152,     6,    -1,
-     189,    54,   151,   229,   152,     6,    -1,    75,    60,   144,
-     221,   145,     7,   226,     6,    -1,    75,    60,   144,   221,
-     145,     7,   151,   223,   150,   223,   150,   229,   152,     6,
-      -1,    75,    60,   144,   221,   145,     7,   151,   223,   150,
-     223,   150,   223,   150,   229,   152,     6,    -1,    75,    50,
-     144,   221,   145,     7,   151,   223,   150,   229,   152,     6,
-      -1,    75,     4,   144,   221,   145,     7,   226,     6,    -1,
-      75,     4,   144,   221,   145,     7,     5,     6,    -1,    75,
-       4,   151,   221,   152,     6,    -1,    75,     4,   144,   221,
-     145,     7,   151,   223,   150,   223,   150,   229,   152,     6,
-      -1,    80,   151,   189,   152,    -1,    80,   105,   146,   221,
-     147,     6,    -1,    80,     4,   146,   221,   147,     6,    -1,
-      80,     4,     6,    -1,    80,     4,     4,     6,    -1,    97,
-     230,   151,   189,   152,    -1,   109,     5,     6,    -1,   110,
-       5,     6,    -1,   109,   151,   189,   152,    -1,   110,   151,
-     189,   152,    -1,     4,   234,     6,    -1,     4,     4,   146,
-     221,   147,   233,     6,    -1,     4,     4,     4,   146,   221,
-     147,     6,    -1,     4,   221,     6,    -1,    68,   144,     4,
-     145,   148,     4,     6,    -1,    91,     4,     6,    -1,   104,
-       6,    -1,    43,     6,    -1,    40,     6,    -1,    40,   151,
-     221,   150,   221,   150,   221,   150,   221,   150,   221,   150,
-     221,   152,     6,    -1,    41,     6,    -1,    44,     6,    -1,
-      59,     6,    -1,    99,   144,   221,     8,   221,   145,    -1,
-      99,   144,   221,     8,   221,     8,   221,   145,    -1,    99,
-       4,   100,   151,   221,     8,   221,   152,    -1,    99,     4,
-     100,   151,   221,     8,   221,     8,   221,   152,    -1,   101,
-      -1,   108,     4,    -1,   106,    -1,   107,     4,     6,    -1,
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+     224,   151,   224,   151,   224,   151,   222,   153,   152,   190,
+     153,    -1,    -1,    75,   224,   152,   190,   198,   211,   153,
+      -1,    -1,    75,   152,   224,   151,   224,   151,   222,   153,
+     152,   190,   199,   211,   153,    -1,    -1,    75,   152,   224,
+     151,   224,   151,   224,   151,   222,   153,   152,   190,   200,
+     211,   153,    -1,    -1,    75,   152,   190,   201,   211,   153,
+      -1,    75,    47,   152,   222,   151,   224,   153,     6,    -1,
+      75,    50,   152,   222,   151,   224,   153,     6,    -1,    75,
+      53,   152,   222,   151,   224,   153,     6,    -1,    75,    47,
+     152,   222,   151,   224,   151,   224,   151,   222,   153,     6,
+      -1,    75,    50,   152,   222,   151,   224,   151,   224,   151,
+     222,   153,     6,    -1,    75,    53,   152,   222,   151,   224,
+     151,   224,   151,   222,   153,     6,    -1,    75,    47,   152,
+     222,   151,   224,   151,   224,   151,   224,   151,   222,   153,
+       6,    -1,    75,    50,   152,   222,   151,   224,   151,   224,
+     151,   224,   151,   222,   153,     6,    -1,    75,    53,   152,
+     222,   151,   224,   151,   224,   151,   224,   151,   222,   153,
+       6,    -1,    -1,    75,    47,   152,   222,   151,   224,   153,
+     202,   152,   211,   153,     6,    -1,    -1,    75,    50,   152,
+     222,   151,   224,   153,   203,   152,   211,   153,     6,    -1,
+      -1,    75,    53,   152,   222,   151,   224,   153,   204,   152,
+     211,   153,     6,    -1,    -1,    75,    47,   152,   222,   151,
+     224,   151,   224,   151,   222,   153,   205,   152,   211,   153,
+       6,    -1,    -1,    75,    50,   152,   222,   151,   224,   151,
+     224,   151,   222,   153,   206,   152,   211,   153,     6,    -1,
+      -1,    75,    53,   152,   222,   151,   224,   151,   224,   151,
+     222,   153,   207,   152,   211,   153,     6,    -1,    -1,    75,
+      47,   152,   222,   151,   224,   151,   224,   151,   224,   151,
+     222,   153,   208,   152,   211,   153,     6,    -1,    -1,    75,
+      50,   152,   222,   151,   224,   151,   224,   151,   224,   151,
+     222,   153,   209,   152,   211,   153,     6,    -1,    -1,    75,
+      53,   152,   222,   151,   224,   151,   224,   151,   224,   151,
+     222,   153,   210,   152,   211,   153,     6,    -1,   212,    -1,
+     211,   212,    -1,    84,   152,   222,   153,     6,    -1,    84,
+     152,   227,   151,   227,   153,     6,    -1,    84,   152,   227,
+     151,   227,   151,   227,   153,     6,    -1,    78,     6,    -1,
+      85,   145,   222,   146,     7,   227,    68,   222,     6,    -1,
+      68,     4,   147,   222,   148,     6,    -1,    -1,    68,     4,
+     222,    -1,    -1,     4,    -1,    -1,     7,   227,    -1,    -1,
+       7,   222,    -1,    63,    50,   228,     7,   222,   213,     6,
+      -1,    63,    53,   228,   215,   214,     6,    -1,    59,    53,
+     152,   222,   153,     7,   227,     6,    -1,    63,    55,   228,
+     215,     6,    -1,    78,    53,   228,   216,     6,    -1,    79,
+      53,   227,     7,   222,     6,    -1,    67,    50,   227,     7,
+     227,     6,    -1,    67,    53,   222,   152,   230,   153,     7,
+     222,   152,   230,   153,     6,    -1,    47,   152,   230,   153,
+     101,    53,   152,   222,   153,     6,    -1,    50,   152,   230,
+     153,   101,    53,   152,   222,   153,     6,    -1,    50,   152,
+     230,   153,   101,    55,   152,   222,   153,     6,    -1,    53,
+     152,   230,   153,   101,    55,   152,   222,   153,     6,    -1,
+      82,     6,    -1,    82,     4,     6,    -1,    82,    47,   152,
+     230,   153,     6,    -1,   118,   145,   234,   146,     7,   152,
+     227,   151,   227,   153,     6,    -1,   119,   145,   234,   146,
+       7,   152,   227,   151,   227,   153,     6,    -1,   120,   145,
+     234,   146,     7,   152,   227,   151,   227,   153,     6,    -1,
+     121,   145,   234,   146,     7,   152,   227,   151,   227,   153,
+       6,    -1,   223,    -1,   145,   222,   146,    -1,   136,   222,
+      -1,   135,   222,    -1,   140,   222,    -1,   222,   136,   222,
+      -1,   222,   135,   222,    -1,   222,   137,   222,    -1,   222,
+     138,   222,    -1,   222,   139,   222,    -1,   222,   144,   222,
+      -1,   222,   131,   222,    -1,   222,   132,   222,    -1,   222,
+     134,   222,    -1,   222,   133,   222,    -1,   222,   130,   222,
+      -1,   222,   129,   222,    -1,   222,   128,   222,    -1,   222,
+     127,   222,    -1,   222,   126,   222,     8,   222,    -1,    14,
+     145,   222,   146,    -1,    15,   145,   222,   146,    -1,    16,
+     145,   222,   146,    -1,    17,   145,   222,   146,    -1,    18,
+     145,   222,   146,    -1,    19,   145,   222,   146,    -1,    20,
+     145,   222,   146,    -1,    21,   145,   222,   146,    -1,    22,
+     145,   222,   146,    -1,    24,   145,   222,   146,    -1,    25,
+     145,   222,   151,   222,   146,    -1,    26,   145,   222,   146,
+      -1,    27,   145,   222,   146,    -1,    28,   145,   222,   146,
+      -1,    29,   145,   222,   146,    -1,    30,   145,   222,   146,
+      -1,    31,   145,   222,   146,    -1,    32,   145,   222,   151,
+     222,   146,    -1,    33,   145,   222,   151,   222,   146,    -1,
+      34,   145,   222,   151,   222,   146,    -1,    23,   145,   222,
+     146,    -1,    14,   147,   222,   148,    -1,    15,   147,   222,
+     148,    -1,    16,   147,   222,   148,    -1,    17,   147,   222,
+     148,    -1,    18,   147,   222,   148,    -1,    19,   147,   222,
+     148,    -1,    20,   147,   222,   148,    -1,    21,   147,   222,
+     148,    -1,    22,   147,   222,   148,    -1,    24,   147,   222,
+     148,    -1,    25,   147,   222,   151,   222,   148,    -1,    26,
+     147,   222,   148,    -1,    27,   147,   222,   148,    -1,    28,
+     147,   222,   148,    -1,    29,   147,   222,   148,    -1,    30,
+     147,   222,   148,    -1,    31,   147,   222,   148,    -1,    32,
+     147,   222,   151,   222,   148,    -1,    33,   147,   222,   151,
+     222,   148,    -1,    34,   147,   222,   151,   222,   148,    -1,
+      23,   147,   222,   148,    -1,     3,    -1,     9,    -1,    10,
+      -1,    11,    -1,   115,    -1,   116,    -1,   117,    -1,     4,
+      -1,     4,   154,   152,   222,   153,    -1,     4,   147,   222,
+     148,    -1,   150,     4,   147,   148,    -1,     4,   178,    -1,
+       4,   147,   222,   148,   178,    -1,     4,   149,     4,    -1,
+       4,   147,   222,   148,   149,     4,    -1,     4,   149,     4,
+     178,    -1,     4,   147,   222,   148,   149,     4,   178,    -1,
+     112,   145,   234,   151,   222,   146,    -1,   225,    -1,   136,
+     224,    -1,   135,   224,    -1,   224,   136,   224,    -1,   224,
+     135,   224,    -1,   152,   222,   151,   222,   151,   222,   151,
+     222,   151,   222,   153,    -1,   152,   222,   151,   222,   151,
+     222,   151,   222,   153,    -1,   152,   222,   151,   222,   151,
+     222,   153,    -1,   145,   222,   151,   222,   151,   222,   146,
+      -1,   227,    -1,   226,   151,   227,    -1,   222,    -1,   229,
+      -1,   152,   153,    -1,   152,   230,   153,    -1,   136,   152,
+     230,   153,    -1,   222,   137,   152,   230,   153,    -1,   227,
+      -1,     5,    -1,   136,   229,    -1,   222,   137,   229,    -1,
+     222,     8,   222,    -1,   222,     8,   222,     8,   222,    -1,
+      47,   152,   222,   153,    -1,    47,     5,    -1,    50,     5,
+      -1,    53,     5,    -1,    55,     5,    -1,   188,    -1,   197,
+      -1,     4,   147,   148,    -1,     4,   147,   152,   230,   153,
+     148,    -1,   222,    -1,   229,    -1,   230,   151,   222,    -1,
+     230,   151,   229,    -1,   152,   222,   151,   222,   151,   222,
+     151,   222,   153,    -1,   152,   222,   151,   222,   151,   222,
+     153,    -1,     4,    -1,     4,   149,    98,   149,     4,    -1,
+     152,   233,   153,    -1,     4,   147,   222,   148,   149,    99,
+      -1,   231,    -1,   233,   151,   231,    -1,   235,    -1,     4,
+      -1,     4,   149,     4,    -1,     4,   147,   222,   148,   149,
+       4,    -1,     5,    -1,    42,    -1,   113,   145,   234,   146,
+      -1,   114,   145,   234,   151,   234,   146,    -1,    37,   145,
+     234,   151,   234,   146,    -1,    38,   145,   234,   146,    -1,
+      39,   145,   234,   146,    -1,    36,   145,   234,   146,    -1,
+      36,   145,   234,   151,   230,   146,    -1
 };
 
 /* YYRLINE[YYN] -- source line where rule number YYN was defined.  */
@@ -935,29 +936,29 @@ static const yytype_uint16 yyrline[] =
     1713,  1736,  1759,  1787,  1808,  1829,  1851,  1871,  1983,  2002,
     2022,  2131,  2140,  2146,  2161,  2189,  2206,  2220,  2226,  2232,
     2241,  2255,  2297,  2314,  2329,  2348,  2360,  2384,  2388,  2395,
-    2401,  2406,  2412,  2416,  2426,  2443,  2460,  2479,  2498,  2528,
-    2536,  2542,  2549,  2553,  2562,  2570,  2578,  2587,  2586,  2599,
-    2598,  2611,  2610,  2623,  2622,  2634,  2641,  2648,  2655,  2662,
-    2669,  2676,  2683,  2690,  2698,  2697,  2709,  2708,  2720,  2719,
-    2731,  2730,  2742,  2741,  2753,  2752,  2764,  2763,  2775,  2774,
-    2786,  2785,  2800,  2803,  2809,  2818,  2838,  2861,  2865,  2884,
-    2897,  2900,  2916,  2919,  2932,  2935,  2941,  2944,  2951,  3007,
-    3077,  3082,  3149,  3192,  3217,  3244,  3288,  3311,  3334,  3337,
-    3346,  3350,  3360,  3397,  3434,  3470,  3505,  3545,  3546,  3547,
-    3548,  3549,  3550,  3551,  3552,  3553,  3560,  3561,  3562,  3563,
-    3564,  3565,  3566,  3567,  3568,  3569,  3570,  3571,  3572,  3573,
-    3574,  3575,  3576,  3577,  3578,  3579,  3580,  3581,  3582,  3583,
-    3584,  3585,  3586,  3587,  3588,  3589,  3590,  3591,  3593,  3594,
-    3595,  3596,  3597,  3598,  3599,  3600,  3601,  3602,  3603,  3604,
-    3605,  3606,  3607,  3608,  3609,  3610,  3611,  3612,  3613,  3622,
-    3623,  3624,  3625,  3626,  3627,  3628,  3632,  3651,  3669,  3684,
-    3694,  3710,  3728,  3733,  3738,  3748,  3758,  3766,  3770,  3774,
-    3778,  3782,  3789,  3793,  3797,  3801,  3808,  3813,  3820,  3825,
-    3829,  3834,  3838,  3846,  3857,  3861,  3873,  3881,  3889,  3896,
-    3907,  3927,  3931,  3935,  3939,  3943,  3953,  3963,  3973,  3993,
-    3998,  4002,  4006,  4018,  4022,  4034,  4041,  4051,  4055,  4070,
-    4075,  4082,  4086,  4099,  4107,  4118,  4122,  4130,  4138,  4146,
-    4154,  4168,  4182,  4186
+    2401,  2406,  2412,  2416,  2420,  2430,  2447,  2464,  2483,  2502,
+    2532,  2540,  2546,  2553,  2557,  2566,  2574,  2582,  2591,  2590,
+    2603,  2602,  2615,  2614,  2627,  2626,  2638,  2645,  2652,  2659,
+    2666,  2673,  2680,  2687,  2694,  2702,  2701,  2713,  2712,  2724,
+    2723,  2735,  2734,  2746,  2745,  2757,  2756,  2768,  2767,  2779,
+    2778,  2790,  2789,  2804,  2807,  2813,  2822,  2842,  2865,  2869,
+    2888,  2901,  2904,  2920,  2923,  2936,  2939,  2945,  2948,  2955,
+    3011,  3081,  3086,  3153,  3196,  3221,  3248,  3292,  3315,  3338,
+    3341,  3350,  3354,  3364,  3401,  3438,  3474,  3509,  3549,  3550,
+    3551,  3552,  3553,  3554,  3555,  3556,  3557,  3564,  3565,  3566,
+    3567,  3568,  3569,  3570,  3571,  3572,  3573,  3574,  3575,  3576,
+    3577,  3578,  3579,  3580,  3581,  3582,  3583,  3584,  3585,  3586,
+    3587,  3588,  3589,  3590,  3591,  3592,  3593,  3594,  3595,  3597,
+    3598,  3599,  3600,  3601,  3602,  3603,  3604,  3605,  3606,  3607,
+    3608,  3609,  3610,  3611,  3612,  3613,  3614,  3615,  3616,  3617,
+    3626,  3627,  3628,  3629,  3630,  3631,  3632,  3636,  3655,  3673,
+    3688,  3698,  3714,  3732,  3737,  3742,  3752,  3762,  3770,  3774,
+    3778,  3782,  3786,  3793,  3797,  3801,  3805,  3812,  3817,  3824,
+    3829,  3833,  3838,  3842,  3850,  3861,  3865,  3877,  3885,  3893,
+    3900,  3911,  3931,  3935,  3939,  3943,  3947,  3957,  3967,  3977,
+    3997,  4002,  4006,  4010,  4022,  4026,  4038,  4045,  4055,  4059,
+    4074,  4079,  4086,  4090,  4103,  4111,  4122,  4126,  4134,  4142,
+    4150,  4158,  4172,  4186,  4190
 };
 #endif
 
@@ -973,39 +974,40 @@ static const char *const yytname[] =
   "tTanh", "tFabs", "tFloor", "tCeil", "tFmod", "tModulo", "tHypot",
   "tPrintf", "tSprintf", "tStrCat", "tStrPrefix", "tStrRelative",
   "tBoundingBox", "tDraw", "tToday", "tSyncModel", "tCreateTopology",
-  "tDistanceFunction", "tPoint", "tCircle", "tEllipse", "tLine", "tSphere",
-  "tPolarSphere", "tSurface", "tSpline", "tVolume", "tCharacteristic",
-  "tLength", "tParametric", "tElliptic", "tRefineMesh", "tPlane", "tRuled",
-  "tTransfinite", "tComplex", "tPhysical", "tCompound", "tPeriodic",
-  "tUsing", "tPlugin", "tDegenerated", "tRotate", "tTranslate",
-  "tSymmetry", "tDilate", "tExtrude", "tLevelset", "tLoop", "tRecombine",
-  "tSmoother", "tSplit", "tDelete", "tCoherence", "tIntersect", "tLayers",
-  "tHole", "tAlias", "tAliasWithOptions", "tText2D", "tText3D",
-  "tInterpolationScheme", "tTime", "tCombine", "tBSpline", "tBezier",
-  "tNurbs", "tNurbsOrder", "tNurbsKnots", "tColor", "tColorTable", "tFor",
-  "tIn", "tEndFor", "tIf", "tEndIf", "tExit", "tField", "tReturn", "tCall",
-  "tFunction", "tShow", "tHide", "tGetValue", "tGetEnv", "tGetString",
-  "tGMSH_MAJOR_VERSION", "tGMSH_MINOR_VERSION", "tGMSH_PATCH_VERSION",
-  "tHomRank", "tHomGen", "tHomCut", "tHomSeq", "tAFFECTDIVIDE",
-  "tAFFECTTIMES", "tAFFECTMINUS", "tAFFECTPLUS", "'?'", "tOR", "tAND",
-  "tNOTEQUAL", "tEQUAL", "'<'", "'>'", "tGREATEROREQUAL", "tLESSOREQUAL",
-  "'+'", "'-'", "'*'", "'/'", "'%'", "'!'", "UNARYPREC", "tMINUSMINUS",
-  "tPLUSPLUS", "'^'", "'('", "')'", "'['", "']'", "'.'", "'#'", "','",
-  "'{'", "'}'", "'~'", "$accept", "All", "GeoFormatItems", "GeoFormatItem",
-  "SendToFile", "Printf", "View", "Views", "ElementCoords",
-  "ElementValues", "Element", "$@1", "$@2", "Text2DValues", "Text2D",
-  "$@3", "Text3DValues", "Text3D", "$@4", "InterpolationMatrix", "Time",
-  "$@5", "NumericAffectation", "NumericIncrement", "Affectation",
-  "PhysicalId", "InSphereCenter", "CircleOptions", "Shape", "$@6", "$@7",
-  "$@8", "$@9", "Transform", "MultipleShape", "ListOfShapes", "LevelSet",
-  "Delete", "Colorify", "Visibility", "Command", "Loop", "Extrude", "$@10",
-  "$@11", "$@12", "$@13", "$@14", "$@15", "$@16", "$@17", "$@18", "$@19",
-  "$@20", "$@21", "$@22", "ExtrudeParameters", "ExtrudeParameter",
-  "TransfiniteType", "TransfiniteArrangement", "TransfiniteCorners",
-  "RecombineAngle", "Transfinite", "Periodic", "Embedding", "Coherence",
-  "Homology", "FExpr", "FExpr_Single", "VExpr", "VExpr_Single",
-  "RecursiveListOfListOfDouble", "ListOfDouble", "ListOfDoubleOrAll",
-  "FExpr_Multi", "RecursiveListOfDouble", "ColorExpr", "ListOfColor",
+  "tCreateTopologyNoHoles", "tDistanceFunction", "tPoint", "tCircle",
+  "tEllipse", "tLine", "tSphere", "tPolarSphere", "tSurface", "tSpline",
+  "tVolume", "tCharacteristic", "tLength", "tParametric", "tElliptic",
+  "tRefineMesh", "tPlane", "tRuled", "tTransfinite", "tComplex",
+  "tPhysical", "tCompound", "tPeriodic", "tUsing", "tPlugin",
+  "tDegenerated", "tRotate", "tTranslate", "tSymmetry", "tDilate",
+  "tExtrude", "tLevelset", "tLoop", "tRecombine", "tSmoother", "tSplit",
+  "tDelete", "tCoherence", "tIntersect", "tLayers", "tHole", "tAlias",
+  "tAliasWithOptions", "tText2D", "tText3D", "tInterpolationScheme",
+  "tTime", "tCombine", "tBSpline", "tBezier", "tNurbs", "tNurbsOrder",
+  "tNurbsKnots", "tColor", "tColorTable", "tFor", "tIn", "tEndFor", "tIf",
+  "tEndIf", "tExit", "tField", "tReturn", "tCall", "tFunction", "tShow",
+  "tHide", "tGetValue", "tGetEnv", "tGetString", "tGMSH_MAJOR_VERSION",
+  "tGMSH_MINOR_VERSION", "tGMSH_PATCH_VERSION", "tHomRank", "tHomGen",
+  "tHomCut", "tHomSeq", "tAFFECTDIVIDE", "tAFFECTTIMES", "tAFFECTMINUS",
+  "tAFFECTPLUS", "'?'", "tOR", "tAND", "tNOTEQUAL", "tEQUAL", "'<'", "'>'",
+  "tGREATEROREQUAL", "tLESSOREQUAL", "'+'", "'-'", "'*'", "'/'", "'%'",
+  "'!'", "UNARYPREC", "tMINUSMINUS", "tPLUSPLUS", "'^'", "'('", "')'",
+  "'['", "']'", "'.'", "'#'", "','", "'{'", "'}'", "'~'", "$accept", "All",
+  "GeoFormatItems", "GeoFormatItem", "SendToFile", "Printf", "View",
+  "Views", "ElementCoords", "ElementValues", "Element", "$@1", "$@2",
+  "Text2DValues", "Text2D", "$@3", "Text3DValues", "Text3D", "$@4",
+  "InterpolationMatrix", "Time", "$@5", "NumericAffectation",
+  "NumericIncrement", "Affectation", "PhysicalId", "InSphereCenter",
+  "CircleOptions", "Shape", "$@6", "$@7", "$@8", "$@9", "Transform",
+  "MultipleShape", "ListOfShapes", "LevelSet", "Delete", "Colorify",
+  "Visibility", "Command", "Loop", "Extrude", "$@10", "$@11", "$@12",
+  "$@13", "$@14", "$@15", "$@16", "$@17", "$@18", "$@19", "$@20", "$@21",
+  "$@22", "ExtrudeParameters", "ExtrudeParameter", "TransfiniteType",
+  "TransfiniteArrangement", "TransfiniteCorners", "RecombineAngle",
+  "Transfinite", "Periodic", "Embedding", "Coherence", "Homology", "FExpr",
+  "FExpr_Single", "VExpr", "VExpr_Single", "RecursiveListOfListOfDouble",
+  "ListOfDouble", "ListOfDoubleOrAll", "FExpr_Multi",
+  "RecursiveListOfDouble", "ColorExpr", "ListOfColor",
   "RecursiveListOfColor", "StringExprVar", "StringExpr", 0
 };
 #endif
@@ -1027,56 +1029,56 @@ static const yytype_uint16 yytoknum[] =
      345,   346,   347,   348,   349,   350,   351,   352,   353,   354,
      355,   356,   357,   358,   359,   360,   361,   362,   363,   364,
      365,   366,   367,   368,   369,   370,   371,   372,   373,   374,
-     375,   376,   377,   378,   379,    63,   380,   381,   382,   383,
-      60,    62,   384,   385,    43,    45,    42,    47,    37,    33,
-     386,   387,   388,    94,    40,    41,    91,    93,    46,    35,
-      44,   123,   125,   126
+     375,   376,   377,   378,   379,   380,    63,   381,   382,   383,
+     384,    60,    62,   385,   386,    43,    45,    42,    47,    37,
+      33,   387,   388,   389,    94,    40,    41,    91,    93,    46,
+      35,    44,   123,   125,   126
 };
 # endif
 
 /* YYR1[YYN] -- Symbol number of symbol that rule YYN derives.  */
 static const yytype_uint8 yyr1[] =
 {
-       0,   154,   155,   155,   156,   156,   157,   157,   157,   157,
-     157,   157,   157,   157,   157,   157,   157,   157,   157,   157,
-     157,   157,   157,   158,   158,   159,   159,   159,   159,   160,
-     160,   160,   161,   161,   161,   161,   161,   161,   162,   162,
-     163,   163,   165,   166,   164,   167,   167,   169,   168,   170,
-     170,   172,   171,   173,   173,   175,   174,   176,   176,   176,
-     176,   176,   177,   177,   178,   178,   178,   178,   178,   178,
-     178,   178,   178,   178,   178,   178,   178,   178,   178,   178,
-     178,   178,   178,   178,   178,   178,   178,   178,   178,   179,
-     179,   180,   180,   181,   181,   182,   183,   182,   182,   182,
-     182,   182,   182,   182,   182,   182,   182,   182,   182,   184,
-     182,   182,   182,   182,   182,   182,   182,   182,   182,   182,
-     182,   185,   182,   182,   182,   182,   186,   182,   187,   187,
-     187,   187,   187,   187,   187,   188,   188,   189,   189,   189,
-     189,   189,   189,   190,   190,   190,   190,   190,   190,   190,
-     190,   191,   191,   191,   191,   191,   192,   193,   193,   193,
-     193,   194,   194,   194,   194,   194,   194,   194,   194,   194,
-     194,   194,   194,   194,   195,   195,   195,   195,   195,   195,
-     195,   195,   195,   195,   196,   196,   196,   197,   196,   198,
-     196,   199,   196,   200,   196,   196,   196,   196,   196,   196,
-     196,   196,   196,   196,   201,   196,   202,   196,   203,   196,
-     204,   196,   205,   196,   206,   196,   207,   196,   208,   196,
-     209,   196,   210,   210,   211,   211,   211,   211,   211,   211,
-     212,   212,   213,   213,   214,   214,   215,   215,   216,   216,
-     216,   216,   216,   216,   217,   217,   218,   218,   218,   218,
-     219,   219,   219,   220,   220,   220,   220,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   222,
+       0,   155,   156,   156,   157,   157,   158,   158,   158,   158,
+     158,   158,   158,   158,   158,   158,   158,   158,   158,   158,
+     158,   158,   158,   159,   159,   160,   160,   160,   160,   161,
+     161,   161,   162,   162,   162,   162,   162,   162,   163,   163,
+     164,   164,   166,   167,   165,   168,   168,   170,   169,   171,
+     171,   173,   172,   174,   174,   176,   175,   177,   177,   177,
+     177,   177,   178,   178,   179,   179,   179,   179,   179,   179,
+     179,   179,   179,   179,   179,   179,   179,   179,   179,   179,
+     179,   179,   179,   179,   179,   179,   179,   179,   179,   180,
+     180,   181,   181,   182,   182,   183,   184,   183,   183,   183,
+     183,   183,   183,   183,   183,   183,   183,   183,   183,   185,
+     183,   183,   183,   183,   183,   183,   183,   183,   183,   183,
+     183,   186,   183,   183,   183,   183,   187,   183,   188,   188,
+     188,   188,   188,   188,   188,   189,   189,   190,   190,   190,
+     190,   190,   190,   191,   191,   191,   191,   191,   191,   191,
+     191,   192,   192,   192,   192,   192,   193,   194,   194,   194,
+     194,   195,   195,   195,   195,   195,   195,   195,   195,   195,
+     195,   195,   195,   195,   195,   196,   196,   196,   196,   196,
+     196,   196,   196,   196,   196,   197,   197,   197,   198,   197,
+     199,   197,   200,   197,   201,   197,   197,   197,   197,   197,
+     197,   197,   197,   197,   197,   202,   197,   203,   197,   204,
+     197,   205,   197,   206,   197,   207,   197,   208,   197,   209,
+     197,   210,   197,   211,   211,   212,   212,   212,   212,   212,
+     212,   213,   213,   214,   214,   215,   215,   216,   216,   217,
+     217,   217,   217,   217,   217,   218,   218,   219,   219,   219,
+     219,   220,   220,   220,   221,   221,   221,   221,   222,   222,
      222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
-     222,   222,   222,   222,   222,   222,   222,   223,   223,   223,
-     223,   223,   224,   224,   224,   224,   225,   225,   226,   226,
-     226,   226,   226,   226,   227,   227,   228,   228,   228,   228,
-     228,   228,   228,   228,   228,   228,   228,   228,   228,   229,
-     229,   229,   229,   230,   230,   230,   230,   231,   231,   232,
-     232,   233,   233,   233,   233,   234,   234,   234,   234,   234,
-     234,   234,   234,   234
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     223,   223,   223,   223,   223,   223,   223,   223,   223,   223,
+     223,   223,   223,   223,   223,   223,   223,   223,   224,   224,
+     224,   224,   224,   225,   225,   225,   225,   226,   226,   227,
+     227,   227,   227,   227,   227,   228,   228,   229,   229,   229,
+     229,   229,   229,   229,   229,   229,   229,   229,   229,   229,
+     230,   230,   230,   230,   231,   231,   231,   231,   232,   232,
+     233,   233,   234,   234,   234,   234,   235,   235,   235,   235,
+     235,   235,   235,   235,   235
 };
 
 /* YYR2[YYN] -- Number of symbols composing right hand side of rule YYN.  */
@@ -1099,29 +1101,29 @@ static const yytype_uint8 yyr2[] =
        6,     6,     6,     8,    14,    16,    12,     8,     8,     6,
       14,     4,     6,     6,     3,     4,     5,     3,     3,     4,
        4,     3,     7,     7,     3,     7,     3,     2,     2,     2,
-      15,     2,     2,     2,     6,     8,     8,    10,     1,     2,
-       1,     3,     4,     1,     5,    11,    13,     0,     7,     0,
-      13,     0,    15,     0,     6,     8,     8,     8,    12,    12,
-      12,    14,    14,    14,     0,    12,     0,    12,     0,    12,
-       0,    16,     0,    16,     0,    16,     0,    18,     0,    18,
-       0,    18,     1,     2,     5,     7,     9,     2,     9,     6,
-       0,     3,     0,     1,     0,     2,     0,     2,     7,     6,
-       8,     5,     5,     6,     6,    12,    10,    10,    10,    10,
-       2,     3,     6,    11,    11,    11,    11,     1,     3,     2,
-       2,     2,     3,     3,     3,     3,     3,     3,     3,     3,
-       3,     3,     3,     3,     3,     3,     5,     4,     4,     4,
-       4,     4,     4,     4,     4,     4,     4,     6,     4,     4,
-       4,     4,     4,     4,     6,     6,     6,     4,     4,     4,
+      15,     2,     2,     2,     2,     6,     8,     8,    10,     1,
+       2,     1,     3,     4,     1,     5,    11,    13,     0,     7,
+       0,    13,     0,    15,     0,     6,     8,     8,     8,    12,
+      12,    12,    14,    14,    14,     0,    12,     0,    12,     0,
+      12,     0,    16,     0,    16,     0,    16,     0,    18,     0,
+      18,     0,    18,     1,     2,     5,     7,     9,     2,     9,
+       6,     0,     3,     0,     1,     0,     2,     0,     2,     7,
+       6,     8,     5,     5,     6,     6,    12,    10,    10,    10,
+      10,     2,     3,     6,    11,    11,    11,    11,     1,     3,
+       2,     2,     2,     3,     3,     3,     3,     3,     3,     3,
+       3,     3,     3,     3,     3,     3,     3,     5,     4,     4,
        4,     4,     4,     4,     4,     4,     4,     4,     6,     4,
-       4,     4,     4,     4,     4,     6,     6,     6,     4,     1,
-       1,     1,     1,     1,     1,     1,     1,     5,     4,     4,
-       2,     5,     3,     6,     4,     7,     6,     1,     2,     2,
-       3,     3,    11,     9,     7,     7,     1,     3,     1,     1,
-       2,     3,     4,     5,     1,     1,     2,     3,     3,     5,
-       4,     2,     2,     2,     2,     1,     1,     3,     6,     1,
-       1,     3,     3,     9,     7,     1,     5,     3,     6,     1,
-       3,     1,     1,     3,     6,     1,     1,     4,     6,     6,
-       4,     4,     4,     6
+       4,     4,     4,     4,     4,     6,     6,     6,     4,     4,
+       4,     4,     4,     4,     4,     4,     4,     4,     4,     6,
+       4,     4,     4,     4,     4,     4,     6,     6,     6,     4,
+       1,     1,     1,     1,     1,     1,     1,     1,     5,     4,
+       4,     2,     5,     3,     6,     4,     7,     6,     1,     2,
+       2,     3,     3,    11,     9,     7,     7,     1,     3,     1,
+       1,     2,     3,     4,     5,     1,     1,     2,     3,     3,
+       5,     4,     2,     2,     2,     2,     1,     1,     3,     6,
+       1,     1,     3,     3,     9,     7,     1,     5,     3,     6,
+       1,     3,     1,     1,     3,     6,     1,     1,     4,     6,
+       6,     4,     4,     4,     6
 };
 
 /* YYDEFACT[STATE-NAME] -- Default rule to reduce with in state
@@ -1134,317 +1136,319 @@ static const yytype_uint16 yydefact[] =
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,   178,     0,   183,     0,
-       0,   180,     0,     0,     0,     0,     0,     0,     0,     0,
-       5,     7,     6,     8,     9,    10,    21,    11,    12,    13,
-      20,    19,    14,    15,    16,    17,    18,    22,   319,   326,
-     385,    57,   320,   321,   322,     0,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,   179,     0,   184,
+       0,     0,   181,     0,     0,     0,     0,     0,     0,     0,
+       0,     5,     7,     6,     8,     9,    10,    21,    11,    12,
+      13,    20,    19,    14,    15,    16,    17,    18,    22,   320,
+     327,   386,    57,   321,   322,   323,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
+       0,   387,     0,     0,     0,     0,   324,   325,   326,    61,
+      60,    59,    58,     0,     0,     0,    63,    62,     0,     0,
+       0,     0,   137,     0,     0,     0,   258,     0,     0,     0,
+       0,   169,     0,   171,   168,   172,   173,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-     386,     0,     0,     0,     0,   323,   324,   325,    61,    60,
-      59,    58,     0,     0,     0,    63,    62,     0,     0,     0,
-       0,   137,     0,     0,     0,   257,     0,     0,     0,     0,
-     169,     0,   171,   168,   172,     0,     0,     0,     0,     0,
+       0,     0,     0,   174,     0,     0,     0,     0,     0,     0,
+      96,   109,   121,   126,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,   338,     0,     0,
+       0,     0,     0,   137,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,   137,     0,   251,     0,     0,     0,     0,
+       0,     0,     0,     0,   376,     0,     0,     0,     0,     0,
+     167,     0,     0,   180,     0,   137,     0,   137,     0,     0,
+       0,     0,     0,     0,     0,     0,   331,    32,   386,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,   173,     0,     0,     0,     0,     0,     0,    96,   109,
-     121,   126,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,   337,     0,     0,     0,     0,
-       0,   137,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,   137,     0,   250,     0,     0,     0,     0,     0,     0,
-       0,     0,   375,     0,     0,     0,     0,     0,   167,     0,
-       0,   179,     0,   137,     0,   137,     0,     0,     0,     0,
-       0,     0,     0,     0,   330,    32,   385,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,     0,     0,   326,   260,
-     259,   261,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,   136,     0,   135,     0,    69,   164,     0,     0,     0,
+     327,   261,   260,   262,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,   136,     0,   135,     0,    69,   164,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,   161,   113,     0,     0,     0,     0,   326,     0,
-       0,     0,     0,     0,   365,   366,   369,   370,     0,     0,
+       0,     0,     0,     0,   161,   113,     0,     0,     0,     0,
+     327,     0,     0,     0,     0,     0,   366,   367,   370,   371,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,   348,     0,   349,     0,     0,     0,     0,   355,
-     354,     0,   234,   234,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,     0,   339,   338,     0,
-       0,     0,     0,   137,   137,     0,     0,     0,     0,     0,
-       0,     0,   193,     0,   137,     0,     0,     0,     0,   236,
-       0,     0,     0,   154,     0,     0,     0,   251,     0,     0,
-       0,     0,   166,     0,     0,     0,     0,     0,   137,     0,
-       0,     0,     0,   181,   157,     0,   158,     0,   382,     0,
-     381,     0,     0,     0,     0,     0,   332,     0,     0,    71,
+       0,     0,     0,     0,   349,     0,   350,     0,     0,     0,
+       0,   356,   355,     0,   235,   235,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,     0,     0,   340,
+     339,     0,     0,     0,     0,   137,   137,     0,     0,     0,
+       0,     0,     0,     0,   194,     0,   137,     0,     0,     0,
+       0,   237,     0,     0,     0,   154,     0,     0,     0,   252,
+       0,     0,     0,     0,   166,     0,     0,     0,     0,     0,
+     137,     0,     0,     0,     0,   182,   157,     0,   158,     0,
+     383,     0,   382,     0,     0,     0,     0,     0,   333,     0,
+       0,    71,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,   259,     0,     0,     0,     0,    57,     0,
+       0,     0,     0,     0,   132,     0,     0,     0,     0,   138,
+      64,     0,   276,   275,   274,   273,   269,   270,   272,   271,
+     264,   263,   265,   266,   267,   268,   114,     0,     0,     0,
+       0,     0,   362,     0,   363,   364,   365,   260,   357,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,   258,     0,     0,     0,     0,    57,     0,     0,     0,
-       0,     0,   132,     0,     0,     0,     0,   138,    64,     0,
-     275,   274,   273,   272,   268,   269,   271,   270,   263,   262,
-     264,   265,   266,   267,   114,     0,     0,     0,     0,     0,
-     361,     0,   362,   363,   364,   259,   356,     0,     0,     0,
+       0,     0,     0,     0,     0,   351,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,   233,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,     0,   100,     0,
+       0,     0,   342,   341,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,   188,     0,     0,     0,     0,     0,     0,
+       0,     0,   155,     0,     0,   151,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,     0,   183,     0,
+     159,   160,     0,     0,     0,     0,     0,     0,     0,   329,
+     335,     0,    42,     0,     0,     0,    55,     0,    33,    34,
+      35,    36,    37,   278,   299,   279,   300,   280,   301,   281,
+     302,   282,   303,   283,   304,   284,   305,   285,   306,   286,
+     307,   298,   319,   287,   308,     0,     0,   289,   310,   290,
+     311,   291,   312,   292,   313,   293,   314,   294,   315,     0,
+       0,     0,     0,     0,     0,   393,     0,     0,   391,   392,
+      82,     0,   388,     0,     0,     0,     0,     0,    57,     0,
+       0,     0,     0,     0,    76,     0,     0,     0,     0,   330,
+       0,     0,     0,     0,     0,    25,    23,     0,     0,     0,
+       0,   368,     0,     0,   359,   265,   358,   372,   373,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,   350,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,   232,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,   100,     0,     0,     0,
-     341,   340,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,   187,     0,     0,     0,     0,     0,     0,     0,     0,
-     155,     0,     0,   151,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,   182,     0,   159,   160,
-       0,     0,     0,     0,     0,     0,     0,   328,   334,     0,
-      42,     0,     0,     0,    55,     0,    33,    34,    35,    36,
-      37,   277,   298,   278,   299,   279,   300,   280,   301,   281,
-     302,   282,   303,   283,   304,   284,   305,   285,   306,   297,
-     318,   286,   307,     0,     0,   288,   309,   289,   310,   290,
-     311,   291,   312,   292,   313,   293,   314,     0,     0,     0,
-       0,     0,     0,   392,     0,     0,   390,   391,    82,     0,
-     387,     0,     0,     0,     0,     0,    57,     0,     0,     0,
-       0,     0,    76,     0,     0,     0,     0,   329,     0,     0,
-       0,     0,     0,    25,    23,     0,     0,     0,     0,   367,
-       0,     0,   358,   264,   357,   371,   372,     0,     0,     0,
+       0,     0,   352,     0,     0,     0,     0,     0,     0,   231,
+     236,   234,     0,   242,     0,     0,    89,    90,     0,     0,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-     351,     0,     0,     0,     0,     0,     0,   230,   235,   233,
-       0,   241,     0,     0,    89,    90,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,     0,     0,   128,   130,
-       0,     0,     0,     0,     0,     0,     0,     0,     0,   222,
-       0,   184,     0,     0,     0,     0,     0,   237,   242,     0,
+     128,   130,     0,     0,     0,     0,     0,     0,     0,     0,
+       0,   223,     0,   185,     0,     0,     0,     0,     0,   238,
+     243,     0,     0,     0,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,     0,   156,     0,     0,     0,     0,     0,
+     384,     0,     0,     0,     0,     0,     0,   332,     0,   328,
+       0,     0,     0,     0,     0,    29,     0,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,     0,     0,   329,    67,
+      68,     0,     0,     0,     0,     0,    70,    72,    74,     0,
+       0,   380,     0,    80,     0,     0,     0,     0,   277,    24,
+       0,     0,     0,     0,     0,   361,     0,     0,    93,    93,
        0,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,     0,   156,     0,     0,     0,     0,     0,   383,     0,
-       0,     0,     0,     0,     0,   331,     0,   327,     0,     0,
-       0,     0,     0,    29,     0,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,   328,    67,    68,     0,
-       0,     0,     0,     0,    70,    72,    74,     0,     0,   379,
-       0,    80,     0,     0,     0,     0,   276,    24,     0,     0,
-       0,     0,     0,   360,     0,     0,    93,    93,     0,     0,
-       0,     0,     0,     0,     0,     0,     0,     0,   352,     0,
-      98,     0,     0,     0,     0,     0,     0,   239,     0,     0,
-       0,     0,     0,     0,     0,     0,   244,     0,     0,     0,
-       0,     0,     0,     0,     0,     0,     0,   227,     0,     0,
-     194,   223,     0,     0,     0,   149,     0,     0,   243,     0,
-     153,   152,   252,     0,    30,    31,     0,     0,     0,   376,
-       0,     0,     0,   174,     0,     0,     0,     0,     0,     0,
-       0,   163,   333,   162,     0,     0,     0,     0,   346,     0,
-     287,   308,   294,   315,   295,   316,   296,   317,   393,   389,
-     336,   388,     0,    57,     0,     0,     0,     0,    65,     0,
-       0,     0,   377,     0,     0,     0,     0,    26,    27,     0,
-       0,    95,     0,   359,     0,     0,     0,     0,     0,    99,
-       0,     0,   116,   117,     0,     0,   101,   124,   353,     0,
-       0,     0,    91,     0,   238,     0,     0,     0,     0,     0,
-       0,     0,     0,     0,   165,     0,     0,     0,     0,   137,
-       0,   204,     0,   206,     0,   208,     0,   348,     0,     0,
-       0,     0,   188,     0,     0,     0,     0,     0,     0,     0,
-       0,   104,   105,     0,     0,     0,     0,    83,     0,     0,
-       0,     0,     0,     0,   335,     0,    38,     0,     0,     0,
-       0,     0,    40,     0,     0,     0,    77,     0,     0,    78,
-       0,   380,   139,   140,   141,   142,     0,     0,   368,     0,
-      94,   102,   103,   107,     0,     0,   118,     0,     0,   240,
-     111,     0,     0,   231,   123,     0,     0,     0,     0,   108,
-       0,   119,   125,     0,     0,     0,     0,   345,     0,   344,
-       0,     0,   195,     0,     0,   196,     0,     0,   197,     0,
-       0,     0,     0,     0,     0,     0,   148,     0,     0,   147,
-       0,     0,   143,     0,     0,     0,     0,   374,     0,   176,
-     175,     0,     0,     0,   384,     0,     0,     0,     0,    43,
-       0,     0,     0,   347,     0,     0,     0,    66,    73,    75,
-       0,    81,     0,    28,     0,     0,     0,     0,     0,     0,
-       0,   112,    97,   110,   122,   127,     0,     0,    87,    88,
-     137,     0,   131,     0,     0,     0,     0,     0,     0,     0,
-     224,     0,     0,   137,     0,     0,     0,     0,   134,   133,
-       0,     0,     0,     0,    84,    85,     0,     0,     0,     0,
-       0,    39,     0,     0,     0,    41,    56,     0,   378,     0,
-     246,   247,   248,   249,   115,     0,     0,     0,     0,     0,
-     343,     0,     0,     0,     0,     0,     0,     0,     0,     0,
-     229,     0,     0,     0,   189,     0,     0,     0,     0,     0,
-     373,   177,     0,     0,     0,     0,     0,     0,     0,     0,
-       0,    79,     0,     0,     0,     0,   129,     0,   210,     0,
-       0,   212,     0,     0,   214,     0,     0,     0,   225,     0,
-     185,     0,   137,     0,     0,     0,   106,    86,   253,   254,
-     255,   256,     0,    47,     0,    53,     0,     0,    92,   120,
-     245,   342,   198,     0,     0,   205,   199,     0,     0,   207,
-     200,     0,     0,   209,     0,     0,     0,   191,     0,   146,
-       0,     0,     0,     0,     0,     0,     0,     0,   216,     0,
-     218,     0,   220,   226,   228,   190,   186,     0,     0,     0,
-       0,    44,     0,    51,     0,     0,     0,   201,     0,     0,
-     202,     0,     0,   203,     0,     0,   150,     0,   144,     0,
-      45,     0,     0,   170,     0,     0,     0,     0,     0,     0,
-     192,     0,     0,     0,     0,     0,   211,     0,   213,     0,
-     215,     0,   145,    46,    48,     0,    49,     0,     0,     0,
-       0,     0,     0,    54,   217,   219,   221,    50,    52
+     353,     0,    98,     0,     0,     0,     0,     0,     0,   240,
+       0,     0,     0,     0,     0,     0,     0,     0,   245,     0,
+       0,     0,     0,     0,     0,     0,     0,     0,     0,   228,
+       0,     0,   195,   224,     0,     0,     0,   149,     0,     0,
+     244,     0,   153,   152,   253,     0,    30,    31,     0,     0,
+       0,   377,     0,     0,     0,   175,     0,     0,     0,     0,
+       0,     0,     0,   163,   334,   162,     0,     0,     0,     0,
+     347,     0,   288,   309,   295,   316,   296,   317,   297,   318,
+     394,   390,   337,   389,     0,    57,     0,     0,     0,     0,
+      65,     0,     0,     0,   378,     0,     0,     0,     0,    26,
+      27,     0,     0,    95,     0,   360,     0,     0,     0,     0,
+       0,    99,     0,     0,   116,   117,     0,     0,   101,   124,
+     354,     0,     0,     0,    91,     0,   239,     0,     0,     0,
+       0,     0,     0,     0,     0,     0,   165,     0,     0,     0,
+       0,   137,     0,   205,     0,   207,     0,   209,     0,   349,
+       0,     0,     0,     0,   189,     0,     0,     0,     0,     0,
+       0,     0,     0,   104,   105,     0,     0,     0,     0,    83,
+       0,     0,     0,     0,     0,     0,   336,     0,    38,     0,
+       0,     0,     0,     0,    40,     0,     0,     0,    77,     0,
+       0,    78,     0,   381,   139,   140,   141,   142,     0,     0,
+     369,     0,    94,   102,   103,   107,     0,     0,   118,     0,
+       0,   241,   111,     0,     0,   232,   123,     0,     0,     0,
+       0,   108,     0,   119,   125,     0,     0,     0,     0,   346,
+       0,   345,     0,     0,   196,     0,     0,   197,     0,     0,
+     198,     0,     0,     0,     0,     0,     0,     0,   148,     0,
+       0,   147,     0,     0,   143,     0,     0,     0,     0,   375,
+       0,   177,   176,     0,     0,     0,   385,     0,     0,     0,
+       0,    43,     0,     0,     0,   348,     0,     0,     0,    66,
+      73,    75,     0,    81,     0,    28,     0,     0,     0,     0,
+       0,     0,     0,   112,    97,   110,   122,   127,     0,     0,
+      87,    88,   137,     0,   131,     0,     0,     0,     0,     0,
+       0,     0,   225,     0,     0,   137,     0,     0,     0,     0,
+     134,   133,     0,     0,     0,     0,    84,    85,     0,     0,
+       0,     0,     0,    39,     0,     0,     0,    41,    56,     0,
+     379,     0,   247,   248,   249,   250,   115,     0,     0,     0,
+       0,     0,   344,     0,     0,     0,     0,     0,     0,     0,
+       0,     0,   230,     0,     0,     0,   190,     0,     0,     0,
+       0,     0,   374,   178,     0,     0,     0,     0,     0,     0,
+       0,     0,     0,    79,     0,     0,     0,     0,   129,     0,
+     211,     0,     0,   213,     0,     0,   215,     0,     0,     0,
+     226,     0,   186,     0,   137,     0,     0,     0,   106,    86,
+     254,   255,   256,   257,     0,    47,     0,    53,     0,     0,
+      92,   120,   246,   343,   199,     0,     0,   206,   200,     0,
+       0,   208,   201,     0,     0,   210,     0,     0,     0,   192,
+       0,   146,     0,     0,     0,     0,     0,     0,     0,     0,
+     217,     0,   219,     0,   221,   227,   229,   191,   187,     0,
+       0,     0,     0,    44,     0,    51,     0,     0,     0,   202,
+       0,     0,   203,     0,     0,   204,     0,     0,   150,     0,
+     144,     0,    45,     0,     0,   170,     0,     0,     0,     0,
+       0,     0,   193,     0,     0,     0,     0,     0,   212,     0,
+     214,     0,   216,     0,   145,    46,    48,     0,    49,     0,
+       0,     0,     0,     0,     0,    54,   218,   220,   222,    50,
+      52
 };
 
 /* YYDEFGOTO[NTERM-NUM].  */
 static const yytype_int16 yydefgoto[] =
 {
-      -1,     2,     3,    70,   725,    71,    72,   448,  1065,  1071,
-     646,   828,  1220,  1369,   647,  1333,  1395,   648,  1371,   649,
-     650,   832,   142,   244,    73,   763,  1102,   996,   517,   375,
-     376,   377,   378,   344,   312,   313,    76,    77,    78,    79,
-      80,    81,   345,   792,  1291,  1347,   599,  1123,  1126,  1129,
-    1313,  1317,  1321,  1358,  1361,  1364,   788,   789,   896,   760,
-     573,   607,    83,    84,    85,    86,    87,   362,   145,   388,
-     195,   957,   958,   371,   364,   564,   224,   716,   860,   439,
-     440
+      -1,     2,     3,    71,   727,    72,    73,   450,  1067,  1073,
+     648,   830,  1222,  1371,   649,  1335,  1397,   650,  1373,   651,
+     652,   834,   143,   246,    74,   765,  1104,   998,   519,   377,
+     378,   379,   380,   346,   314,   315,    77,    78,    79,    80,
+      81,    82,   347,   794,  1293,  1349,   601,  1125,  1128,  1131,
+    1315,  1319,  1323,  1360,  1363,  1366,   790,   791,   898,   762,
+     575,   609,    84,    85,    86,    87,    88,   364,   146,   390,
+     197,   959,   960,   373,   366,   566,   226,   718,   862,   441,
+     442
 };
 
 /* YYPACT[STATE-NUM] -- Index in YYTABLE of the portion describing
    STATE-NUM.  */
-#define YYPACT_NINF -1154
+#define YYPACT_NINF -1149
 static const yytype_int16 yypact[] =
 {
-    3533,    29,    60,  3642, -1154, -1154,  1757,    30,   -25,   -65,
-      26,    85,    95,   118,  -104,    -1,    39,   -59,    50,    68,
-     -61,    84,    93,   117,   145,   274,   141,   279,   287,   136,
-     233,   332,   444,    62,   207,   308,   216,   -22,   -22,   221,
-     457,    38,   324,   327,   357,    14,    40,   358,   376,   406,
-     407,   275,   276,   295,    15,    27, -1154,   296, -1154,   442,
-     317, -1154,   466,   467,    16,    23,   330,   334,   339,   343,
-   -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154,
-   -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154,    22,
-     378,   291, -1154, -1154, -1154,    94,   147,   219,   323,   369,
-     380,   381,   388,   422,   469,   484,   487,   493,   498,   504,
-     519,   555,   584,   596,   606,   607,   346,   404,   423,   430,
-   -1154,   556,   431,   437,   445, -1154, -1154, -1154, -1154, -1154,
-   -1154, -1154,  3353,  3353,  3353, -1154, -1154,  3353,  2948,     5,
-     594,   524,  3353,   617,   990, -1154,   637,   664,  3353,   666,
-   -1154,  3353, -1154, -1154, -1154,  3353,  3279,  3353,  3353,   478,
-    3353,  3279,  3353,  3353,   530,  3279,  3353,  3353,  2192,   533,
-     459, -1154,   547,   551,  1906,  1906,  1906,   554, -1154, -1154,
-   -1154, -1154,   559,   562,   567,  2192,  3353,   714,  2192,   -22,
-     -22,   -22,  3353,  3353,   -62, -1154,   -26,   -22,   580,   581,
-     608,  3136,    67,   -93,   599,   612,  1906,  2192,   623,    35,
-     614, -1154,   777, -1154,   627,   648,   642,   654,   800,  3353,
-    3353,  3353,   677,  3353,   675,   729,  3353,  3353, -1154,  3353,
-     839, -1154,   856, -1154,   861, -1154,    79,    79,    79,    79,
-     687,  3353,   883,   751, -1154, -1154, -1154,   904,  3353,  3353,
-    3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,
-    3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,
-    3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,
-    3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,
-      79,    79,    79,    79,  3353,    79,    79,    79,   689,   771,
-     771,   771,  5908,    45,  3279,  3067,   335,   782,   925,   787,
-     760, -1154,   798,  3717,  1569, -1154, -1154,  3353,  3353,  3353,
-    3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,  3353,
-    3353,  3353, -1154, -1154,  1609,   -45,  4470,  5929,   639,    25,
-     946,   950,   954,  3279, -1154, -1154,  3046, -1154,   605,  5950,
-    5971,  3353,  5992,   616,  6013,  6034,  3353,   620,  6055,  6076,
-    2335,  1576,  3090,   959, -1154,  3353,  3353,  3353,  3353, -1154,
-   -1154,   963,   979,   979,  3353,   843,   845,   846,   847,  3353,
-    3353,  3353,   985,  4390,   848,   991,    72, -1154, -1154,  4496,
-    4522,   -22,   -22,   524,   524,   150,  3353,  3353,  3353,  3136,
-    3136,  3353,  3717,   160, -1154,  3353,  3353,  3353,  3353,   993,
-     994,  3353,   992, -1154,  3353,  3353,  1265, -1154,  3279,  3279,
-    3353,  3353, -1154,  6097,  6118,  6139,   905,  4548, -1154,   852,
-    3129,  6160,  5172, -1154, -1154,  1319, -1154,  1794,   636,   860,
-   -1154,   863,   864,   865,  3353,  5195,   164,  3353,     6, -1154,
-    6181,  5218,  6202,  5241,  6223,  5264,  6244,  5287,  6265,  5310,
-    6286,  5333,  6307,  5356,  6328,  5379,  6349,  5402,  6370,  5425,
-    6391,  5448,  4574,  4600,  6412,  5471,  6433,  5494,  6454,  5517,
-    6475,  5540,  6496,  5563,  6517,  5586,  4626,  4652,  4678,  4704,
-    4730,  4756,   -15,   862,   866,   868,  1683,   870,   869,   871,
-    3353, -1154,  2192,  2192,   641,   331,   291,  3353,  1000,  1011,
-      21,   876, -1154,   -80,   -47,   -31,    -5, -1154, -1154,  3273,
-     742,   809,   723,   723,    96,    96,    96,    96,    73,    73,
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+    2952,  1269,  1123,  1125,  1126,  1128, -1149,   200,  6981,  3354,
+    3354,  2232,  1131,   814,  6981,  1274,  1276,  2657, -1149,  1277,
+    1280, -1149,  1138, -1149, -1149, -1149, -1149, -1149,  1282,  3354,
+   -1149,  3851,   394, -1149, -1149, -1149,  3879,  3907, -1149,  3935,
+    1285, -1149, -1149,  1241,  1287,  6981, -1149,  1288,  1290,  1292,
+    1295, -1149,  1150, -1149, -1149,  4354,  2801,  1298,  1156, -1149,
+    3354, -1149,  1152,   348, -1149,  1158,   375, -1149,  1175,   405,
+   -1149,  1177,  5845,  1300,  2232,  1315,  1183,  3354, -1149,  2808,
+     414, -1149,   492,   570, -1149,  1318,  3963,  1232,  3354, -1149,
+    3354, -1149, -1149,  3279,  2878,  1327, -1149,  2232,  2232,  2232,
+    2232, -1149,  3354,  4979,  5005, -1149,  2232,  3354,  1328, -1149,
+   -1149, -1149,    -2, -1149,  1237, -1149,  5031,  1331,  1333,  1335,
+    1340,  1341,  1199, -1149, -1149, -1149, -1149, -1149,  2232,  3279,
+   -1149, -1149,    16,  3683, -1149,  3135,   156,  3135,   156,  3135,
+     156,  1346, -1149,   818,  2232, -1149,  3991,   196,  3279,   196,
+   -1149, -1149,  3354,  4019,  4047,   822, -1149, -1149,  1229,  1230,
+    1231,  1233,  1235,  6981,  3354,  3354,   825,  6981, -1149,  1368,
+   -1149,  3354, -1149, -1149, -1149, -1149, -1149,  3354,   826,   829,
+    1236,  3354, -1149,  4075,   577,   260,  4103,   587,   424,  4131,
+     608,   429, -1149,  2232,  1374,  1317,  2271,  1238,   617,   833,
+     621,  2912, -1149, -1149,  1382,  1385,  1386,  1387,  1389,  3354,
+    6939,  5057,    31, -1149,  5083,  4159,  1390,  1392, -1149,  4187,
+    1393,  3354,  1394,  1396,  3354,  1397,  1398,  3354,  1399,  1255,
+   -1149,  3354, -1149,   156, -1149,  3279,  1400,  2808, -1149, -1149,
+   -1149, -1149, -1149, -1149,   834, -1149,  3354, -1149,  2232,  3354,
+   -1149, -1149, -1149, -1149, -1149,  1257,  4215, -1149, -1149,  1258,
+    4243, -1149, -1149,  1260,  4271, -1149,  1405,  2945,   470,  2415,
+     838, -1149,   692,   841,  1407,  1262,  6960,   842,  4299,   156,
+    1412,   156,  1413,   156,  1414, -1149, -1149, -1149, -1149,   156,
+    1416,  3279,  1417, -1149,   485, -1149,  1272,  1419,   525, -1149,
+    1278,   528, -1149,  1279,   574, -1149,  1281,   578, -1149,   847,
+   -1149,   851, -1149,  1283,  2232, -1149,  1423,   156,  1426,   156,
+    1428,   156, -1149,  1430,   485,  1431,   485,   854, -1149,   583,
+   -1149,   657, -1149,   693, -1149, -1149, -1149,   855, -1149,  1432,
+    1433,  1434,  1436,   485,  1437, -1149, -1149, -1149, -1149, -1149,
+   -1149
 };
 
 /* YYPGOTO[NTERM-NUM].  */
 static const yytype_int16 yypgoto[] =
 {
-   -1154, -1154, -1154, -1154,   557, -1154, -1154, -1154, -1154,   157,
-   -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154, -1154,
-   -1154, -1154,  -305,    -3, -1154,  -161, -1154,   553,  1428, -1154,
-   -1154, -1154, -1154,     3,  -389,  -199, -1154, -1154, -1154, -1154,
-   -1154, -1154,  1450, -1154, -1154, -1154, -1154, -1154, -1154, -1154,
-   -1154, -1154, -1154, -1154, -1154, -1154,  -730,  -727, -1154, -1154,
-    1084, -1154, -1154, -1154, -1154, -1154, -1154,    -6, -1154,   100,
-   -1154, -1153,   601,  -119,    28,    43,  -695,   477, -1154,  -215,
+   -1149, -1149, -1149, -1149,   573, -1149, -1149, -1149, -1149,   176,
+   -1149, -1149, -1149, -1149, -1149, -1149, -1149, -1149, -1149, -1149,
+   -1149, -1149,  -300,    -3, -1149,  -201, -1149,   579,  1443, -1149,
+   -1149, -1149, -1149,     3,  -391,  -202, -1149, -1149, -1149, -1149,
+   -1149, -1149,  1445, -1149, -1149, -1149, -1149, -1149, -1149, -1149,
+   -1149, -1149, -1149, -1149, -1149, -1149,  -724,  -717, -1149, -1149,
+    1085, -1149, -1149, -1149, -1149, -1149, -1149,    -6, -1149,   100,
+   -1149, -1148,   521,  -114,    28,    43,  -695,   480, -1149,  -215,
        8
 };
 
@@ -1455,1591 +1459,1584 @@ static const yytype_int16 yypgoto[] =
 #define YYTABLE_NINF -5
 static const yytype_int16 yytable[] =
 {
-     144,   507,   402,   143,   592,   593,    75,   815,   723,   306,
-     640,  1224,   416,   850,   146,   164,   988,   159,   209,   222,
-     859,   232,   441,   442,   443,   714,   240,   148,   234,   159,
-     540,   225,   150,  1236,   435,     4,   437,  1305,   784,   412,
-     155,   413,   203,   147,   212,   164,   213,   156,   785,   784,
-     991,   405,   502,   784,   786,   787,   372,   373,   406,   785,
-       5,   921,   923,   785,   155,   786,   787,   135,   136,   786,
-     787,   718,   391,   392,   824,   492,   493,   494,   495,   149,
-     497,   498,   499,   438,   246,   160,   214,   409,   204,   393,
-     165,   152,   161,   641,   642,   643,   644,   160,   205,   247,
-     535,   153,   307,   308,   719,   536,   851,   852,   391,   392,
-     706,   185,   190,   191,   186,   116,   117,   118,   119,   210,
-     720,   120,   192,   920,   154,   394,   299,   300,   301,   193,
-     693,   302,   305,   724,  1042,   694,   314,   194,   196,   167,
-     202,   724,   334,   157,   311,   336,   721,   171,   816,   337,
-     346,   349,   350,  1335,   352,   346,   354,   355,   645,   346,
-     358,   359,   979,   135,   136,   211,   223,   233,   241,   503,
-     242,   226,   715,   168,   235,   243,   541,   151,   391,   392,
-     383,   414,  1306,   158,   347,   174,   389,   390,   175,   347,
-     176,   123,   124,   347,   162,   390,   921,   169,   869,   348,
-     708,   391,   392,   549,   353,   601,   391,   392,   357,   328,
-     329,   330,   163,   423,   424,   425,   331,   427,   404,  1385,
-     430,   431,   587,   432,   128,   129,   130,   131,   166,   623,
-     326,   327,   328,   329,   330,   445,   968,   167,   248,   331,
-     249,   549,   450,   451,   452,   453,   454,   455,   456,   457,
+     145,   404,   224,   144,   594,   595,    76,   817,   509,     5,
+     725,   418,   504,     4,   147,   205,   990,   308,  1226,   642,
+     312,   211,   861,   716,   443,   444,   445,   242,   151,   234,
+     150,   236,   542,   437,   227,   439,   250,  1307,   251,   786,
+    1238,   166,   166,   214,   414,   215,   415,   161,   148,   787,
+     786,   993,   157,   852,   407,   788,   789,   393,   394,   158,
+     787,   408,   206,   374,   375,   149,   788,   789,   393,   394,
+     925,   153,   207,   923,   395,   440,   248,   494,   495,   496,
+     497,   154,   499,   500,   501,   396,   216,    37,    38,    39,
+      40,   330,   331,   332,   411,   252,    45,   253,   333,    48,
+     249,   393,   394,   643,   644,   645,   646,   117,   118,   119,
+     120,   309,   310,   121,   708,   162,   167,   722,   406,   136,
+     137,   155,   163,   212,   922,   161,   826,   301,   302,   303,
+     505,   187,   304,   307,   188,  1044,   726,   316,   196,   198,
+     156,   204,   726,   336,   159,   313,   338,   853,   854,   818,
+     225,   339,   348,   351,   352,   170,   354,   348,   356,   357,
+    1337,   348,   360,   361,   981,   136,   137,   171,   647,   213,
+     243,   717,   244,   172,   152,   228,   235,   245,   237,   543,
+     393,   394,   385,  1308,   124,   125,   349,   416,   391,   392,
+     173,   349,   157,   162,   708,   349,   160,   392,   169,   720,
+     721,   350,   393,   394,   603,   723,   355,   710,   923,   164,
+     359,   393,   394,   136,   137,   425,   426,   427,   589,   429,
+     826,   174,   432,   433,   786,   434,  1387,   596,   625,   129,
+     130,   131,   132,   176,   787,   165,   177,   447,   178,   168,
+     788,   789,  1026,  1027,   452,   453,   454,   455,   456,   457,
      458,   459,   460,   461,   462,   463,   464,   465,   466,   467,
      468,   469,   470,   471,   472,   473,   474,   475,   476,   477,
      478,   479,   480,   481,   482,   483,   484,   485,   486,   487,
-     488,   489,   490,   491,   391,   392,  1081,   177,   496,   386,
-     387,   250,   784,   251,   391,   392,   246,   395,   346,  1159,
-     594,   403,   785,   508,  1160,   135,   136,   547,   786,   787,
-     600,   519,   520,   521,   522,   523,   524,   525,   526,   527,
-     528,   529,   530,   531,   532,   533,   170,   116,   117,   118,
-     119,   172,   347,   120,  1024,  1025,   784,   545,   706,   173,
-     391,   392,   506,   391,   392,   553,   785,   504,   391,   392,
-     558,   187,   786,   787,   545,   346,  1030,   188,  1031,   567,
-     568,   569,   570,   252,  1032,   253,  1033,   189,   575,   391,
-     392,   546,   197,   580,   581,   582,   206,  1280,   178,   207,
-     216,   179,   391,   392,   180,  1034,   181,  1035,   546,   347,
-     595,   596,   597,   299,   300,   598,   311,   311,   909,   602,
-     603,   604,   605,   123,   124,   609,   208,   215,   611,   612,
-     217,   218,   346,   346,   616,   617,   766,   767,   768,   219,
-     220,  1283,   826,   973,   317,   318,   319,   320,   321,   322,
-     323,   324,   325,   326,   327,   565,   329,   330,   636,   221,
-     227,   639,   331,   638,   391,   392,   347,   347,   228,   391,
-     392,  1131,   128,   129,   130,   131,   128,   129,   130,   131,
-     922,   614,   615,   229,  1243,  1135,  1246,   254,  1249,   255,
-     230,   231,   135,   136,   236,  1227,   135,   136,   237,   707,
-     843,   391,   392,   238,   391,   392,   845,   239,   391,   392,
-     290,   590,   591,   182,   702,   784,   183,  1193,   184,   387,
-    1195,   711,   709,   198,  1197,   785,   199,   391,   392,   200,
-     868,   786,   787,   256,   710,   257,   921,   438,   246,   921,
-     391,   392,   921,  1205,   258,   260,   259,   261,   310,   245,
-     346,   727,   262,   702,   263,   731,  1206,   128,   129,   130,
-     131,   732,   733,   735,   972,   974,   391,   392,   291,   116,
-     117,   118,   119,   391,   392,   120,   346,   135,   136,   733,
-     752,  1326,  1207,   294,   347,   757,   264,   292,   265,  1279,
-     764,   764,   764,   764,   293,   295,   734,   736,   346,   726,
-    1286,   296,   776,   777,   765,   765,   765,   765,   780,   297,
-     347,   190,   191,   734,    36,    37,    38,    39,   309,   921,
-     797,   192,   799,    44,   784,   749,    47,  1356,   201,  1359,
-     366,  1362,   347,   266,   785,   267,   811,  1365,   813,   814,
-     786,   787,   351,   315,   817,   123,   124,   773,   268,   921,
-     269,   270,   921,   271,   825,   921,   784,   272,   921,   273,
-    1120,   784,   274,   332,   275,  1387,   785,  1389,   276,  1391,
-     277,   785,   786,   787,   135,   136,   784,   786,   787,   784,
-     921,   824,   921,   278,   921,   279,   785,   834,   835,   785,
-     333,   335,   786,   787,   356,   786,   787,   365,   391,   392,
-     784,   836,   837,   838,   839,   840,   841,   775,   346,  1345,
-     785,   367,  1148,   844,  1282,   368,   786,   787,   374,   280,
-     790,   281,   853,   379,   391,   392,   380,   391,   392,   391,
-     392,   381,   346,   346,   346,   346,   866,   784,   384,   784,
-    1285,  1374,   347,  1293,   346,  1295,  1376,   785,   282,   785,
-     283,   396,   397,   786,   787,   786,   787,   842,   391,   392,
-     284,  1378,   285,   407,  1380,   346,   347,   347,   347,   347,
-     286,   288,   287,   289,  1349,   549,   408,   550,   347,   398,
-     415,   862,   863,   864,   865,  1398,   549,   411,   555,   363,
-     549,   942,   559,   872,  1086,   370,   370,   370,   418,   347,
-     135,   136,   630,   417,   631,   539,   382,   242,   420,   385,
-     141,   549,   243,   705,   889,   549,   549,   750,   803,   419,
-     421,  1238,  1399,   549,  1400,   804,   422,   370,   410,   317,
-     318,   319,   320,   321,   322,   323,   324,   325,   326,   327,
-     328,   329,   330,   955,   956,   426,   428,   331,   871,   429,
-     135,   136,   880,   444,   881,   500,  1149,   242,   549,  1110,
-     888,  1111,   243,   825,   549,   433,   907,   975,   981,   549,
-     982,   983,   980,   322,   323,   324,   325,   326,   327,   328,
-     329,   330,   434,   549,   990,   984,   331,   436,   993,   319,
-     320,   321,   322,   323,   324,   325,   326,   327,   328,   329,
-     330,   913,   914,   915,   549,   331,   985,   446,   317,   318,
+     488,   489,   490,   491,   492,   493,   393,   394,  1083,   537,
+     498,   388,   389,   184,   538,   254,   185,   255,   186,   397,
+     348,   695,  1032,   405,  1033,   510,   696,   169,   549,   129,
+     130,   131,   132,   521,   522,   523,   524,   525,   526,   527,
+     528,   529,   530,   531,   532,   533,   534,   535,   786,   136,
+     137,   192,   193,   175,   349,   871,   709,   970,   787,   547,
+     551,   194,   551,   508,   788,   789,  1161,   555,   195,   506,
+     975,  1162,   560,   393,   394,   189,   547,   348,   393,   394,
+     190,   569,   570,   571,   572,   393,   394,   136,   137,  1034,
+     577,  1035,   179,   548,   602,   582,   583,   584,   768,   769,
+     770,  1036,   200,  1037,   256,   201,   257,   258,   202,   259,
+     548,   349,   597,   598,   599,   301,   302,   600,   313,   313,
+     191,   604,   605,   606,   607,   393,   394,   611,   199,   208,
+     613,   614,   209,  1282,   348,   348,   618,   619,   260,   210,
+     261,   911,   217,   262,   828,   263,   319,   320,   321,   322,
+     323,   324,   325,   326,   327,   328,   329,   567,   331,   332,
+     638,   393,   394,   641,   333,   640,   393,   394,   349,   349,
+     264,   218,   265,  1133,   266,   219,   267,   924,   129,   130,
+     131,   132,  1137,   616,   617,   129,   130,   131,   132,   220,
+     192,   193,  1245,   268,  1248,   269,  1251,  1229,   136,   137,
+     194,   230,   845,   393,   394,   136,   137,   203,   847,   440,
+     248,   221,   786,   592,   593,   222,   704,   786,   270,  1195,
+     271,   389,   787,   713,   711,   223,   229,   787,   788,   789,
+     393,   394,   870,   788,   789,   272,   712,   273,   274,   232,
+     275,   117,   118,   119,   120,   231,  1197,   121,   923,   393,
+     394,   923,   348,   729,   923,   704,   233,   733,   786,   247,
+     393,   394,   238,   734,   735,   737,   239,   240,   787,   393,
+     394,   974,   976,   241,   788,   789,  1199,   276,   348,   277,
+     292,   735,   754,   293,   294,  1207,   349,   759,   278,  1328,
+     279,   295,   766,   766,   766,   766,   296,  1285,   736,   738,
+     348,   728,  1288,   297,   778,   779,   767,   767,   767,   767,
+     782,   298,   349,   786,   299,   736,   786,   311,   124,   125,
+     317,   248,   799,   787,   801,   334,   787,   751,   335,   788,
+     789,   923,   788,   789,   349,  1358,   337,  1361,   813,  1364,
+     815,   816,   280,  1347,   281,  1367,   819,   393,   394,   775,
+     368,   386,   117,   118,   119,   120,   827,   551,   121,   552,
+    1122,   923,   786,  1208,   923,   353,   786,   923,   358,   367,
+     923,   786,   787,  1389,   369,  1391,   787,  1393,   788,   789,
+     398,   787,   788,   789,  1150,   370,   399,   788,   789,   836,
+     837,   282,   923,   283,   923,   284,   923,   285,  1376,   376,
+     286,  1378,   287,   838,   839,   840,   841,   842,   843,   777,
+     348,   365,   288,   944,   289,   846,   381,   372,   372,   372,
+     382,   290,   792,   291,   855,   393,   394,   383,   384,   124,
+     125,   387,   393,   394,   348,   348,   348,   348,   868,   400,
+     409,  1209,   393,   394,   349,   786,   348,  1380,  1281,   372,
+     412,  1382,   551,   410,   557,   787,  1400,   413,  1284,   844,
+     419,   788,   789,   393,   394,   417,   424,   348,   349,   349,
+     349,   349,   393,   394,   422,   420,   393,   394,   421,  1287,
+     349,   786,   423,   864,   865,   866,   867,   551,  1295,   561,
+     318,   787,  1297,   428,   430,   874,  1088,   788,   789,   431,
+     435,   349,   319,   320,   321,   322,   323,   324,   325,   326,
+     327,   328,   329,   330,   331,   332,   891,   436,     7,     8,
+     333,  1240,   632,   551,   633,   707,   882,   446,   883,  1151,
+    1401,   319,   320,   321,   322,   323,   324,   325,   326,   327,
+     328,   329,   330,   331,   332,   957,   958,   393,   394,   333,
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+       0,     0,     0,   333,     0,  1305,   319,   320,   321,   322,
+     323,   324,   325,   326,   327,   328,   329,   330,   331,   332,
+       0,     0,     0,     0,   333,     0,  1355,   319,   320,   321,
+     322,   323,   324,   325,   326,   327,   328,   329,   330,   331,
+     332,     0,     0,     0,     0,   333
 };
 
 static const yytype_int16 yycheck[] =
 {
-       6,   306,   201,     6,   393,   394,     3,     7,     6,     4,
-       4,  1164,   211,     4,     6,    76,     6,    76,     4,     4,
-     715,     5,   237,   238,   239,     4,     4,    52,     5,    76,
-       5,     4,     6,  1186,   233,     6,   235,     6,    67,     4,
-     144,     6,     4,    13,     4,    76,     6,   151,    77,    67,
-       6,   144,     7,    67,    83,    84,   175,   176,   151,    77,
-       0,   788,   792,    77,   144,    83,    84,   141,   142,    83,
-      84,   151,   134,   135,   148,   290,   291,   292,   293,   144,
-     295,   296,   297,     4,     5,   144,    46,   206,    50,   151,
-     151,     6,   151,    87,    88,    89,    90,   144,    60,    91,
-     145,     6,    97,    98,   151,   150,    97,    98,   134,   135,
-       7,    49,   134,   135,    52,    36,    37,    38,    39,   105,
-     151,    42,   144,   152,     6,   151,   132,   133,   134,   151,
-     145,   137,   138,   131,   152,   150,   142,    37,    38,   144,
-      40,   131,   148,   144,   141,   151,   151,     6,   148,   155,
-     156,   157,   158,  1306,   160,   161,   162,   163,   152,   165,
-     166,   167,   857,   141,   142,   151,   151,   151,   146,   124,
-     148,   144,   151,    56,   151,   153,   151,   151,   134,   135,
-     186,   146,   151,   144,   156,    49,   192,   193,    52,   161,
-      54,   112,   113,   165,   144,   201,   923,    52,   145,   156,
-     505,   134,   135,   150,   161,   404,   134,   135,   165,   136,
-     137,   138,   144,   219,   220,   221,   143,   223,   151,  1372,
-     226,   227,   150,   229,   121,   122,   123,   124,   144,   428,
-     134,   135,   136,   137,   138,   241,   145,   144,   144,   143,
-     146,   150,   248,   249,   250,   251,   252,   253,   254,   255,
+       6,   203,     4,     6,   395,   396,     3,     7,   308,     0,
+       6,   213,     7,     6,     6,     4,     6,     4,  1166,     4,
+       4,     4,   717,     4,   239,   240,   241,     4,     6,     5,
+     145,     5,     5,   235,     4,   237,   145,     6,   147,    68,
+    1188,    77,    77,     4,     4,     6,     6,    77,    13,    78,
+      68,     6,   145,     4,   145,    84,    85,   135,   136,   152,
+      78,   152,    51,   177,   178,    53,    84,    85,   135,   136,
+     794,     6,    61,   790,   152,     4,     5,   292,   293,   294,
+     295,     6,   297,   298,   299,   152,    47,    71,    72,    73,
+      74,   137,   138,   139,   208,   145,    80,   147,   144,    83,
+      92,   135,   136,    88,    89,    90,    91,    36,    37,    38,
+      39,    98,    99,    42,     7,   145,   152,   152,   152,   142,
+     143,     6,   152,   106,   153,    77,   149,   133,   134,   135,
+     125,    50,   138,   139,    53,   153,   132,   143,    38,    39,
+       6,    41,   132,   149,   145,   142,   152,    98,    99,   149,
+     152,   157,   158,   159,   160,    57,   162,   163,   164,   165,
+    1308,   167,   168,   169,   859,   142,   143,    53,   153,   152,
+     147,   152,   149,    53,   152,   145,   152,   154,   152,   152,
+     135,   136,   188,   152,   113,   114,   158,   147,   194,   195,
+       6,   163,   145,   145,     7,   167,   145,   203,   145,   152,
+     152,   158,   135,   136,   406,   152,   163,   507,   925,   145,
+     167,   135,   136,   142,   143,   221,   222,   223,   151,   225,
+     149,    53,   228,   229,    68,   231,  1374,   151,   430,   122,
+     123,   124,   125,    50,    78,   145,    53,   243,    55,   145,
+      84,    85,     6,     7,   250,   251,   252,   253,   254,   255,
      256,   257,   258,   259,   260,   261,   262,   263,   264,   265,
      266,   267,   268,   269,   270,   271,   272,   273,   274,   275,
      276,   277,   278,   279,   280,   281,   282,   283,   284,   285,
-     286,   287,   288,   289,   134,   135,   981,    54,   294,   189,
-     190,   144,    67,   146,   134,   135,     5,   197,   304,   145,
-     150,   201,    77,   306,   150,   141,   142,     8,    83,    84,
-     150,   317,   318,   319,   320,   321,   322,   323,   324,   325,
-     326,   327,   328,   329,   330,   331,    52,    36,    37,    38,
-      39,    52,   304,    42,     6,     7,    67,   343,     7,    52,
-     134,   135,     7,   134,   135,   351,    77,   304,   134,   135,
-     356,   144,    83,    84,   360,   361,   150,    49,   152,   365,
-     366,   367,   368,   144,   150,   146,   152,   151,   374,   134,
-     135,   343,   151,   379,   380,   381,    52,   152,    46,    52,
-       4,    49,   134,   135,    52,   150,    54,   152,   360,   361,
-     396,   397,   398,   399,   400,   401,   393,   394,   150,   405,
-     406,   407,   408,   112,   113,   411,    49,    49,   414,   415,
-       4,     4,   418,   419,   420,   421,   577,   578,   579,   144,
-     144,   152,   637,     7,   125,   126,   127,   128,   129,   130,
-     131,   132,   133,   134,   135,   136,   137,   138,   444,   144,
-     144,   447,   143,   446,   134,   135,   418,   419,     6,   134,
-     135,   152,   121,   122,   123,   124,   121,   122,   123,   124,
-     150,   418,   419,   146,  1194,   150,  1196,   144,  1198,   146,
-       4,     4,   141,   142,   144,  1170,   141,   142,   144,   148,
-     695,   134,   135,   144,   134,   135,   701,   144,   134,   135,
-     144,   391,   392,    49,   500,    67,    52,   150,    54,   399,
-     150,   507,   505,    46,   150,    77,    49,   134,   135,    52,
-     725,    83,    84,   144,   506,   146,  1243,     4,     5,  1246,
-     134,   135,  1249,   150,   144,   144,   146,   146,     4,   151,
-     536,   537,   144,   539,   146,   541,   150,   121,   122,   123,
-     124,   547,   548,   549,   849,   850,   134,   135,   144,    36,
-      37,    38,    39,   134,   135,    42,   562,   141,   142,   565,
-     566,  1291,   150,     7,   536,   571,   144,   144,   146,   150,
-     576,   577,   578,   579,   144,   144,   548,   549,   584,   536,
-     152,   144,   588,   589,   576,   577,   578,   579,   594,   144,
-     562,   134,   135,   565,    70,    71,    72,    73,     4,  1326,
-     606,   144,   608,    79,    67,   562,    82,  1337,   151,  1339,
-     151,  1341,   584,   144,    77,   146,   622,  1347,   624,   625,
-      83,    84,   144,     6,   630,   112,   113,   584,   144,  1356,
-     146,   144,  1359,   146,   637,  1362,    67,   144,  1365,   146,
-    1029,    67,   144,     6,   146,  1375,    77,  1377,   144,  1379,
-     146,    77,    83,    84,   141,   142,    67,    83,    84,    67,
-    1387,   148,  1389,   144,  1391,   146,    77,   673,   674,    77,
-       6,     5,    83,    84,   144,    83,    84,   144,   134,   135,
-      67,   687,   688,   689,   690,   691,   692,   587,   694,   152,
-      77,   144,     8,   699,   150,   144,    83,    84,   144,   144,
-     600,   146,   708,   144,   134,   135,   144,   134,   135,   134,
-     135,   144,   718,   719,   720,   721,   722,    67,     4,    67,
-     150,   152,   694,   150,   730,   150,   152,    77,   144,    77,
-     146,   151,   151,    83,    84,    83,    84,   694,   134,   135,
-     144,   152,   146,   144,   152,   751,   718,   719,   720,   721,
-     144,   144,   146,   146,   150,   150,   144,   152,   730,   151,
-     146,   718,   719,   720,   721,   152,   150,   144,   152,   168,
-     150,     8,   152,   730,   989,   174,   175,   176,   151,   751,
-     141,   142,   146,     6,   148,   146,   185,   148,   146,   188,
-     151,   150,   153,   152,   751,   150,   150,   152,   152,   151,
-     146,  1190,   152,   150,   152,   152,     6,   206,   207,   125,
+     286,   287,   288,   289,   290,   291,   135,   136,   983,   146,
+     296,   191,   192,    50,   151,   145,    53,   147,    55,   199,
+     306,   146,   151,   203,   153,   308,   151,   145,     8,   122,
+     123,   124,   125,   319,   320,   321,   322,   323,   324,   325,
+     326,   327,   328,   329,   330,   331,   332,   333,    68,   142,
+     143,   135,   136,    53,   306,   146,   149,   146,    78,   345,
+     151,   145,   151,     7,    84,    85,   146,   353,   152,   306,
+       7,   151,   358,   135,   136,   145,   362,   363,   135,   136,
+      50,   367,   368,   369,   370,   135,   136,   142,   143,   151,
+     376,   153,    55,   345,   151,   381,   382,   383,   579,   580,
+     581,   151,    47,   153,   145,    50,   147,   145,    53,   147,
+     362,   363,   398,   399,   400,   401,   402,   403,   395,   396,
+     152,   407,   408,   409,   410,   135,   136,   413,   152,    53,
+     416,   417,    53,   153,   420,   421,   422,   423,   145,    50,
+     147,   151,    50,   145,   639,   147,   126,   127,   128,   129,
+     130,   131,   132,   133,   134,   135,   136,   137,   138,   139,
+     446,   135,   136,   449,   144,   448,   135,   136,   420,   421,
+     145,     4,   147,   153,   145,     4,   147,   151,   122,   123,
+     124,   125,   151,   420,   421,   122,   123,   124,   125,     4,
+     135,   136,  1196,   145,  1198,   147,  1200,  1172,   142,   143,
+     145,     6,   697,   135,   136,   142,   143,   152,   703,     4,
+       5,   145,    68,   393,   394,   145,   502,    68,   145,   151,
+     147,   401,    78,   509,   507,   145,   145,    78,    84,    85,
+     135,   136,   727,    84,    85,   145,   508,   147,   145,     4,
+     147,    36,    37,    38,    39,   147,   151,    42,  1245,   135,
+     136,  1248,   538,   539,  1251,   541,     4,   543,    68,   152,
+     135,   136,   145,   549,   550,   551,   145,   145,    78,   135,
+     136,   851,   852,   145,    84,    85,   151,   145,   564,   147,
+     145,   567,   568,   145,   145,   151,   538,   573,   145,  1293,
+     147,   145,   578,   579,   580,   581,     7,   153,   550,   551,
+     586,   538,   153,   145,   590,   591,   578,   579,   580,   581,
+     596,   145,   564,    68,   145,   567,    68,     4,   113,   114,
+       6,     5,   608,    78,   610,     6,    78,   564,     6,    84,
+      85,  1328,    84,    85,   586,  1339,     5,  1341,   624,  1343,
+     626,   627,   145,   153,   147,  1349,   632,   135,   136,   586,
+     152,     4,    36,    37,    38,    39,   639,   151,    42,   153,
+    1031,  1358,    68,   151,  1361,   145,    68,  1364,   145,   145,
+    1367,    68,    78,  1377,   145,  1379,    78,  1381,    84,    85,
+     152,    78,    84,    85,     8,   145,   152,    84,    85,   675,
+     676,   145,  1389,   147,  1391,   145,  1393,   147,   153,   145,
+     145,   153,   147,   689,   690,   691,   692,   693,   694,   589,
+     696,   170,   145,     8,   147,   701,   145,   176,   177,   178,
+     145,   145,   602,   147,   710,   135,   136,   145,   187,   113,
+     114,   190,   135,   136,   720,   721,   722,   723,   724,   152,
+     145,   151,   135,   136,   696,    68,   732,   153,   151,   208,
+     209,   153,   151,   145,   153,    78,   153,   145,   151,   696,
+       6,    84,    85,   135,   136,   147,     6,   753,   720,   721,
+     722,   723,   135,   136,   147,   152,   135,   136,   152,   151,
+     732,    68,   147,   720,   721,   722,   723,   151,   151,   153,
+       6,    78,   151,   149,   152,   732,   991,    84,    85,   101,
+       6,   753,   126,   127,   128,   129,   130,   131,   132,   133,
+     134,   135,   136,   137,   138,   139,   753,     6,    12,    13,
+     144,  1192,   147,   151,   149,   153,    53,   147,    55,   153,
+     153,   126,   127,   128,   129,   130,   131,   132,   133,   134,
+     135,   136,   137,   138,   139,   831,   832,   135,   136,   144,
+     730,   146,     4,    47,    48,    49,    50,    51,    52,    53,
+      54,    55,    56,   151,    58,   848,   153,    61,    62,   852,
+      64,    65,    66,   151,   860,   153,    70,   142,   143,   151,
+     144,   153,   147,   151,   149,   153,   872,   152,     6,   154,
+     876,   152,     6,   135,   136,   137,   138,   139,   149,    93,
+      94,    95,   144,   783,   784,   785,   151,   151,   153,   153,
      126,   127,   128,   129,   130,   131,   132,   133,   134,   135,
-     136,   137,   138,   829,   830,   148,   151,   143,   728,   100,
-     141,   142,    52,   146,    54,   146,   152,   148,   150,     4,
-     152,     6,   153,   846,   150,     6,   152,   850,   150,   150,
-     152,   152,   858,   130,   131,   132,   133,   134,   135,   136,
-     137,   138,     6,   150,   870,   152,   143,     6,   874,   127,
-     128,   129,   130,   131,   132,   133,   134,   135,   136,   137,
-     138,   781,   782,   783,   150,   143,   152,     4,   125,   126,
-     127,   128,   129,   130,   131,   132,   133,   134,   135,   136,
-     137,   138,   151,   909,   910,   911,   143,   150,   145,   152,
-       6,   151,   918,   919,   143,   150,   922,   152,   150,   150,
-     152,   152,   150,   929,   152,   150,   150,   152,   152,   150,
-     148,   152,     7,   146,   940,   941,   942,   128,   129,   130,
-     131,   132,   133,   134,   135,   136,   137,   138,   954,   952,
-     152,     5,   143,   959,   150,     5,   152,   929,   150,     5,
-     152,   150,   150,   152,   152,   150,     7,   152,   974,   150,
-       7,   152,   929,   150,   150,   152,   152,   150,   150,   152,
-     152,   973,   150,   150,   152,   152,     7,   144,   994,   144,
-     144,   144,     7,   145,  1000,  1001,     6,     6,     6,  1005,
-       7,     7,    97,   151,  1203,   145,     6,  1013,   145,   145,
-     145,   145,   150,   145,   145,     4,     7,  1023,   100,  1025,
-     150,   150,   922,   147,     7,     7,     7,   100,     7,     7,
-    1036,   100,  1029,  1025,     7,     7,     4,     6,  1044,   148,
-     152,  1047,   152,     6,  1050,     7,     7,     7,   148,     4,
-       7,     7,  1058,     7,     7,   144,   144,   151,     6,     6,
-       6,  1067,  1068,   147,     6,     6,  1058,     7,   146,     6,
-     131,     7,  1044,     7,    54,  1047,    52,     7,     7,     7,
-       7,  1087,     6,   145,     7,   145,   145,   145,     7,     7,
-       7,     6,     4,  1292,     4,   995,   151,     6,     6,   144,
-       7,     7,     7,   502,   503,     6,     6,   151,     6,    52,
-       6,     6,  1118,     4,     6,   125,   126,   127,   128,   129,
-     130,   131,   132,   133,   134,   135,   136,   137,   138,  1135,
-    1030,  1137,  1032,   143,  1034,     4,     4,  1352,   151,   151,
-    1146,     4,  1148,   144,  1044,  1151,  1046,  1047,   151,   151,
-       6,   145,   151,   145,  1160,   148,     7,     6,    60,  1165,
-       6,   151,     6,   151,   151,  1137,     6,  1382,     6,  1384,
-       6,     5,     4,   572,   151,     6,   151,    67,     7,  1151,
-       7,  1187,     7,     7,   583,     7,  1401,  1193,   146,  1195,
-       6,  1197,   151,  1190,  1151,     6,     6,    96,     7,   151,
-    1206,     6,     4,   148,  1210,     6,     6,     6,     6,     6,
-       6,     6,   147,     6,     6,  1187,  1222,  1223,     5,   100,
-       6,     6,     6,  1229,     6,     6,     6,     6,     6,  1235,
-    1187,     6,     6,  1239,  1206,   125,   126,   127,   128,   129,
-     130,   131,   132,   133,   134,   135,   136,   137,   138,  1206,
-       6,     4,     6,   143,   151,     6,   150,   150,     7,     6,
-       6,  1267,   150,   150,   150,   148,     5,    50,     6,     6,
-       6,   151,     6,  1279,     6,     6,  1282,    12,    13,  1285,
-     151,     6,   152,  1289,   151,   151,   151,  1293,     7,  1295,
-     151,     6,    95,  1193,     6,  1195,     6,  1197,  1304,     6,
-       6,  1307,     6,     6,    98,  1205,     6,  1207,   151,     6,
-     152,    46,    47,    48,    49,    50,    51,    52,    53,    54,
-      55,  1293,    57,  1295,   152,    60,    61,     6,    63,    64,
-      65,    12,    13,   152,    69,   152,  1293,   151,  1295,   738,
-     739,     6,   741,  1349,   743,   744,   152,    67,   747,   748,
-       6,     6,     6,     6,     6,     6,     6,    92,    93,    94,
-     151,     6,     6,     6,     6,    46,    47,    48,    49,    50,
-      51,    52,    53,    54,    55,     6,    57,  1349,     6,    60,
-      61,   152,    63,    64,    65,     6,   151,   151,    69,   151,
-       6,     6,  1349,   151,     6,  1295,     6,     6,     6,     6,
-       6,   151,     6,   151,     6,     6,   151,   151,   807,   808,
-     809,    92,    93,    94,     6,     6,     6,   152,   151,     6,
-       6,     3,     4,     6,  1267,     6,   869,     9,    10,    11,
-     877,     3,    14,    15,    16,    17,    18,    19,    20,    21,
-      22,    23,    24,    25,    26,    27,    28,    29,    30,    31,
-      32,    33,    34,     3,   977,    -1,    -1,   373,    -1,    -1,
-      -1,    -1,    -1,    -1,    46,    -1,    -1,    49,    -1,    -1,
-      52,   152,    54,    -1,    -1,    -1,    -1,    -1,    -1,   878,
-      -1,    -1,    -1,    -1,    -1,   884,    -1,    -1,    70,    71,
-      72,    73,    74,   892,   893,   894,    -1,    79,    -1,   898,
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-     135,   136,   137,   138,    -1,    -1,    -1,    -1,   143,    -1,
-     145,   125,   126,   127,   128,   129,   130,   131,   132,   133,
-     134,   135,   136,   137,   138,    -1,    -1,    -1,    -1,   143,
-      -1,   145,   125,   126,   127,   128,   129,   130,   131,   132,
-     133,   134,   135,   136,   137,   138,    -1,    -1,    -1,    -1,
-     143,    -1,   145,   125,   126,   127,   128,   129,   130,   131,
-     132,   133,   134,   135,   136,   137,   138,    -1,    -1,    -1,
-      -1,   143,    -1,   145,   125,   126,   127,   128,   129,   130,
-     131,   132,   133,   134,   135,   136,   137,   138,    -1,    -1,
-      -1,    -1,   143,    -1,   145,   125,   126,   127,   128,   129,
-     130,   131,   132,   133,   134,   135,   136,   137,   138,    -1,
-      -1,    -1,    -1,   143,    -1,   145,   125,   126,   127,   128,
+     136,   137,   138,   139,    -1,    -1,    -1,    -1,   144,    -1,
+     146,   126,   127,   128,   129,   130,   131,   132,   133,   134,
+     135,   136,   137,   138,   139,    -1,    -1,    -1,    -1,   144,
+      -1,   146,   126,   127,   128,   129,   130,   131,   132,   133,
+     134,   135,   136,   137,   138,   139,    -1,    -1,    -1,    -1,
+     144,    -1,   146,   126,   127,   128,   129,   130,   131,   132,
+     133,   134,   135,   136,   137,   138,   139,    -1,    -1,    -1,
+      -1,   144,    -1,   146,   126,   127,   128,   129,   130,   131,
+     132,   133,   134,   135,   136,   137,   138,   139,    -1,    -1,
+      -1,    -1,   144,    -1,   146,   126,   127,   128,   129,   130,
+     131,   132,   133,   134,   135,   136,   137,   138,   139,    -1,
+      -1,    -1,    -1,   144,    -1,   146,   126,   127,   128,   129,
+     130,   131,   132,   133,   134,   135,   136,   137,   138,   139,
+      -1,    -1,    -1,    -1,   144,    -1,   146,   126,   127,   128,
      129,   130,   131,   132,   133,   134,   135,   136,   137,   138,
-      -1,    -1,    -1,    -1,   143
+     139,    -1,    -1,    -1,    -1,   144
 };
 
 /* YYSTOS[STATE-NUM] -- The (internal number of the) accessing
    symbol of state STATE-NUM.  */
 static const yytype_uint8 yystos[] =
 {
-       0,     1,   155,   156,     6,     0,     4,    12,    13,    35,
-      40,    41,    43,    44,    46,    47,    48,    49,    50,    51,
-      52,    53,    54,    55,    57,    58,    59,    60,    61,    62,
-      63,    64,    65,    66,    68,    69,    70,    71,    72,    73,
-      74,    75,    77,    78,    79,    80,    81,    82,    85,    86,
-      91,    92,    93,    94,    97,    99,   101,   102,   103,   104,
-     105,   106,   107,   108,   109,   110,   117,   118,   119,   120,
-     157,   159,   160,   178,   182,   187,   190,   191,   192,   193,
-     194,   195,   196,   216,   217,   218,   219,   220,     3,     4,
-       5,     7,     9,    10,    11,    14,    15,    16,    17,    18,
-      19,    20,    21,    22,    23,    24,    25,    26,    27,    28,
-      29,    30,    31,    32,    33,    34,    36,    37,    38,    39,
-      42,   105,   111,   112,   113,   114,   115,   116,   121,   122,
-     123,   124,   134,   135,   139,   141,   142,   144,   146,   148,
-     149,   151,   176,   177,   221,   222,   234,    13,    52,   144,
-       6,   151,     6,     6,     6,   144,   151,   144,   144,    76,
-     144,   151,   144,   144,    76,   151,   144,   144,    56,    52,
-      52,     6,    52,    52,    49,    52,    54,    54,    46,    49,
-      52,    54,    49,    52,    54,    49,    52,   144,    49,   151,
-     134,   135,   144,   151,   223,   224,   223,   151,    46,    49,
-      52,   151,   223,     4,    50,    60,    52,    52,    49,     4,
-     105,   151,     4,     6,    46,    49,     4,     4,     4,   144,
-     144,   144,     4,   151,   230,     4,   144,   144,     6,   146,
-       4,     4,     5,   151,     5,   151,   144,   144,   144,   144,
-       4,   146,   148,   153,   177,   151,     5,   234,   144,   146,
-     144,   146,   144,   146,   144,   146,   144,   146,   144,   146,
-     144,   146,   144,   146,   144,   146,   144,   146,   144,   146,
-     144,   146,   144,   146,   144,   146,   144,   146,   144,   146,
-     144,   146,   144,   146,   144,   146,   144,   146,   144,   146,
-     144,   144,   144,   144,     7,   144,   144,   144,     4,   221,
-     221,   221,   221,   147,   151,   221,     4,    97,    98,     4,
-       4,   187,   188,   189,   221,     6,     6,   125,   126,   127,
-     128,   129,   130,   131,   132,   133,   134,   135,   136,   137,
-     138,   143,     6,     6,   221,     5,   221,   221,     4,    46,
-      49,    52,    54,   135,   187,   196,   221,   228,   229,   221,
-     221,   144,   221,   229,   221,   221,   144,   229,   221,   221,
-     135,   151,   221,   226,   228,   144,   151,   144,   144,     5,
-     226,   227,   227,   227,   144,   183,   184,   185,   186,   144,
-     144,   144,   226,   221,     4,   226,   223,   223,   223,   221,
-     221,   134,   135,   151,   151,   223,   151,   151,   151,   134,
-     135,   144,   189,   223,   151,   144,   151,   144,   144,   227,
-     226,   144,     4,     6,   146,   146,   189,     6,   151,   151,
-     146,   146,     6,   221,   221,   221,   148,   221,   151,   100,
-     221,   221,   221,     6,     6,   189,     6,   189,     4,   233,
-     234,   233,   233,   233,   146,   221,     4,   151,   161,     6,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   233,   233,   233,   233,   221,   233,   233,   233,
-     146,   145,     7,   124,   229,   147,     7,   176,   177,   148,
-       7,   146,   152,    46,    49,    52,    54,   182,     6,   221,
-     221,   221,   221,   221,   221,   221,   221,   221,   221,   221,
-     221,   221,   221,   221,     6,   145,   150,   150,   145,   146,
-       5,   151,     5,     5,     5,   221,   228,     8,   136,   150,
-     152,   145,   145,   221,   145,   152,   145,   145,   221,   152,
-     145,   145,   151,   152,   229,   136,     7,   221,   221,   221,
-     221,     7,     7,   214,   214,   221,   144,   144,   144,   144,
-     221,   221,   221,     7,   151,   145,     6,   150,   150,   150,
-     223,   223,   188,   188,   150,   221,   221,   221,   221,   200,
-     150,   189,   221,   221,   221,   221,     7,   215,     7,   221,
-       6,   221,   221,   152,   229,   229,   221,   221,   145,   145,
-     145,    97,   150,   189,   151,     8,   145,   147,   152,   152,
-     146,   148,   145,   145,   145,   145,   221,   147,   177,   221,
-       4,    87,    88,    89,    90,   152,   164,   168,   171,   173,
-     174,   145,   147,   145,   147,   145,   147,   145,   147,   145,
-     147,   145,   147,   145,   147,   145,   147,   145,   147,   145,
-     147,   145,   147,   150,   150,   145,   147,   145,   147,   145,
-     147,   145,   147,   145,   147,   145,   147,   150,   150,   150,
-     150,   150,   150,   145,   150,   150,   145,   145,     6,   150,
-     145,   150,   221,   226,   226,   152,     7,   148,   176,   177,
-     234,   221,     6,     4,     4,   151,   231,   147,   151,   151,
-     151,   151,     8,     6,   131,   158,   229,   221,     7,   147,
-     151,   221,   221,   221,   228,   221,   228,   100,     7,     7,
-     145,     7,   100,     7,     7,   145,   100,     7,     7,   229,
-     152,   151,   221,   145,   152,   145,   145,   221,   226,     4,
-     213,     6,   145,   179,   221,   234,   179,   179,   179,   145,
-     145,   145,   226,   229,   148,   223,   221,   221,   152,   152,
-     221,   150,   150,   150,    67,    77,    83,    84,   210,   211,
-     223,   152,   197,   145,   152,   145,   145,   221,     6,   221,
-     145,   147,   147,   152,   152,   147,   147,     7,     7,     7,
-     148,   221,   152,   221,   221,     7,   148,   221,     4,     7,
-       7,     7,     7,   147,   148,   177,   233,   152,   165,   144,
-     144,   151,   175,     6,   221,   221,   221,   221,   221,   221,
-     221,   221,   229,   233,   221,   233,   147,     6,     6,   147,
-       4,    97,    98,   221,     6,     6,     6,     7,   146,   230,
-     232,     6,   229,   229,   229,   229,   221,   131,   233,   145,
-     150,   223,   229,   152,     8,    52,   226,   226,     7,   226,
-      52,    54,   226,   226,     7,    54,   226,   226,   152,   229,
-       6,     7,     7,     7,     7,    67,   212,     6,     7,   145,
-     145,   145,   145,     7,     7,     7,     6,   152,     4,   150,
-     150,   150,   152,   223,   223,   223,     4,     6,   151,   144,
-     152,   211,   150,   210,     7,     6,     7,     7,     6,   151,
-       6,     6,     6,    52,     6,     6,   226,   226,   226,     4,
-     150,     8,     8,   145,     4,     4,   147,   151,   151,   151,
-     151,     6,     4,     6,   144,   221,   221,   225,   226,   151,
-     145,   147,   145,   147,   145,   147,   145,   147,   145,   145,
-     145,   145,   176,     7,   176,   177,   148,     7,     6,   230,
-     221,   150,   152,   152,   152,   152,   152,     6,     6,   158,
-     221,     6,   152,   221,   151,    60,   181,   181,   226,     6,
-     151,   151,     6,     6,   226,   151,     6,     6,   152,     5,
-     226,   226,   226,     4,     6,   226,     7,     7,     7,     7,
-     226,   226,   226,     7,     6,     7,   221,   221,   221,   151,
-     150,   152,   150,   152,   150,   152,   146,   221,   226,   221,
-     221,   223,   152,     5,   151,   226,   151,   151,   226,   229,
-     151,     6,     6,    96,   221,   221,   221,     6,     7,   148,
-     226,   226,   226,   226,   177,   162,   221,   150,   150,   150,
-     152,   163,   221,   226,   234,   221,     6,     4,   231,     6,
-     147,   230,     6,     6,     6,     6,   233,   150,   147,   221,
-     223,     6,     6,     6,   221,   221,     6,   221,     5,     6,
-       6,   100,   180,   221,     6,   226,   226,   226,   226,     6,
-       4,     6,     6,   221,   221,   234,   152,   145,   150,   152,
-     188,   223,     6,   201,   223,     6,   202,   223,     6,   203,
-     221,   152,   150,   145,   152,   150,     6,   135,   223,     6,
-     223,   223,     6,   152,   221,   226,   150,   152,     8,   152,
-     145,   151,   221,   234,     4,   150,   150,   150,   150,   145,
-     150,   221,   221,   226,   151,   150,   152,     6,     6,     6,
-       7,     6,   148,     6,   221,   152,   152,   152,   152,     5,
-      50,     6,     6,     6,     6,     6,   151,   151,     6,     6,
-     151,   221,   152,   150,   151,   150,   151,   150,   151,   147,
-       6,   226,     7,   151,   221,   150,   150,   150,     6,   152,
-      95,   221,   221,   229,     6,     6,   226,   226,   226,   226,
-     166,   221,   150,   150,   225,   221,     6,   230,    98,   150,
-       6,     6,     6,     6,     6,   151,   225,   229,   188,   150,
-     152,   221,   223,   210,   221,   223,   210,   221,   223,   210,
-       6,   150,   152,   226,   189,   152,   223,   229,   223,   221,
-     152,   152,   152,   152,   152,   152,   152,   151,   221,   221,
-     152,     6,   221,   221,   152,   152,   152,   221,   152,   150,
-     152,   152,   150,   152,   152,   150,   152,   226,     6,    67,
-     152,   198,   151,   150,   152,   150,     6,     6,     6,     6,
-       6,     6,   163,   145,   150,     6,   151,   150,   152,     6,
-       6,   152,     6,   204,   221,     6,     6,   205,   221,     6,
-       6,   206,   221,     6,   152,   221,   210,   189,   229,     6,
-     223,   229,   152,   169,   221,   225,   221,   151,   152,   151,
-     152,   151,   152,     6,     6,   152,   152,   199,   152,   150,
-     152,     6,   151,   145,   152,   152,   210,     6,   207,   210,
-       6,   208,   210,     6,   209,   210,     6,   229,     6,   167,
-     233,   172,   151,     6,   152,   151,   152,   151,   152,   151,
-     152,   152,   150,   152,   151,   225,     6,   210,     6,   210,
-       6,   210,     6,   233,     6,   170,   233,   152,   152,   152,
-     152,   150,   152,     6,     6,     6,     6,   233,     6
+       0,     1,   156,   157,     6,     0,     4,    12,    13,    35,
+      40,    41,    43,    44,    45,    47,    48,    49,    50,    51,
+      52,    53,    54,    55,    56,    58,    59,    60,    61,    62,
+      63,    64,    65,    66,    67,    69,    70,    71,    72,    73,
+      74,    75,    76,    78,    79,    80,    81,    82,    83,    86,
+      87,    92,    93,    94,    95,    98,   100,   102,   103,   104,
+     105,   106,   107,   108,   109,   110,   111,   118,   119,   120,
+     121,   158,   160,   161,   179,   183,   188,   191,   192,   193,
+     194,   195,   196,   197,   217,   218,   219,   220,   221,     3,
+       4,     5,     7,     9,    10,    11,    14,    15,    16,    17,
+      18,    19,    20,    21,    22,    23,    24,    25,    26,    27,
+      28,    29,    30,    31,    32,    33,    34,    36,    37,    38,
+      39,    42,   106,   112,   113,   114,   115,   116,   117,   122,
+     123,   124,   125,   135,   136,   140,   142,   143,   145,   147,
+     149,   150,   152,   177,   178,   222,   223,   235,    13,    53,
+     145,     6,   152,     6,     6,     6,     6,   145,   152,   145,
+     145,    77,   145,   152,   145,   145,    77,   152,   145,   145,
+      57,    53,    53,     6,    53,    53,    50,    53,    55,    55,
+      47,    50,    53,    55,    50,    53,    55,    50,    53,   145,
+      50,   152,   135,   136,   145,   152,   224,   225,   224,   152,
+      47,    50,    53,   152,   224,     4,    51,    61,    53,    53,
+      50,     4,   106,   152,     4,     6,    47,    50,     4,     4,
+       4,   145,   145,   145,     4,   152,   231,     4,   145,   145,
+       6,   147,     4,     4,     5,   152,     5,   152,   145,   145,
+     145,   145,     4,   147,   149,   154,   178,   152,     5,   235,
+     145,   147,   145,   147,   145,   147,   145,   147,   145,   147,
+     145,   147,   145,   147,   145,   147,   145,   147,   145,   147,
+     145,   147,   145,   147,   145,   147,   145,   147,   145,   147,
+     145,   147,   145,   147,   145,   147,   145,   147,   145,   147,
+     145,   147,   145,   145,   145,   145,     7,   145,   145,   145,
+       4,   222,   222,   222,   222,   148,   152,   222,     4,    98,
+      99,     4,     4,   188,   189,   190,   222,     6,     6,   126,
+     127,   128,   129,   130,   131,   132,   133,   134,   135,   136,
+     137,   138,   139,   144,     6,     6,   222,     5,   222,   222,
+       4,    47,    50,    53,    55,   136,   188,   197,   222,   229,
+     230,   222,   222,   145,   222,   230,   222,   222,   145,   230,
+     222,   222,   136,   152,   222,   227,   229,   145,   152,   145,
+     145,     5,   227,   228,   228,   228,   145,   184,   185,   186,
+     187,   145,   145,   145,   227,   222,     4,   227,   224,   224,
+     224,   222,   222,   135,   136,   152,   152,   224,   152,   152,
+     152,   135,   136,   145,   190,   224,   152,   145,   152,   145,
+     145,   228,   227,   145,     4,     6,   147,   147,   190,     6,
+     152,   152,   147,   147,     6,   222,   222,   222,   149,   222,
+     152,   101,   222,   222,   222,     6,     6,   190,     6,   190,
+       4,   234,   235,   234,   234,   234,   147,   222,     4,   152,
+     162,     6,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   234,   234,   234,   234,   222,   234,
+     234,   234,   147,   146,     7,   125,   230,   148,     7,   177,
+     178,   149,     7,   147,   153,    47,    50,    53,    55,   183,
+       6,   222,   222,   222,   222,   222,   222,   222,   222,   222,
+     222,   222,   222,   222,   222,   222,     6,   146,   151,   151,
+     146,   147,     5,   152,     5,     5,     5,   222,   229,     8,
+     137,   151,   153,   146,   146,   222,   146,   153,   146,   146,
+     222,   153,   146,   146,   152,   153,   230,   137,     7,   222,
+     222,   222,   222,     7,     7,   215,   215,   222,   145,   145,
+     145,   145,   222,   222,   222,     7,   152,   146,     6,   151,
+     151,   151,   224,   224,   189,   189,   151,   222,   222,   222,
+     222,   201,   151,   190,   222,   222,   222,   222,     7,   216,
+       7,   222,     6,   222,   222,   153,   230,   230,   222,   222,
+     146,   146,   146,    98,   151,   190,   152,     8,   146,   148,
+     153,   153,   147,   149,   146,   146,   146,   146,   222,   148,
+     178,   222,     4,    88,    89,    90,    91,   153,   165,   169,
+     172,   174,   175,   146,   148,   146,   148,   146,   148,   146,
+     148,   146,   148,   146,   148,   146,   148,   146,   148,   146,
+     148,   146,   148,   146,   148,   151,   151,   146,   148,   146,
+     148,   146,   148,   146,   148,   146,   148,   146,   148,   151,
+     151,   151,   151,   151,   151,   146,   151,   151,   146,   146,
+       6,   151,   146,   151,   222,   227,   227,   153,     7,   149,
+     177,   178,   235,   222,     6,     4,     4,   152,   232,   148,
+     152,   152,   152,   152,     8,     6,   132,   159,   230,   222,
+       7,   148,   152,   222,   222,   222,   229,   222,   229,   101,
+       7,     7,   146,     7,   101,     7,     7,   146,   101,     7,
+       7,   230,   153,   152,   222,   146,   153,   146,   146,   222,
+     227,     4,   214,     6,   146,   180,   222,   235,   180,   180,
+     180,   146,   146,   146,   227,   230,   149,   224,   222,   222,
+     153,   153,   222,   151,   151,   151,    68,    78,    84,    85,
+     211,   212,   224,   153,   198,   146,   153,   146,   146,   222,
+       6,   222,   146,   148,   148,   153,   153,   148,   148,     7,
+       7,     7,   149,   222,   153,   222,   222,     7,   149,   222,
+       4,     7,     7,     7,     7,   148,   149,   178,   234,   153,
+     166,   145,   145,   152,   176,     6,   222,   222,   222,   222,
+     222,   222,   222,   222,   230,   234,   222,   234,   148,     6,
+       6,   148,     4,    98,    99,   222,     6,     6,     6,     7,
+     147,   231,   233,     6,   230,   230,   230,   230,   222,   132,
+     234,   146,   151,   224,   230,   153,     8,    53,   227,   227,
+       7,   227,    53,    55,   227,   227,     7,    55,   227,   227,
+     153,   230,     6,     7,     7,     7,     7,    68,   213,     6,
+       7,   146,   146,   146,   146,     7,     7,     7,     6,   153,
+       4,   151,   151,   151,   153,   224,   224,   224,     4,     6,
+     152,   145,   153,   212,   151,   211,     7,     6,     7,     7,
+       6,   152,     6,     6,     6,    53,     6,     6,   227,   227,
+     227,     4,   151,     8,     8,   146,     4,     4,   148,   152,
+     152,   152,   152,     6,     4,     6,   145,   222,   222,   226,
+     227,   152,   146,   148,   146,   148,   146,   148,   146,   148,
+     146,   146,   146,   146,   177,     7,   177,   178,   149,     7,
+       6,   231,   222,   151,   153,   153,   153,   153,   153,     6,
+       6,   159,   222,     6,   153,   222,   152,    61,   182,   182,
+     227,     6,   152,   152,     6,     6,   227,   152,     6,     6,
+     153,     5,   227,   227,   227,     4,     6,   227,     7,     7,
+       7,     7,   227,   227,   227,     7,     6,     7,   222,   222,
+     222,   152,   151,   153,   151,   153,   151,   153,   147,   222,
+     227,   222,   222,   224,   153,     5,   152,   227,   152,   152,
+     227,   230,   152,     6,     6,    97,   222,   222,   222,     6,
+       7,   149,   227,   227,   227,   227,   178,   163,   222,   151,
+     151,   151,   153,   164,   222,   227,   235,   222,     6,     4,
+     232,     6,   148,   231,     6,     6,     6,     6,   234,   151,
+     148,   222,   224,     6,     6,     6,   222,   222,     6,   222,
+       5,     6,     6,   101,   181,   222,     6,   227,   227,   227,
+     227,     6,     4,     6,     6,   222,   222,   235,   153,   146,
+     151,   153,   189,   224,     6,   202,   224,     6,   203,   224,
+       6,   204,   222,   153,   151,   146,   153,   151,     6,   136,
+     224,     6,   224,   224,     6,   153,   222,   227,   151,   153,
+       8,   153,   146,   152,   222,   235,     4,   151,   151,   151,
+     151,   146,   151,   222,   222,   227,   152,   151,   153,     6,
+       6,     6,     7,     6,   149,     6,   222,   153,   153,   153,
+     153,     5,    51,     6,     6,     6,     6,     6,   152,   152,
+       6,     6,   152,   222,   153,   151,   152,   151,   152,   151,
+     152,   148,     6,   227,     7,   152,   222,   151,   151,   151,
+       6,   153,    96,   222,   222,   230,     6,     6,   227,   227,
+     227,   227,   167,   222,   151,   151,   226,   222,     6,   231,
+      99,   151,     6,     6,     6,     6,     6,   152,   226,   230,
+     189,   151,   153,   222,   224,   211,   222,   224,   211,   222,
+     224,   211,     6,   151,   153,   227,   190,   153,   224,   230,
+     224,   222,   153,   153,   153,   153,   153,   153,   153,   152,
+     222,   222,   153,     6,   222,   222,   153,   153,   153,   222,
+     153,   151,   153,   153,   151,   153,   153,   151,   153,   227,
+       6,    68,   153,   199,   152,   151,   153,   151,     6,     6,
+       6,     6,     6,     6,   164,   146,   151,     6,   152,   151,
+     153,     6,     6,   153,     6,   205,   222,     6,     6,   206,
+     222,     6,     6,   207,   222,     6,   153,   222,   211,   190,
+     230,     6,   224,   230,   153,   170,   222,   226,   222,   152,
+     153,   152,   153,   152,   153,     6,     6,   153,   153,   200,
+     153,   151,   153,     6,   152,   146,   153,   153,   211,     6,
+     208,   211,     6,   209,   211,     6,   210,   211,     6,   230,
+       6,   168,   234,   173,   152,     6,   153,   152,   153,   152,
+     153,   152,   153,   153,   151,   153,   152,   226,     6,   211,
+       6,   211,     6,   211,     6,   234,     6,   171,   234,   153,
+     153,   153,   153,   151,   153,     6,     6,     6,     6,   234,
+       6
 };
 
 #define yyerrok		(yyerrstatus = 0)
@@ -6803,16 +6800,25 @@ yyreduce:
 
 /* Line 1464 of yacc.c  */
 #line 2417 "Gmsh.y"
+    {
+      GModel::current()->createTopologyFromMesh(1);
+    ;}
+    break;
+
+  case 174:
+
+/* Line 1464 of yacc.c  */
+#line 2421 "Gmsh.y"
     {
       GModel::current()->importGEOInternals();
       GModel::current()->refineMesh(CTX::instance()->mesh.secondOrderLinear);
     ;}
     break;
 
-  case 174:
+  case 175:
 
 /* Line 1464 of yacc.c  */
-#line 2427 "Gmsh.y"
+#line 2431 "Gmsh.y"
     {
       LoopControlVariablesTab[ImbricatedLoop][0] = (yyvsp[(3) - (6)].d);
       LoopControlVariablesTab[ImbricatedLoop][1] = (yyvsp[(5) - (6)].d);
@@ -6831,10 +6837,10 @@ yyreduce:
     ;}
     break;
 
-  case 175:
+  case 176:
 
 /* Line 1464 of yacc.c  */
-#line 2444 "Gmsh.y"
+#line 2448 "Gmsh.y"
     {
       LoopControlVariablesTab[ImbricatedLoop][0] = (yyvsp[(3) - (8)].d);
       LoopControlVariablesTab[ImbricatedLoop][1] = (yyvsp[(5) - (8)].d);
@@ -6853,10 +6859,10 @@ yyreduce:
     ;}
     break;
 
-  case 176:
+  case 177:
 
 /* Line 1464 of yacc.c  */
-#line 2461 "Gmsh.y"
+#line 2465 "Gmsh.y"
     {
       LoopControlVariablesTab[ImbricatedLoop][0] = (yyvsp[(5) - (8)].d);
       LoopControlVariablesTab[ImbricatedLoop][1] = (yyvsp[(7) - (8)].d);
@@ -6877,10 +6883,10 @@ yyreduce:
     ;}
     break;
 
-  case 177:
+  case 178:
 
 /* Line 1464 of yacc.c  */
-#line 2480 "Gmsh.y"
+#line 2484 "Gmsh.y"
     {
       LoopControlVariablesTab[ImbricatedLoop][0] = (yyvsp[(5) - (10)].d);
       LoopControlVariablesTab[ImbricatedLoop][1] = (yyvsp[(7) - (10)].d);
@@ -6901,10 +6907,10 @@ yyreduce:
     ;}
     break;
 
-  case 178:
+  case 179:
 
 /* Line 1464 of yacc.c  */
-#line 2499 "Gmsh.y"
+#line 2503 "Gmsh.y"
     {
       if(ImbricatedLoop <= 0){
 	yymsg(0, "Invalid For/EndFor loop");
@@ -6936,10 +6942,10 @@ yyreduce:
     ;}
     break;
 
-  case 179:
+  case 180:
 
 /* Line 1464 of yacc.c  */
-#line 2529 "Gmsh.y"
+#line 2533 "Gmsh.y"
     {
       if(!FunctionManager::Instance()->createFunction
          ((yyvsp[(2) - (2)].c), gmsh_yyin, gmsh_yyname, gmsh_yylineno))
@@ -6949,10 +6955,10 @@ yyreduce:
     ;}
     break;
 
-  case 180:
+  case 181:
 
 /* Line 1464 of yacc.c  */
-#line 2537 "Gmsh.y"
+#line 2541 "Gmsh.y"
     {
       if(!FunctionManager::Instance()->leaveFunction
          (&gmsh_yyin, gmsh_yyname, gmsh_yylineno))
@@ -6960,10 +6966,10 @@ yyreduce:
     ;}
     break;
 
-  case 181:
+  case 182:
 
 /* Line 1464 of yacc.c  */
-#line 2543 "Gmsh.y"
+#line 2547 "Gmsh.y"
     {
       if(!FunctionManager::Instance()->enterFunction
          ((yyvsp[(2) - (3)].c), &gmsh_yyin, gmsh_yyname, gmsh_yylineno))
@@ -6972,27 +6978,27 @@ yyreduce:
     ;}
     break;
 
-  case 182:
+  case 183:
 
 /* Line 1464 of yacc.c  */
-#line 2550 "Gmsh.y"
+#line 2554 "Gmsh.y"
     {
       if(!(yyvsp[(3) - (4)].d)) skip_until("If", "EndIf");
     ;}
     break;
 
-  case 183:
+  case 184:
 
 /* Line 1464 of yacc.c  */
-#line 2554 "Gmsh.y"
+#line 2558 "Gmsh.y"
     {
     ;}
     break;
 
-  case 184:
+  case 185:
 
 /* Line 1464 of yacc.c  */
-#line 2563 "Gmsh.y"
+#line 2567 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(TRANSLATE, (yyvsp[(4) - (5)].l), 
@@ -7002,10 +7008,10 @@ yyreduce:
     ;}
     break;
 
-  case 185:
+  case 186:
 
 /* Line 1464 of yacc.c  */
-#line 2571 "Gmsh.y"
+#line 2575 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(ROTATE, (yyvsp[(10) - (11)].l), 
@@ -7015,10 +7021,10 @@ yyreduce:
     ;}
     break;
 
-  case 186:
+  case 187:
 
 /* Line 1464 of yacc.c  */
-#line 2579 "Gmsh.y"
+#line 2583 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(TRANSLATE_ROTATE, (yyvsp[(12) - (13)].l), 
@@ -7028,19 +7034,19 @@ yyreduce:
     ;}
     break;
 
-  case 187:
+  case 188:
 
 /* Line 1464 of yacc.c  */
-#line 2587 "Gmsh.y"
+#line 2591 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 188:
+  case 189:
 
 /* Line 1464 of yacc.c  */
-#line 2591 "Gmsh.y"
+#line 2595 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(TRANSLATE, (yyvsp[(4) - (7)].l), 
@@ -7050,19 +7056,19 @@ yyreduce:
     ;}
     break;
 
-  case 189:
+  case 190:
 
 /* Line 1464 of yacc.c  */
-#line 2599 "Gmsh.y"
+#line 2603 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 190:
+  case 191:
 
 /* Line 1464 of yacc.c  */
-#line 2603 "Gmsh.y"
+#line 2607 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(ROTATE, (yyvsp[(10) - (13)].l), 
@@ -7072,19 +7078,19 @@ yyreduce:
     ;}
     break;
 
-  case 191:
+  case 192:
 
 /* Line 1464 of yacc.c  */
-#line 2611 "Gmsh.y"
+#line 2615 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 192:
+  case 193:
 
 /* Line 1464 of yacc.c  */
-#line 2615 "Gmsh.y"
+#line 2619 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(TRANSLATE_ROTATE, (yyvsp[(12) - (15)].l), 
@@ -7094,19 +7100,19 @@ yyreduce:
     ;}
     break;
 
-  case 193:
+  case 194:
 
 /* Line 1464 of yacc.c  */
-#line 2623 "Gmsh.y"
+#line 2627 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 194:
+  case 195:
 
 /* Line 1464 of yacc.c  */
-#line 2627 "Gmsh.y"
+#line 2631 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShapes(BOUNDARY_LAYER, (yyvsp[(3) - (6)].l), 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,
@@ -7115,10 +7121,10 @@ yyreduce:
     ;}
     break;
 
-  case 195:
+  case 196:
 
 /* Line 1464 of yacc.c  */
-#line 2635 "Gmsh.y"
+#line 2639 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE, MSH_POINT, (int)(yyvsp[(4) - (8)].d), 
@@ -7127,10 +7133,10 @@ yyreduce:
     ;}
     break;
 
-  case 196:
+  case 197:
 
 /* Line 1464 of yacc.c  */
-#line 2642 "Gmsh.y"
+#line 2646 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE, MSH_SEGM_LINE, (int)(yyvsp[(4) - (8)].d), 
@@ -7139,10 +7145,10 @@ yyreduce:
     ;}
     break;
 
-  case 197:
+  case 198:
 
 /* Line 1464 of yacc.c  */
-#line 2649 "Gmsh.y"
+#line 2653 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE, MSH_SURF_PLAN, (int)(yyvsp[(4) - (8)].d), 
@@ -7151,10 +7157,10 @@ yyreduce:
     ;}
     break;
 
-  case 198:
+  case 199:
 
 /* Line 1464 of yacc.c  */
-#line 2656 "Gmsh.y"
+#line 2660 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(ROTATE, MSH_POINT, (int)(yyvsp[(4) - (12)].d), 
@@ -7163,10 +7169,10 @@ yyreduce:
     ;}
     break;
 
-  case 199:
+  case 200:
 
 /* Line 1464 of yacc.c  */
-#line 2663 "Gmsh.y"
+#line 2667 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(ROTATE, MSH_SEGM_LINE, (int)(yyvsp[(4) - (12)].d), 
@@ -7175,10 +7181,10 @@ yyreduce:
     ;}
     break;
 
-  case 200:
+  case 201:
 
 /* Line 1464 of yacc.c  */
-#line 2670 "Gmsh.y"
+#line 2674 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(ROTATE, MSH_SURF_PLAN, (int)(yyvsp[(4) - (12)].d), 
@@ -7187,10 +7193,10 @@ yyreduce:
     ;}
     break;
 
-  case 201:
+  case 202:
 
 /* Line 1464 of yacc.c  */
-#line 2677 "Gmsh.y"
+#line 2681 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE_ROTATE, MSH_POINT, (int)(yyvsp[(4) - (14)].d), 
@@ -7199,10 +7205,10 @@ yyreduce:
     ;}
     break;
 
-  case 202:
+  case 203:
 
 /* Line 1464 of yacc.c  */
-#line 2684 "Gmsh.y"
+#line 2688 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE_ROTATE, MSH_SEGM_LINE, (int)(yyvsp[(4) - (14)].d), 
@@ -7211,10 +7217,10 @@ yyreduce:
     ;}
     break;
 
-  case 203:
+  case 204:
 
 /* Line 1464 of yacc.c  */
-#line 2691 "Gmsh.y"
+#line 2695 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE_ROTATE, MSH_SURF_PLAN, (int)(yyvsp[(4) - (14)].d), 
@@ -7223,19 +7229,19 @@ yyreduce:
     ;}
     break;
 
-  case 204:
+  case 205:
 
 /* Line 1464 of yacc.c  */
-#line 2698 "Gmsh.y"
+#line 2702 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 205:
+  case 206:
 
 /* Line 1464 of yacc.c  */
-#line 2702 "Gmsh.y"
+#line 2706 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE, MSH_POINT, (int)(yyvsp[(4) - (12)].d), 
@@ -7244,19 +7250,19 @@ yyreduce:
     ;}
     break;
 
-  case 206:
+  case 207:
 
 /* Line 1464 of yacc.c  */
-#line 2709 "Gmsh.y"
+#line 2713 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 207:
+  case 208:
 
 /* Line 1464 of yacc.c  */
-#line 2713 "Gmsh.y"
+#line 2717 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE, MSH_SEGM_LINE, (int)(yyvsp[(4) - (12)].d), 
@@ -7265,19 +7271,19 @@ yyreduce:
     ;}
     break;
 
-  case 208:
+  case 209:
 
 /* Line 1464 of yacc.c  */
-#line 2720 "Gmsh.y"
+#line 2724 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 209:
+  case 210:
 
 /* Line 1464 of yacc.c  */
-#line 2724 "Gmsh.y"
+#line 2728 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE, MSH_SURF_PLAN, (int)(yyvsp[(4) - (12)].d), 
@@ -7286,19 +7292,19 @@ yyreduce:
     ;}
     break;
 
-  case 210:
+  case 211:
 
 /* Line 1464 of yacc.c  */
-#line 2731 "Gmsh.y"
+#line 2735 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 211:
+  case 212:
 
 /* Line 1464 of yacc.c  */
-#line 2735 "Gmsh.y"
+#line 2739 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(ROTATE, MSH_POINT, (int)(yyvsp[(4) - (16)].d), 
@@ -7307,19 +7313,19 @@ yyreduce:
     ;}
     break;
 
-  case 212:
+  case 213:
 
 /* Line 1464 of yacc.c  */
-#line 2742 "Gmsh.y"
+#line 2746 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 213:
+  case 214:
 
 /* Line 1464 of yacc.c  */
-#line 2746 "Gmsh.y"
+#line 2750 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(ROTATE, MSH_SEGM_LINE, (int)(yyvsp[(4) - (16)].d), 
@@ -7328,19 +7334,19 @@ yyreduce:
     ;}
     break;
 
-  case 214:
+  case 215:
 
 /* Line 1464 of yacc.c  */
-#line 2753 "Gmsh.y"
+#line 2757 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 215:
+  case 216:
 
 /* Line 1464 of yacc.c  */
-#line 2757 "Gmsh.y"
+#line 2761 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(ROTATE, MSH_SURF_PLAN, (int)(yyvsp[(4) - (16)].d), 
@@ -7349,19 +7355,19 @@ yyreduce:
     ;}
     break;
 
-  case 216:
+  case 217:
 
 /* Line 1464 of yacc.c  */
-#line 2764 "Gmsh.y"
+#line 2768 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 217:
+  case 218:
 
 /* Line 1464 of yacc.c  */
-#line 2768 "Gmsh.y"
+#line 2772 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE_ROTATE, MSH_POINT, (int)(yyvsp[(4) - (18)].d), 
@@ -7370,19 +7376,19 @@ yyreduce:
     ;}
     break;
 
-  case 218:
+  case 219:
 
 /* Line 1464 of yacc.c  */
-#line 2775 "Gmsh.y"
+#line 2779 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 219:
+  case 220:
 
 /* Line 1464 of yacc.c  */
-#line 2779 "Gmsh.y"
+#line 2783 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE_ROTATE, MSH_SEGM_LINE, (int)(yyvsp[(4) - (18)].d), 
@@ -7391,19 +7397,19 @@ yyreduce:
     ;}
     break;
 
-  case 220:
+  case 221:
 
 /* Line 1464 of yacc.c  */
-#line 2786 "Gmsh.y"
+#line 2790 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = extr.mesh.Recombine = false;
     ;}
     break;
 
-  case 221:
+  case 222:
 
 /* Line 1464 of yacc.c  */
-#line 2790 "Gmsh.y"
+#line 2794 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(Shape));
       ExtrudeShape(TRANSLATE_ROTATE, MSH_SURF_PLAN, (int)(yyvsp[(4) - (18)].d), 
@@ -7412,26 +7418,26 @@ yyreduce:
     ;}
     break;
 
-  case 222:
+  case 223:
 
 /* Line 1464 of yacc.c  */
-#line 2801 "Gmsh.y"
+#line 2805 "Gmsh.y"
     {
     ;}
     break;
 
-  case 223:
+  case 224:
 
 /* Line 1464 of yacc.c  */
-#line 2804 "Gmsh.y"
+#line 2808 "Gmsh.y"
     {
     ;}
     break;
 
-  case 224:
+  case 225:
 
 /* Line 1464 of yacc.c  */
-#line 2810 "Gmsh.y"
+#line 2814 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = true;
       extr.mesh.NbLayer = 1;
@@ -7442,10 +7448,10 @@ yyreduce:
     ;}
     break;
 
-  case 225:
+  case 226:
 
 /* Line 1464 of yacc.c  */
-#line 2819 "Gmsh.y"
+#line 2823 "Gmsh.y"
     {
       extr.mesh.ExtrudeMesh = true;
       extr.mesh.NbLayer = List_Nbr((yyvsp[(3) - (7)].l));
@@ -7467,10 +7473,10 @@ yyreduce:
     ;}
     break;
 
-  case 226:
+  case 227:
 
 /* Line 1464 of yacc.c  */
-#line 2839 "Gmsh.y"
+#line 2843 "Gmsh.y"
     {
       yymsg(0, "Explicit region numbers in layers are deprecated");
       extr.mesh.ExtrudeMesh = true;
@@ -7495,19 +7501,19 @@ yyreduce:
     ;}
     break;
 
-  case 227:
+  case 228:
 
 /* Line 1464 of yacc.c  */
-#line 2862 "Gmsh.y"
+#line 2866 "Gmsh.y"
     {
       extr.mesh.Recombine = true;
     ;}
     break;
 
-  case 228:
+  case 229:
 
 /* Line 1464 of yacc.c  */
-#line 2866 "Gmsh.y"
+#line 2870 "Gmsh.y"
     {
       int num = (int)(yyvsp[(3) - (9)].d);
       if(FindSurface(num)){
@@ -7528,10 +7534,10 @@ yyreduce:
     ;}
     break;
 
-  case 229:
+  case 230:
 
 /* Line 1464 of yacc.c  */
-#line 2885 "Gmsh.y"
+#line 2889 "Gmsh.y"
     {
       if(!strcmp((yyvsp[(2) - (6)].c), "Index"))
         extr.mesh.BoundaryLayerIndex = (yyvsp[(4) - (6)].d);
@@ -7541,19 +7547,19 @@ yyreduce:
     ;}
     break;
 
-  case 230:
+  case 231:
 
 /* Line 1464 of yacc.c  */
-#line 2897 "Gmsh.y"
+#line 2901 "Gmsh.y"
     {
       (yyval.v)[0] = (yyval.v)[1] = 1.;
     ;}
     break;
 
-  case 231:
+  case 232:
 
 /* Line 1464 of yacc.c  */
-#line 2901 "Gmsh.y"
+#line 2905 "Gmsh.y"
     {
       if(!strcmp((yyvsp[(2) - (3)].c), "Progression") || !strcmp((yyvsp[(2) - (3)].c), "Power"))
         (yyval.v)[0] = 1.;
@@ -7568,19 +7574,19 @@ yyreduce:
     ;}
     break;
 
-  case 232:
+  case 233:
 
 /* Line 1464 of yacc.c  */
-#line 2916 "Gmsh.y"
+#line 2920 "Gmsh.y"
     {
       (yyval.i) = -1; // left
     ;}
     break;
 
-  case 233:
+  case 234:
 
 /* Line 1464 of yacc.c  */
-#line 2920 "Gmsh.y"
+#line 2924 "Gmsh.y"
     {
       if(!strcmp((yyvsp[(1) - (1)].c), "Right"))
         (yyval.i) = 1;
@@ -7592,46 +7598,46 @@ yyreduce:
     ;}
     break;
 
-  case 234:
+  case 235:
 
 /* Line 1464 of yacc.c  */
-#line 2932 "Gmsh.y"
+#line 2936 "Gmsh.y"
     {
      (yyval.l) = List_Create(1, 1, sizeof(double));
    ;}
     break;
 
-  case 235:
+  case 236:
 
 /* Line 1464 of yacc.c  */
-#line 2936 "Gmsh.y"
+#line 2940 "Gmsh.y"
     {
      (yyval.l) = (yyvsp[(2) - (2)].l);
    ;}
     break;
 
-  case 236:
+  case 237:
 
 /* Line 1464 of yacc.c  */
-#line 2941 "Gmsh.y"
+#line 2945 "Gmsh.y"
     {
       (yyval.i) = 45;
     ;}
     break;
 
-  case 237:
+  case 238:
 
 /* Line 1464 of yacc.c  */
-#line 2945 "Gmsh.y"
+#line 2949 "Gmsh.y"
     {
       (yyval.i) = (int)(yyvsp[(2) - (2)].d);
     ;}
     break;
 
-  case 238:
+  case 239:
 
 /* Line 1464 of yacc.c  */
-#line 2952 "Gmsh.y"
+#line 2956 "Gmsh.y"
     {
       int type = (int)(yyvsp[(6) - (7)].v)[0];
       double coef = fabs((yyvsp[(6) - (7)].v)[1]);
@@ -7689,10 +7695,10 @@ yyreduce:
     ;}
     break;
 
-  case 239:
+  case 240:
 
 /* Line 1464 of yacc.c  */
-#line 3008 "Gmsh.y"
+#line 3012 "Gmsh.y"
     {
       int k = List_Nbr((yyvsp[(4) - (6)].l));
       if(k != 0 && k != 3 && k != 4){
@@ -7764,20 +7770,20 @@ yyreduce:
     ;}
     break;
 
-  case 240:
+  case 241:
 
 /* Line 1464 of yacc.c  */
-#line 3078 "Gmsh.y"
+#line 3082 "Gmsh.y"
     {
       yymsg(1, "Elliptic Surface is deprecated: use Transfinite instead (with smoothing)");
       List_Delete((yyvsp[(7) - (8)].l));
     ;}
     break;
 
-  case 241:
+  case 242:
 
 /* Line 1464 of yacc.c  */
-#line 3083 "Gmsh.y"
+#line 3087 "Gmsh.y"
     {
       int k = List_Nbr((yyvsp[(4) - (5)].l));
       if(k != 0 && k != 6 && k != 8){
@@ -7846,10 +7852,10 @@ yyreduce:
     ;}
     break;
 
-  case 242:
+  case 243:
 
 /* Line 1464 of yacc.c  */
-#line 3150 "Gmsh.y"
+#line 3154 "Gmsh.y"
     {
       if(!(yyvsp[(3) - (5)].l)){
 	List_T *tmp = Tree2List(GModel::current()->getGEOInternals()->Surfaces);
@@ -7894,10 +7900,10 @@ yyreduce:
     ;}
     break;
 
-  case 243:
+  case 244:
 
 /* Line 1464 of yacc.c  */
-#line 3193 "Gmsh.y"
+#line 3197 "Gmsh.y"
     {
       for(int i = 0; i < List_Nbr((yyvsp[(3) - (6)].l)); i++){
 	double d;
@@ -7919,10 +7925,10 @@ yyreduce:
     ;}
     break;
 
-  case 244:
+  case 245:
 
 /* Line 1464 of yacc.c  */
-#line 3218 "Gmsh.y"
+#line 3222 "Gmsh.y"
     {
       if(List_Nbr((yyvsp[(5) - (6)].l)) != List_Nbr((yyvsp[(3) - (6)].l))){
 	yymsg(0, "Number of master (%d) different from number of slave (%d) lines",
@@ -7951,10 +7957,10 @@ yyreduce:
     ;}
     break;
 
-  case 245:
+  case 246:
 
 /* Line 1464 of yacc.c  */
-#line 3246 "Gmsh.y"
+#line 3250 "Gmsh.y"
     {
       if (List_Nbr((yyvsp[(5) - (12)].l)) != List_Nbr((yyvsp[(10) - (12)].l))){
 	yymsg(0, "Number of master surface edges (%d) different from number of "
@@ -7992,10 +7998,10 @@ yyreduce:
     ;}
     break;
 
-  case 246:
+  case 247:
 
 /* Line 1464 of yacc.c  */
-#line 3289 "Gmsh.y"
+#line 3293 "Gmsh.y"
     { 
       Surface *s = FindSurface((int)(yyvsp[(8) - (10)].d));
       if(s){
@@ -8020,10 +8026,10 @@ yyreduce:
     ;}
     break;
 
-  case 247:
+  case 248:
 
 /* Line 1464 of yacc.c  */
-#line 3312 "Gmsh.y"
+#line 3316 "Gmsh.y"
     {
       Surface *s = FindSurface((int)(yyvsp[(8) - (10)].d));
       if(s){
@@ -8048,35 +8054,35 @@ yyreduce:
     ;}
     break;
 
-  case 248:
+  case 249:
 
 /* Line 1464 of yacc.c  */
-#line 3335 "Gmsh.y"
+#line 3339 "Gmsh.y"
     {
     ;}
     break;
 
-  case 249:
+  case 250:
 
 /* Line 1464 of yacc.c  */
-#line 3338 "Gmsh.y"
+#line 3342 "Gmsh.y"
     {
     ;}
     break;
 
-  case 250:
+  case 251:
 
 /* Line 1464 of yacc.c  */
-#line 3347 "Gmsh.y"
+#line 3351 "Gmsh.y"
     { 
       ReplaceAllDuplicates();
     ;}
     break;
 
-  case 251:
+  case 252:
 
 /* Line 1464 of yacc.c  */
-#line 3351 "Gmsh.y"
+#line 3355 "Gmsh.y"
     { 
       if(!strcmp((yyvsp[(2) - (3)].c), "Geometry"))
         ReplaceAllDuplicates();
@@ -8088,10 +8094,10 @@ yyreduce:
     ;}
     break;
 
-  case 252:
+  case 253:
 
 /* Line 1464 of yacc.c  */
-#line 3361 "Gmsh.y"
+#line 3365 "Gmsh.y"
     { 
       if(List_Nbr((yyvsp[(4) - (6)].l)) >= 2){
         double d;
@@ -8123,10 +8129,10 @@ yyreduce:
     ;}
     break;
 
-  case 253:
+  case 254:
 
 /* Line 1464 of yacc.c  */
-#line 3398 "Gmsh.y"
+#line 3402 "Gmsh.y"
     {
     
     List_T *temp = ListOfDouble2ListOfInt((yyvsp[(7) - (11)].l));
@@ -8164,10 +8170,10 @@ yyreduce:
     ;}
     break;
 
-  case 254:
+  case 255:
 
 /* Line 1464 of yacc.c  */
-#line 3435 "Gmsh.y"
+#line 3439 "Gmsh.y"
     {
     List_T *temp = ListOfDouble2ListOfInt((yyvsp[(7) - (11)].l));
     std::vector<int> domain;
@@ -8204,10 +8210,10 @@ yyreduce:
     ;}
     break;
 
-  case 255:
+  case 256:
 
 /* Line 1464 of yacc.c  */
-#line 3471 "Gmsh.y"
+#line 3475 "Gmsh.y"
     {
     List_T *temp = ListOfDouble2ListOfInt((yyvsp[(7) - (11)].l));
     std::vector<int> domain;
@@ -8244,10 +8250,10 @@ yyreduce:
     ;}
     break;
 
-  case 256:
+  case 257:
 
 /* Line 1464 of yacc.c  */
-#line 3506 "Gmsh.y"
+#line 3510 "Gmsh.y"
     {
     List_T *temp = ListOfDouble2ListOfInt((yyvsp[(7) - (11)].l));
     std::vector<int> domain;
@@ -8284,66 +8290,66 @@ yyreduce:
     ;}
     break;
 
-  case 257:
+  case 258:
 
 /* Line 1464 of yacc.c  */
-#line 3545 "Gmsh.y"
+#line 3549 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (1)].d);           ;}
     break;
 
-  case 258:
+  case 259:
 
 /* Line 1464 of yacc.c  */
-#line 3546 "Gmsh.y"
+#line 3550 "Gmsh.y"
     { (yyval.d) = (yyvsp[(2) - (3)].d);           ;}
     break;
 
-  case 259:
+  case 260:
 
 /* Line 1464 of yacc.c  */
-#line 3547 "Gmsh.y"
+#line 3551 "Gmsh.y"
     { (yyval.d) = -(yyvsp[(2) - (2)].d);          ;}
     break;
 
-  case 260:
+  case 261:
 
 /* Line 1464 of yacc.c  */
-#line 3548 "Gmsh.y"
+#line 3552 "Gmsh.y"
     { (yyval.d) = (yyvsp[(2) - (2)].d);           ;}
     break;
 
-  case 261:
+  case 262:
 
 /* Line 1464 of yacc.c  */
-#line 3549 "Gmsh.y"
+#line 3553 "Gmsh.y"
     { (yyval.d) = !(yyvsp[(2) - (2)].d);          ;}
     break;
 
-  case 262:
+  case 263:
 
 /* Line 1464 of yacc.c  */
-#line 3550 "Gmsh.y"
+#line 3554 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) - (yyvsp[(3) - (3)].d);      ;}
     break;
 
-  case 263:
+  case 264:
 
 /* Line 1464 of yacc.c  */
-#line 3551 "Gmsh.y"
+#line 3555 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) + (yyvsp[(3) - (3)].d);      ;}
     break;
 
-  case 264:
+  case 265:
 
 /* Line 1464 of yacc.c  */
-#line 3552 "Gmsh.y"
+#line 3556 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) * (yyvsp[(3) - (3)].d);      ;}
     break;
 
-  case 265:
+  case 266:
 
 /* Line 1464 of yacc.c  */
-#line 3554 "Gmsh.y"
+#line 3558 "Gmsh.y"
     { 
       if(!(yyvsp[(3) - (3)].d))
 	yymsg(0, "Division by zero in '%g / %g'", (yyvsp[(1) - (3)].d), (yyvsp[(3) - (3)].d));
@@ -8352,430 +8358,430 @@ yyreduce:
     ;}
     break;
 
-  case 266:
+  case 267:
 
 /* Line 1464 of yacc.c  */
-#line 3560 "Gmsh.y"
+#line 3564 "Gmsh.y"
     { (yyval.d) = (int)(yyvsp[(1) - (3)].d) % (int)(yyvsp[(3) - (3)].d);  ;}
     break;
 
-  case 267:
+  case 268:
 
 /* Line 1464 of yacc.c  */
-#line 3561 "Gmsh.y"
+#line 3565 "Gmsh.y"
     { (yyval.d) = pow((yyvsp[(1) - (3)].d), (yyvsp[(3) - (3)].d));  ;}
     break;
 
-  case 268:
+  case 269:
 
 /* Line 1464 of yacc.c  */
-#line 3562 "Gmsh.y"
+#line 3566 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) < (yyvsp[(3) - (3)].d);      ;}
     break;
 
-  case 269:
+  case 270:
 
 /* Line 1464 of yacc.c  */
-#line 3563 "Gmsh.y"
+#line 3567 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) > (yyvsp[(3) - (3)].d);      ;}
     break;
 
-  case 270:
+  case 271:
 
 /* Line 1464 of yacc.c  */
-#line 3564 "Gmsh.y"
+#line 3568 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) <= (yyvsp[(3) - (3)].d);     ;}
     break;
 
-  case 271:
+  case 272:
 
 /* Line 1464 of yacc.c  */
-#line 3565 "Gmsh.y"
+#line 3569 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) >= (yyvsp[(3) - (3)].d);     ;}
     break;
 
-  case 272:
+  case 273:
 
 /* Line 1464 of yacc.c  */
-#line 3566 "Gmsh.y"
+#line 3570 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) == (yyvsp[(3) - (3)].d);     ;}
     break;
 
-  case 273:
+  case 274:
 
 /* Line 1464 of yacc.c  */
-#line 3567 "Gmsh.y"
+#line 3571 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) != (yyvsp[(3) - (3)].d);     ;}
     break;
 
-  case 274:
+  case 275:
 
 /* Line 1464 of yacc.c  */
-#line 3568 "Gmsh.y"
+#line 3572 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) && (yyvsp[(3) - (3)].d);     ;}
     break;
 
-  case 275:
+  case 276:
 
 /* Line 1464 of yacc.c  */
-#line 3569 "Gmsh.y"
+#line 3573 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (3)].d) || (yyvsp[(3) - (3)].d);     ;}
     break;
 
-  case 276:
+  case 277:
 
 /* Line 1464 of yacc.c  */
-#line 3570 "Gmsh.y"
+#line 3574 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (5)].d) ? (yyvsp[(3) - (5)].d) : (yyvsp[(5) - (5)].d); ;}
     break;
 
-  case 277:
+  case 278:
 
 /* Line 1464 of yacc.c  */
-#line 3571 "Gmsh.y"
+#line 3575 "Gmsh.y"
     { (yyval.d) = exp((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 278:
+  case 279:
 
 /* Line 1464 of yacc.c  */
-#line 3572 "Gmsh.y"
+#line 3576 "Gmsh.y"
     { (yyval.d) = log((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 279:
+  case 280:
 
 /* Line 1464 of yacc.c  */
-#line 3573 "Gmsh.y"
+#line 3577 "Gmsh.y"
     { (yyval.d) = log10((yyvsp[(3) - (4)].d));    ;}
     break;
 
-  case 280:
+  case 281:
 
 /* Line 1464 of yacc.c  */
-#line 3574 "Gmsh.y"
+#line 3578 "Gmsh.y"
     { (yyval.d) = sqrt((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 281:
+  case 282:
 
 /* Line 1464 of yacc.c  */
-#line 3575 "Gmsh.y"
+#line 3579 "Gmsh.y"
     { (yyval.d) = sin((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 282:
+  case 283:
 
 /* Line 1464 of yacc.c  */
-#line 3576 "Gmsh.y"
+#line 3580 "Gmsh.y"
     { (yyval.d) = asin((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 283:
+  case 284:
 
 /* Line 1464 of yacc.c  */
-#line 3577 "Gmsh.y"
+#line 3581 "Gmsh.y"
     { (yyval.d) = cos((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 284:
+  case 285:
 
 /* Line 1464 of yacc.c  */
-#line 3578 "Gmsh.y"
+#line 3582 "Gmsh.y"
     { (yyval.d) = acos((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 285:
+  case 286:
 
 /* Line 1464 of yacc.c  */
-#line 3579 "Gmsh.y"
+#line 3583 "Gmsh.y"
     { (yyval.d) = tan((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 286:
+  case 287:
 
 /* Line 1464 of yacc.c  */
-#line 3580 "Gmsh.y"
+#line 3584 "Gmsh.y"
     { (yyval.d) = atan((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 287:
+  case 288:
 
 /* Line 1464 of yacc.c  */
-#line 3581 "Gmsh.y"
+#line 3585 "Gmsh.y"
     { (yyval.d) = atan2((yyvsp[(3) - (6)].d), (yyvsp[(5) - (6)].d));;}
     break;
 
-  case 288:
+  case 289:
 
 /* Line 1464 of yacc.c  */
-#line 3582 "Gmsh.y"
+#line 3586 "Gmsh.y"
     { (yyval.d) = sinh((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 289:
+  case 290:
 
 /* Line 1464 of yacc.c  */
-#line 3583 "Gmsh.y"
+#line 3587 "Gmsh.y"
     { (yyval.d) = cosh((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 290:
+  case 291:
 
 /* Line 1464 of yacc.c  */
-#line 3584 "Gmsh.y"
+#line 3588 "Gmsh.y"
     { (yyval.d) = tanh((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 291:
+  case 292:
 
 /* Line 1464 of yacc.c  */
-#line 3585 "Gmsh.y"
+#line 3589 "Gmsh.y"
     { (yyval.d) = fabs((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 292:
+  case 293:
 
 /* Line 1464 of yacc.c  */
-#line 3586 "Gmsh.y"
+#line 3590 "Gmsh.y"
     { (yyval.d) = floor((yyvsp[(3) - (4)].d));    ;}
     break;
 
-  case 293:
+  case 294:
 
 /* Line 1464 of yacc.c  */
-#line 3587 "Gmsh.y"
+#line 3591 "Gmsh.y"
     { (yyval.d) = ceil((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 294:
+  case 295:
 
 /* Line 1464 of yacc.c  */
-#line 3588 "Gmsh.y"
+#line 3592 "Gmsh.y"
     { (yyval.d) = fmod((yyvsp[(3) - (6)].d), (yyvsp[(5) - (6)].d)); ;}
     break;
 
-  case 295:
+  case 296:
 
 /* Line 1464 of yacc.c  */
-#line 3589 "Gmsh.y"
+#line 3593 "Gmsh.y"
     { (yyval.d) = fmod((yyvsp[(3) - (6)].d), (yyvsp[(5) - (6)].d)); ;}
     break;
 
-  case 296:
+  case 297:
 
 /* Line 1464 of yacc.c  */
-#line 3590 "Gmsh.y"
+#line 3594 "Gmsh.y"
     { (yyval.d) = sqrt((yyvsp[(3) - (6)].d) * (yyvsp[(3) - (6)].d) + (yyvsp[(5) - (6)].d) * (yyvsp[(5) - (6)].d)); ;}
     break;
 
-  case 297:
+  case 298:
 
 /* Line 1464 of yacc.c  */
-#line 3591 "Gmsh.y"
+#line 3595 "Gmsh.y"
     { (yyval.d) = (yyvsp[(3) - (4)].d) * (double)rand() / (double)RAND_MAX; ;}
     break;
 
-  case 298:
+  case 299:
 
 /* Line 1464 of yacc.c  */
-#line 3593 "Gmsh.y"
+#line 3597 "Gmsh.y"
     { (yyval.d) = exp((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 299:
+  case 300:
 
 /* Line 1464 of yacc.c  */
-#line 3594 "Gmsh.y"
+#line 3598 "Gmsh.y"
     { (yyval.d) = log((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 300:
+  case 301:
 
 /* Line 1464 of yacc.c  */
-#line 3595 "Gmsh.y"
+#line 3599 "Gmsh.y"
     { (yyval.d) = log10((yyvsp[(3) - (4)].d));    ;}
     break;
 
-  case 301:
+  case 302:
 
 /* Line 1464 of yacc.c  */
-#line 3596 "Gmsh.y"
+#line 3600 "Gmsh.y"
     { (yyval.d) = sqrt((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 302:
+  case 303:
 
 /* Line 1464 of yacc.c  */
-#line 3597 "Gmsh.y"
+#line 3601 "Gmsh.y"
     { (yyval.d) = sin((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 303:
+  case 304:
 
 /* Line 1464 of yacc.c  */
-#line 3598 "Gmsh.y"
+#line 3602 "Gmsh.y"
     { (yyval.d) = asin((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 304:
+  case 305:
 
 /* Line 1464 of yacc.c  */
-#line 3599 "Gmsh.y"
+#line 3603 "Gmsh.y"
     { (yyval.d) = cos((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 305:
+  case 306:
 
 /* Line 1464 of yacc.c  */
-#line 3600 "Gmsh.y"
+#line 3604 "Gmsh.y"
     { (yyval.d) = acos((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 306:
+  case 307:
 
 /* Line 1464 of yacc.c  */
-#line 3601 "Gmsh.y"
+#line 3605 "Gmsh.y"
     { (yyval.d) = tan((yyvsp[(3) - (4)].d));      ;}
     break;
 
-  case 307:
+  case 308:
 
 /* Line 1464 of yacc.c  */
-#line 3602 "Gmsh.y"
+#line 3606 "Gmsh.y"
     { (yyval.d) = atan((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 308:
+  case 309:
 
 /* Line 1464 of yacc.c  */
-#line 3603 "Gmsh.y"
+#line 3607 "Gmsh.y"
     { (yyval.d) = atan2((yyvsp[(3) - (6)].d), (yyvsp[(5) - (6)].d));;}
     break;
 
-  case 309:
+  case 310:
 
 /* Line 1464 of yacc.c  */
-#line 3604 "Gmsh.y"
+#line 3608 "Gmsh.y"
     { (yyval.d) = sinh((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 310:
+  case 311:
 
 /* Line 1464 of yacc.c  */
-#line 3605 "Gmsh.y"
+#line 3609 "Gmsh.y"
     { (yyval.d) = cosh((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 311:
+  case 312:
 
 /* Line 1464 of yacc.c  */
-#line 3606 "Gmsh.y"
+#line 3610 "Gmsh.y"
     { (yyval.d) = tanh((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 312:
+  case 313:
 
 /* Line 1464 of yacc.c  */
-#line 3607 "Gmsh.y"
+#line 3611 "Gmsh.y"
     { (yyval.d) = fabs((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 313:
+  case 314:
 
 /* Line 1464 of yacc.c  */
-#line 3608 "Gmsh.y"
+#line 3612 "Gmsh.y"
     { (yyval.d) = floor((yyvsp[(3) - (4)].d));    ;}
     break;
 
-  case 314:
+  case 315:
 
 /* Line 1464 of yacc.c  */
-#line 3609 "Gmsh.y"
+#line 3613 "Gmsh.y"
     { (yyval.d) = ceil((yyvsp[(3) - (4)].d));     ;}
     break;
 
-  case 315:
+  case 316:
 
 /* Line 1464 of yacc.c  */
-#line 3610 "Gmsh.y"
+#line 3614 "Gmsh.y"
     { (yyval.d) = fmod((yyvsp[(3) - (6)].d), (yyvsp[(5) - (6)].d)); ;}
     break;
 
-  case 316:
+  case 317:
 
 /* Line 1464 of yacc.c  */
-#line 3611 "Gmsh.y"
+#line 3615 "Gmsh.y"
     { (yyval.d) = fmod((yyvsp[(3) - (6)].d), (yyvsp[(5) - (6)].d)); ;}
     break;
 
-  case 317:
+  case 318:
 
 /* Line 1464 of yacc.c  */
-#line 3612 "Gmsh.y"
+#line 3616 "Gmsh.y"
     { (yyval.d) = sqrt((yyvsp[(3) - (6)].d) * (yyvsp[(3) - (6)].d) + (yyvsp[(5) - (6)].d) * (yyvsp[(5) - (6)].d)); ;}
     break;
 
-  case 318:
+  case 319:
 
 /* Line 1464 of yacc.c  */
-#line 3613 "Gmsh.y"
+#line 3617 "Gmsh.y"
     { (yyval.d) = (yyvsp[(3) - (4)].d) * (double)rand() / (double)RAND_MAX; ;}
     break;
 
-  case 319:
+  case 320:
 
 /* Line 1464 of yacc.c  */
-#line 3622 "Gmsh.y"
+#line 3626 "Gmsh.y"
     { (yyval.d) = (yyvsp[(1) - (1)].d); ;}
     break;
 
-  case 320:
+  case 321:
 
 /* Line 1464 of yacc.c  */
-#line 3623 "Gmsh.y"
+#line 3627 "Gmsh.y"
     { (yyval.d) = 3.141592653589793; ;}
     break;
 
-  case 321:
+  case 322:
 
 /* Line 1464 of yacc.c  */
-#line 3624 "Gmsh.y"
+#line 3628 "Gmsh.y"
     { (yyval.d) = Msg::GetCommRank(); ;}
     break;
 
-  case 322:
+  case 323:
 
 /* Line 1464 of yacc.c  */
-#line 3625 "Gmsh.y"
+#line 3629 "Gmsh.y"
     { (yyval.d) = Msg::GetCommSize(); ;}
     break;
 
-  case 323:
+  case 324:
 
 /* Line 1464 of yacc.c  */
-#line 3626 "Gmsh.y"
+#line 3630 "Gmsh.y"
     { (yyval.d) = GetGmshMajorVersion(); ;}
     break;
 
-  case 324:
+  case 325:
 
 /* Line 1464 of yacc.c  */
-#line 3627 "Gmsh.y"
+#line 3631 "Gmsh.y"
     { (yyval.d) = GetGmshMinorVersion(); ;}
     break;
 
-  case 325:
+  case 326:
 
 /* Line 1464 of yacc.c  */
-#line 3628 "Gmsh.y"
+#line 3632 "Gmsh.y"
     { (yyval.d) = GetGmshPatchVersion(); ;}
     break;
 
-  case 326:
+  case 327:
 
 /* Line 1464 of yacc.c  */
-#line 3633 "Gmsh.y"
+#line 3637 "Gmsh.y"
     {
       if(!gmsh_yysymbols.count((yyvsp[(1) - (1)].c))){
 	yymsg(0, "Unknown variable '%s'", (yyvsp[(1) - (1)].c));
@@ -8793,10 +8799,10 @@ yyreduce:
     ;}
     break;
 
-  case 327:
+  case 328:
 
 /* Line 1464 of yacc.c  */
-#line 3652 "Gmsh.y"
+#line 3656 "Gmsh.y"
     {
       char tmpstring[1024];
       sprintf(tmpstring, "%s_%d", (yyvsp[(1) - (5)].c), (int)(yyvsp[(4) - (5)].d)) ;
@@ -8816,10 +8822,10 @@ yyreduce:
     ;}
     break;
 
-  case 328:
+  case 329:
 
 /* Line 1464 of yacc.c  */
-#line 3670 "Gmsh.y"
+#line 3674 "Gmsh.y"
     {
       int index = (int)(yyvsp[(3) - (4)].d);
       if(!gmsh_yysymbols.count((yyvsp[(1) - (4)].c))){
@@ -8836,10 +8842,10 @@ yyreduce:
     ;}
     break;
 
-  case 329:
+  case 330:
 
 /* Line 1464 of yacc.c  */
-#line 3685 "Gmsh.y"
+#line 3689 "Gmsh.y"
     {
       if(!gmsh_yysymbols.count((yyvsp[(2) - (4)].c))){
 	yymsg(0, "Unknown variable '%s'", (yyvsp[(2) - (4)].c));
@@ -8851,10 +8857,10 @@ yyreduce:
     ;}
     break;
 
-  case 330:
+  case 331:
 
 /* Line 1464 of yacc.c  */
-#line 3695 "Gmsh.y"
+#line 3699 "Gmsh.y"
     {
       if(!gmsh_yysymbols.count((yyvsp[(1) - (2)].c))){
 	yymsg(0, "Unknown variable '%s'", (yyvsp[(1) - (2)].c));
@@ -8872,10 +8878,10 @@ yyreduce:
     ;}
     break;
 
-  case 331:
+  case 332:
 
 /* Line 1464 of yacc.c  */
-#line 3711 "Gmsh.y"
+#line 3715 "Gmsh.y"
     {
       int index = (int)(yyvsp[(3) - (5)].d);
       if(!gmsh_yysymbols.count((yyvsp[(1) - (5)].c))){
@@ -8892,30 +8898,30 @@ yyreduce:
     ;}
     break;
 
-  case 332:
+  case 333:
 
 /* Line 1464 of yacc.c  */
-#line 3729 "Gmsh.y"
+#line 3733 "Gmsh.y"
     {
       NumberOption(GMSH_GET, (yyvsp[(1) - (3)].c), 0, (yyvsp[(3) - (3)].c), (yyval.d));
       Free((yyvsp[(1) - (3)].c)); Free((yyvsp[(3) - (3)].c));
     ;}
     break;
 
-  case 333:
+  case 334:
 
 /* Line 1464 of yacc.c  */
-#line 3734 "Gmsh.y"
+#line 3738 "Gmsh.y"
     {
       NumberOption(GMSH_GET, (yyvsp[(1) - (6)].c), (int)(yyvsp[(3) - (6)].d), (yyvsp[(6) - (6)].c), (yyval.d));
       Free((yyvsp[(1) - (6)].c)); Free((yyvsp[(6) - (6)].c));
     ;}
     break;
 
-  case 334:
+  case 335:
 
 /* Line 1464 of yacc.c  */
-#line 3739 "Gmsh.y"
+#line 3743 "Gmsh.y"
     {
       double d = 0.;
       if(NumberOption(GMSH_GET, (yyvsp[(1) - (4)].c), 0, (yyvsp[(3) - (4)].c), d)){
@@ -8927,10 +8933,10 @@ yyreduce:
     ;}
     break;
 
-  case 335:
+  case 336:
 
 /* Line 1464 of yacc.c  */
-#line 3749 "Gmsh.y"
+#line 3753 "Gmsh.y"
     {
       double d = 0.;
       if(NumberOption(GMSH_GET, (yyvsp[(1) - (7)].c), (int)(yyvsp[(3) - (7)].d), (yyvsp[(6) - (7)].c), d)){
@@ -8942,158 +8948,158 @@ yyreduce:
     ;}
     break;
 
-  case 336:
+  case 337:
 
 /* Line 1464 of yacc.c  */
-#line 3759 "Gmsh.y"
+#line 3763 "Gmsh.y"
     { 
       (yyval.d) = Msg::GetValue((yyvsp[(3) - (6)].c), (yyvsp[(5) - (6)].d));
       Free((yyvsp[(3) - (6)].c));
     ;}
     break;
 
-  case 337:
+  case 338:
 
 /* Line 1464 of yacc.c  */
-#line 3767 "Gmsh.y"
+#line 3771 "Gmsh.y"
     {
       memcpy((yyval.v), (yyvsp[(1) - (1)].v), 5*sizeof(double));
     ;}
     break;
 
-  case 338:
+  case 339:
 
 /* Line 1464 of yacc.c  */
-#line 3771 "Gmsh.y"
+#line 3775 "Gmsh.y"
     {
       for(int i = 0; i < 5; i++) (yyval.v)[i] = -(yyvsp[(2) - (2)].v)[i];
     ;}
     break;
 
-  case 339:
+  case 340:
 
 /* Line 1464 of yacc.c  */
-#line 3775 "Gmsh.y"
+#line 3779 "Gmsh.y"
     { 
       for(int i = 0; i < 5; i++) (yyval.v)[i] = (yyvsp[(2) - (2)].v)[i];
     ;}
     break;
 
-  case 340:
+  case 341:
 
 /* Line 1464 of yacc.c  */
-#line 3779 "Gmsh.y"
+#line 3783 "Gmsh.y"
     { 
       for(int i = 0; i < 5; i++) (yyval.v)[i] = (yyvsp[(1) - (3)].v)[i] - (yyvsp[(3) - (3)].v)[i];
     ;}
     break;
 
-  case 341:
+  case 342:
 
 /* Line 1464 of yacc.c  */
-#line 3783 "Gmsh.y"
+#line 3787 "Gmsh.y"
     {
       for(int i = 0; i < 5; i++) (yyval.v)[i] = (yyvsp[(1) - (3)].v)[i] + (yyvsp[(3) - (3)].v)[i];
     ;}
     break;
 
-  case 342:
+  case 343:
 
 /* Line 1464 of yacc.c  */
-#line 3790 "Gmsh.y"
+#line 3794 "Gmsh.y"
     { 
       (yyval.v)[0] = (yyvsp[(2) - (11)].d);  (yyval.v)[1] = (yyvsp[(4) - (11)].d);  (yyval.v)[2] = (yyvsp[(6) - (11)].d);  (yyval.v)[3] = (yyvsp[(8) - (11)].d); (yyval.v)[4] = (yyvsp[(10) - (11)].d);
     ;}
     break;
 
-  case 343:
+  case 344:
 
 /* Line 1464 of yacc.c  */
-#line 3794 "Gmsh.y"
+#line 3798 "Gmsh.y"
     { 
       (yyval.v)[0] = (yyvsp[(2) - (9)].d);  (yyval.v)[1] = (yyvsp[(4) - (9)].d);  (yyval.v)[2] = (yyvsp[(6) - (9)].d);  (yyval.v)[3] = (yyvsp[(8) - (9)].d); (yyval.v)[4] = 1.0;
     ;}
     break;
 
-  case 344:
+  case 345:
 
 /* Line 1464 of yacc.c  */
-#line 3798 "Gmsh.y"
+#line 3802 "Gmsh.y"
     {
       (yyval.v)[0] = (yyvsp[(2) - (7)].d);  (yyval.v)[1] = (yyvsp[(4) - (7)].d);  (yyval.v)[2] = (yyvsp[(6) - (7)].d);  (yyval.v)[3] = 0.0; (yyval.v)[4] = 1.0;
     ;}
     break;
 
-  case 345:
+  case 346:
 
 /* Line 1464 of yacc.c  */
-#line 3802 "Gmsh.y"
+#line 3806 "Gmsh.y"
     {
       (yyval.v)[0] = (yyvsp[(2) - (7)].d);  (yyval.v)[1] = (yyvsp[(4) - (7)].d);  (yyval.v)[2] = (yyvsp[(6) - (7)].d);  (yyval.v)[3] = 0.0; (yyval.v)[4] = 1.0;
     ;}
     break;
 
-  case 346:
+  case 347:
 
 /* Line 1464 of yacc.c  */
-#line 3809 "Gmsh.y"
+#line 3813 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(List_T*));
       List_Add((yyval.l), &((yyvsp[(1) - (1)].l)));
     ;}
     break;
 
-  case 347:
+  case 348:
 
 /* Line 1464 of yacc.c  */
-#line 3814 "Gmsh.y"
+#line 3818 "Gmsh.y"
     {
       List_Add((yyval.l), &((yyvsp[(3) - (3)].l)));
     ;}
     break;
 
-  case 348:
+  case 349:
 
 /* Line 1464 of yacc.c  */
-#line 3821 "Gmsh.y"
+#line 3825 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(double));
       List_Add((yyval.l), &((yyvsp[(1) - (1)].d)));
     ;}
     break;
 
-  case 349:
+  case 350:
 
 /* Line 1464 of yacc.c  */
-#line 3826 "Gmsh.y"
+#line 3830 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(1) - (1)].l);
     ;}
     break;
 
-  case 350:
+  case 351:
 
 /* Line 1464 of yacc.c  */
-#line 3830 "Gmsh.y"
+#line 3834 "Gmsh.y"
     {
       // creates an empty list
       (yyval.l) = List_Create(2, 1, sizeof(double));
     ;}
     break;
 
-  case 351:
+  case 352:
 
 /* Line 1464 of yacc.c  */
-#line 3835 "Gmsh.y"
+#line 3839 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(2) - (3)].l);
     ;}
     break;
 
-  case 352:
+  case 353:
 
 /* Line 1464 of yacc.c  */
-#line 3839 "Gmsh.y"
+#line 3843 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(3) - (4)].l);
       for(int i = 0; i < List_Nbr((yyval.l)); i++){
@@ -9103,10 +9109,10 @@ yyreduce:
     ;}
     break;
 
-  case 353:
+  case 354:
 
 /* Line 1464 of yacc.c  */
-#line 3847 "Gmsh.y"
+#line 3851 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(4) - (5)].l);
       for(int i = 0; i < List_Nbr((yyval.l)); i++){
@@ -9116,19 +9122,19 @@ yyreduce:
     ;}
     break;
 
-  case 354:
+  case 355:
 
 /* Line 1464 of yacc.c  */
-#line 3858 "Gmsh.y"
+#line 3862 "Gmsh.y"
     { 
       (yyval.l) = (yyvsp[(1) - (1)].l); 
     ;}
     break;
 
-  case 355:
+  case 356:
 
 /* Line 1464 of yacc.c  */
-#line 3862 "Gmsh.y"
+#line 3866 "Gmsh.y"
     {
       if(!strcmp((yyvsp[(1) - (1)].c), "*") || !strcmp((yyvsp[(1) - (1)].c), "all"))
         (yyval.l) = 0;
@@ -9139,10 +9145,10 @@ yyreduce:
     ;}
     break;
 
-  case 356:
+  case 357:
 
 /* Line 1464 of yacc.c  */
-#line 3874 "Gmsh.y"
+#line 3878 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(2) - (2)].l);
       for(int i = 0; i < List_Nbr((yyval.l)); i++){
@@ -9152,10 +9158,10 @@ yyreduce:
     ;}
     break;
 
-  case 357:
+  case 358:
 
 /* Line 1464 of yacc.c  */
-#line 3882 "Gmsh.y"
+#line 3886 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(3) - (3)].l);
       for(int i = 0; i < List_Nbr((yyval.l)); i++){
@@ -9165,10 +9171,10 @@ yyreduce:
     ;}
     break;
 
-  case 358:
+  case 359:
 
 /* Line 1464 of yacc.c  */
-#line 3890 "Gmsh.y"
+#line 3894 "Gmsh.y"
     { 
       (yyval.l) = List_Create(2, 1, sizeof(double)); 
       for(double d = (yyvsp[(1) - (3)].d); ((yyvsp[(1) - (3)].d) < (yyvsp[(3) - (3)].d)) ? (d <= (yyvsp[(3) - (3)].d)) : (d >= (yyvsp[(3) - (3)].d)); 
@@ -9177,10 +9183,10 @@ yyreduce:
     ;}
     break;
 
-  case 359:
+  case 360:
 
 /* Line 1464 of yacc.c  */
-#line 3897 "Gmsh.y"
+#line 3901 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(double)); 
       if(!(yyvsp[(5) - (5)].d) || ((yyvsp[(1) - (5)].d) < (yyvsp[(3) - (5)].d) && (yyvsp[(5) - (5)].d) < 0) || ((yyvsp[(1) - (5)].d) > (yyvsp[(3) - (5)].d) && (yyvsp[(5) - (5)].d) > 0)){
@@ -9193,10 +9199,10 @@ yyreduce:
    ;}
     break;
 
-  case 360:
+  case 361:
 
 /* Line 1464 of yacc.c  */
-#line 3908 "Gmsh.y"
+#line 3912 "Gmsh.y"
     {
       // Returns the coordinates of a point and fills a list with it.
       // This allows to ensure e.g. that relative point positions are
@@ -9218,46 +9224,46 @@ yyreduce:
     ;}
     break;
 
-  case 361:
+  case 362:
 
 /* Line 1464 of yacc.c  */
-#line 3928 "Gmsh.y"
+#line 3932 "Gmsh.y"
     {
       (yyval.l) = GetAllEntityNumbers(0);
     ;}
     break;
 
-  case 362:
+  case 363:
 
 /* Line 1464 of yacc.c  */
-#line 3932 "Gmsh.y"
+#line 3936 "Gmsh.y"
     {
       (yyval.l) = GetAllEntityNumbers(1);
     ;}
     break;
 
-  case 363:
+  case 364:
 
 /* Line 1464 of yacc.c  */
-#line 3936 "Gmsh.y"
+#line 3940 "Gmsh.y"
     {
       (yyval.l) = GetAllEntityNumbers(2);
     ;}
     break;
 
-  case 364:
+  case 365:
 
 /* Line 1464 of yacc.c  */
-#line 3940 "Gmsh.y"
+#line 3944 "Gmsh.y"
     {
       (yyval.l) = GetAllEntityNumbers(3);
     ;}
     break;
 
-  case 365:
+  case 366:
 
 /* Line 1464 of yacc.c  */
-#line 3944 "Gmsh.y"
+#line 3948 "Gmsh.y"
     {
       (yyval.l) = List_Create(List_Nbr((yyvsp[(1) - (1)].l)), 1, sizeof(double));
       for(int i = 0; i < List_Nbr((yyvsp[(1) - (1)].l)); i++){
@@ -9269,10 +9275,10 @@ yyreduce:
     ;}
     break;
 
-  case 366:
+  case 367:
 
 /* Line 1464 of yacc.c  */
-#line 3954 "Gmsh.y"
+#line 3958 "Gmsh.y"
     {
       (yyval.l) = List_Create(List_Nbr((yyvsp[(1) - (1)].l)), 1, sizeof(double));
       for(int i = 0; i < List_Nbr((yyvsp[(1) - (1)].l)); i++){
@@ -9284,10 +9290,10 @@ yyreduce:
     ;}
     break;
 
-  case 367:
+  case 368:
 
 /* Line 1464 of yacc.c  */
-#line 3964 "Gmsh.y"
+#line 3968 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(double));
       if(!gmsh_yysymbols.count((yyvsp[(1) - (3)].c)))
@@ -9299,10 +9305,10 @@ yyreduce:
     ;}
     break;
 
-  case 368:
+  case 369:
 
 /* Line 1464 of yacc.c  */
-#line 3974 "Gmsh.y"
+#line 3978 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(double));
       if(!gmsh_yysymbols.count((yyvsp[(1) - (6)].c)))
@@ -9321,38 +9327,38 @@ yyreduce:
     ;}
     break;
 
-  case 369:
+  case 370:
 
 /* Line 1464 of yacc.c  */
-#line 3994 "Gmsh.y"
+#line 3998 "Gmsh.y"
     {
       (yyval.l) = List_Create(2, 1, sizeof(double));
       List_Add((yyval.l), &((yyvsp[(1) - (1)].d)));
     ;}
     break;
 
-  case 370:
+  case 371:
 
 /* Line 1464 of yacc.c  */
-#line 3999 "Gmsh.y"
+#line 4003 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(1) - (1)].l);
     ;}
     break;
 
-  case 371:
+  case 372:
 
 /* Line 1464 of yacc.c  */
-#line 4003 "Gmsh.y"
+#line 4007 "Gmsh.y"
     {
       List_Add((yyval.l), &((yyvsp[(3) - (3)].d)));
     ;}
     break;
 
-  case 372:
+  case 373:
 
 /* Line 1464 of yacc.c  */
-#line 4007 "Gmsh.y"
+#line 4011 "Gmsh.y"
     {
       for(int i = 0; i < List_Nbr((yyvsp[(3) - (3)].l)); i++){
 	double d;
@@ -9363,28 +9369,28 @@ yyreduce:
     ;}
     break;
 
-  case 373:
+  case 374:
 
 /* Line 1464 of yacc.c  */
-#line 4019 "Gmsh.y"
+#line 4023 "Gmsh.y"
     {
       (yyval.u) = CTX::instance()->packColor((int)(yyvsp[(2) - (9)].d), (int)(yyvsp[(4) - (9)].d), (int)(yyvsp[(6) - (9)].d), (int)(yyvsp[(8) - (9)].d));
     ;}
     break;
 
-  case 374:
+  case 375:
 
 /* Line 1464 of yacc.c  */
-#line 4023 "Gmsh.y"
+#line 4027 "Gmsh.y"
     {
       (yyval.u) = CTX::instance()->packColor((int)(yyvsp[(2) - (7)].d), (int)(yyvsp[(4) - (7)].d), (int)(yyvsp[(6) - (7)].d), 255);
     ;}
     break;
 
-  case 375:
+  case 376:
 
 /* Line 1464 of yacc.c  */
-#line 4035 "Gmsh.y"
+#line 4039 "Gmsh.y"
     {
       int flag;
       (yyval.u) = GetColorForString(ColorString, -1, (yyvsp[(1) - (1)].c), &flag);
@@ -9393,10 +9399,10 @@ yyreduce:
     ;}
     break;
 
-  case 376:
+  case 377:
 
 /* Line 1464 of yacc.c  */
-#line 4042 "Gmsh.y"
+#line 4046 "Gmsh.y"
     {
       unsigned int val = 0;
       ColorOption(GMSH_GET, (yyvsp[(1) - (5)].c), 0, (yyvsp[(5) - (5)].c), val);
@@ -9405,19 +9411,19 @@ yyreduce:
     ;}
     break;
 
-  case 377:
+  case 378:
 
 /* Line 1464 of yacc.c  */
-#line 4052 "Gmsh.y"
+#line 4056 "Gmsh.y"
     {
       (yyval.l) = (yyvsp[(2) - (3)].l);
     ;}
     break;
 
-  case 378:
+  case 379:
 
 /* Line 1464 of yacc.c  */
-#line 4056 "Gmsh.y"
+#line 4060 "Gmsh.y"
     {
       (yyval.l) = List_Create(256, 10, sizeof(unsigned int));
       GmshColorTable *ct = GetColorTable((int)(yyvsp[(3) - (6)].d));
@@ -9431,38 +9437,38 @@ yyreduce:
     ;}
     break;
 
-  case 379:
+  case 380:
 
 /* Line 1464 of yacc.c  */
-#line 4071 "Gmsh.y"
+#line 4075 "Gmsh.y"
     {
       (yyval.l) = List_Create(256, 10, sizeof(unsigned int));
       List_Add((yyval.l), &((yyvsp[(1) - (1)].u)));
     ;}
     break;
 
-  case 380:
+  case 381:
 
 /* Line 1464 of yacc.c  */
-#line 4076 "Gmsh.y"
+#line 4080 "Gmsh.y"
     {
       List_Add((yyval.l), &((yyvsp[(3) - (3)].u)));
     ;}
     break;
 
-  case 381:
+  case 382:
 
 /* Line 1464 of yacc.c  */
-#line 4083 "Gmsh.y"
+#line 4087 "Gmsh.y"
     {
       (yyval.c) = (yyvsp[(1) - (1)].c);
     ;}
     break;
 
-  case 382:
+  case 383:
 
 /* Line 1464 of yacc.c  */
-#line 4087 "Gmsh.y"
+#line 4091 "Gmsh.y"
     {
       if(!gmsh_yystringsymbols.count((yyvsp[(1) - (1)].c))){
 	yymsg(0, "Unknown string variable '%s'", (yyvsp[(1) - (1)].c));
@@ -9477,10 +9483,10 @@ yyreduce:
     ;}
     break;
 
-  case 383:
+  case 384:
 
 /* Line 1464 of yacc.c  */
-#line 4100 "Gmsh.y"
+#line 4104 "Gmsh.y"
     { 
       std::string out;
       StringOption(GMSH_GET, (yyvsp[(1) - (3)].c), 0, (yyvsp[(3) - (3)].c), out);
@@ -9490,10 +9496,10 @@ yyreduce:
     ;}
     break;
 
-  case 384:
+  case 385:
 
 /* Line 1464 of yacc.c  */
-#line 4108 "Gmsh.y"
+#line 4112 "Gmsh.y"
     { 
       std::string out;
       StringOption(GMSH_GET, (yyvsp[(1) - (6)].c), (int)(yyvsp[(3) - (6)].d), (yyvsp[(6) - (6)].c), out);
@@ -9503,19 +9509,19 @@ yyreduce:
     ;}
     break;
 
-  case 385:
+  case 386:
 
 /* Line 1464 of yacc.c  */
-#line 4119 "Gmsh.y"
+#line 4123 "Gmsh.y"
     {
       (yyval.c) = (yyvsp[(1) - (1)].c);
     ;}
     break;
 
-  case 386:
+  case 387:
 
 /* Line 1464 of yacc.c  */
-#line 4123 "Gmsh.y"
+#line 4127 "Gmsh.y"
     {
       (yyval.c) = (char *)Malloc(32 * sizeof(char));
       time_t now;
@@ -9525,10 +9531,10 @@ yyreduce:
     ;}
     break;
 
-  case 387:
+  case 388:
 
 /* Line 1464 of yacc.c  */
-#line 4131 "Gmsh.y"
+#line 4135 "Gmsh.y"
     { 
       const char *env = GetEnvironmentVar((yyvsp[(3) - (4)].c));
       if(!env) env = "";
@@ -9538,10 +9544,10 @@ yyreduce:
     ;}
     break;
 
-  case 388:
+  case 389:
 
 /* Line 1464 of yacc.c  */
-#line 4139 "Gmsh.y"
+#line 4143 "Gmsh.y"
     { 
       std::string s = Msg::GetString((yyvsp[(3) - (6)].c), (yyvsp[(5) - (6)].c));
       (yyval.c) = (char *)Malloc((s.size() + 1) * sizeof(char));
@@ -9551,10 +9557,10 @@ yyreduce:
     ;}
     break;
 
-  case 389:
+  case 390:
 
 /* Line 1464 of yacc.c  */
-#line 4147 "Gmsh.y"
+#line 4151 "Gmsh.y"
     {
       (yyval.c) = (char *)Malloc((strlen((yyvsp[(3) - (6)].c)) + strlen((yyvsp[(5) - (6)].c)) + 1) * sizeof(char));
       strcpy((yyval.c), (yyvsp[(3) - (6)].c));
@@ -9564,10 +9570,10 @@ yyreduce:
     ;}
     break;
 
-  case 390:
+  case 391:
 
 /* Line 1464 of yacc.c  */
-#line 4155 "Gmsh.y"
+#line 4159 "Gmsh.y"
     {
       (yyval.c) = (char *)Malloc((strlen((yyvsp[(3) - (4)].c)) + 1) * sizeof(char));
       int i;
@@ -9583,10 +9589,10 @@ yyreduce:
     ;}
     break;
 
-  case 391:
+  case 392:
 
 /* Line 1464 of yacc.c  */
-#line 4169 "Gmsh.y"
+#line 4173 "Gmsh.y"
     {
       (yyval.c) = (char *)Malloc((strlen((yyvsp[(3) - (4)].c)) + 1) * sizeof(char));
       int i;
@@ -9602,19 +9608,19 @@ yyreduce:
     ;}
     break;
 
-  case 392:
+  case 393:
 
 /* Line 1464 of yacc.c  */
-#line 4183 "Gmsh.y"
+#line 4187 "Gmsh.y"
     {
       (yyval.c) = (yyvsp[(3) - (4)].c);
     ;}
     break;
 
-  case 393:
+  case 394:
 
 /* Line 1464 of yacc.c  */
-#line 4187 "Gmsh.y"
+#line 4191 "Gmsh.y"
     {
       char tmpstring[1024];
       int i = PrintListOfDouble((yyvsp[(3) - (6)].c), (yyvsp[(5) - (6)].l), tmpstring);
@@ -9638,7 +9644,7 @@ yyreduce:
 
 
 /* Line 1464 of yacc.c  */
-#line 9642 "Gmsh.tab.cpp"
+#line 9648 "Gmsh.tab.cpp"
       default: break;
     }
   YY_SYMBOL_PRINT ("-> $$ =", yyr1[yyn], &yyval, &yyloc);
@@ -9850,7 +9856,7 @@ yyreturn:
 
 
 /* Line 1684 of yacc.c  */
-#line 4207 "Gmsh.y"
+#line 4211 "Gmsh.y"
 
 
 int PrintListOfDouble(char *format, List_T *list, char *buffer)
diff --git a/Parser/Gmsh.tab.hpp b/Parser/Gmsh.tab.hpp
index 8e80ec7f5d..2df76cba4a 100644
--- a/Parser/Gmsh.tab.hpp
+++ b/Parser/Gmsh.tab.hpp
@@ -80,95 +80,96 @@
      tToday = 297,
      tSyncModel = 298,
      tCreateTopology = 299,
-     tDistanceFunction = 300,
-     tPoint = 301,
-     tCircle = 302,
-     tEllipse = 303,
-     tLine = 304,
-     tSphere = 305,
-     tPolarSphere = 306,
-     tSurface = 307,
-     tSpline = 308,
-     tVolume = 309,
-     tCharacteristic = 310,
-     tLength = 311,
-     tParametric = 312,
-     tElliptic = 313,
-     tRefineMesh = 314,
-     tPlane = 315,
-     tRuled = 316,
-     tTransfinite = 317,
-     tComplex = 318,
-     tPhysical = 319,
-     tCompound = 320,
-     tPeriodic = 321,
-     tUsing = 322,
-     tPlugin = 323,
-     tDegenerated = 324,
-     tRotate = 325,
-     tTranslate = 326,
-     tSymmetry = 327,
-     tDilate = 328,
-     tExtrude = 329,
-     tLevelset = 330,
-     tLoop = 331,
-     tRecombine = 332,
-     tSmoother = 333,
-     tSplit = 334,
-     tDelete = 335,
-     tCoherence = 336,
-     tIntersect = 337,
-     tLayers = 338,
-     tHole = 339,
-     tAlias = 340,
-     tAliasWithOptions = 341,
-     tText2D = 342,
-     tText3D = 343,
-     tInterpolationScheme = 344,
-     tTime = 345,
-     tCombine = 346,
-     tBSpline = 347,
-     tBezier = 348,
-     tNurbs = 349,
-     tNurbsOrder = 350,
-     tNurbsKnots = 351,
-     tColor = 352,
-     tColorTable = 353,
-     tFor = 354,
-     tIn = 355,
-     tEndFor = 356,
-     tIf = 357,
-     tEndIf = 358,
-     tExit = 359,
-     tField = 360,
-     tReturn = 361,
-     tCall = 362,
-     tFunction = 363,
-     tShow = 364,
-     tHide = 365,
-     tGetValue = 366,
-     tGetEnv = 367,
-     tGetString = 368,
-     tGMSH_MAJOR_VERSION = 369,
-     tGMSH_MINOR_VERSION = 370,
-     tGMSH_PATCH_VERSION = 371,
-     tHomRank = 372,
-     tHomGen = 373,
-     tHomCut = 374,
-     tHomSeq = 375,
-     tAFFECTDIVIDE = 376,
-     tAFFECTTIMES = 377,
-     tAFFECTMINUS = 378,
-     tAFFECTPLUS = 379,
-     tOR = 380,
-     tAND = 381,
-     tNOTEQUAL = 382,
-     tEQUAL = 383,
-     tGREATEROREQUAL = 384,
-     tLESSOREQUAL = 385,
-     UNARYPREC = 386,
-     tMINUSMINUS = 387,
-     tPLUSPLUS = 388
+     tCreateTopologyNoHoles = 300,
+     tDistanceFunction = 301,
+     tPoint = 302,
+     tCircle = 303,
+     tEllipse = 304,
+     tLine = 305,
+     tSphere = 306,
+     tPolarSphere = 307,
+     tSurface = 308,
+     tSpline = 309,
+     tVolume = 310,
+     tCharacteristic = 311,
+     tLength = 312,
+     tParametric = 313,
+     tElliptic = 314,
+     tRefineMesh = 315,
+     tPlane = 316,
+     tRuled = 317,
+     tTransfinite = 318,
+     tComplex = 319,
+     tPhysical = 320,
+     tCompound = 321,
+     tPeriodic = 322,
+     tUsing = 323,
+     tPlugin = 324,
+     tDegenerated = 325,
+     tRotate = 326,
+     tTranslate = 327,
+     tSymmetry = 328,
+     tDilate = 329,
+     tExtrude = 330,
+     tLevelset = 331,
+     tLoop = 332,
+     tRecombine = 333,
+     tSmoother = 334,
+     tSplit = 335,
+     tDelete = 336,
+     tCoherence = 337,
+     tIntersect = 338,
+     tLayers = 339,
+     tHole = 340,
+     tAlias = 341,
+     tAliasWithOptions = 342,
+     tText2D = 343,
+     tText3D = 344,
+     tInterpolationScheme = 345,
+     tTime = 346,
+     tCombine = 347,
+     tBSpline = 348,
+     tBezier = 349,
+     tNurbs = 350,
+     tNurbsOrder = 351,
+     tNurbsKnots = 352,
+     tColor = 353,
+     tColorTable = 354,
+     tFor = 355,
+     tIn = 356,
+     tEndFor = 357,
+     tIf = 358,
+     tEndIf = 359,
+     tExit = 360,
+     tField = 361,
+     tReturn = 362,
+     tCall = 363,
+     tFunction = 364,
+     tShow = 365,
+     tHide = 366,
+     tGetValue = 367,
+     tGetEnv = 368,
+     tGetString = 369,
+     tGMSH_MAJOR_VERSION = 370,
+     tGMSH_MINOR_VERSION = 371,
+     tGMSH_PATCH_VERSION = 372,
+     tHomRank = 373,
+     tHomGen = 374,
+     tHomCut = 375,
+     tHomSeq = 376,
+     tAFFECTDIVIDE = 377,
+     tAFFECTTIMES = 378,
+     tAFFECTMINUS = 379,
+     tAFFECTPLUS = 380,
+     tOR = 381,
+     tAND = 382,
+     tNOTEQUAL = 383,
+     tEQUAL = 384,
+     tGREATEROREQUAL = 385,
+     tLESSOREQUAL = 386,
+     UNARYPREC = 387,
+     tMINUSMINUS = 388,
+     tPLUSPLUS = 389
    };
 #endif
 
@@ -192,7 +193,7 @@ typedef union YYSTYPE
 
 
 /* Line 1685 of yacc.c  */
-#line 196 "Gmsh.tab.hpp"
+#line 197 "Gmsh.tab.hpp"
 } YYSTYPE;
 # define YYSTYPE_IS_TRIVIAL 1
 # define yystype YYSTYPE /* obsolescent; will be withdrawn */
diff --git a/Parser/Gmsh.y b/Parser/Gmsh.y
index 9a8f42d9d5..9dc3f5a809 100644
--- a/Parser/Gmsh.y
+++ b/Parser/Gmsh.y
@@ -103,7 +103,7 @@ fullMatrix<double> ListOfListOfDouble2Matrix(List_T *list);
 %token tAtan tAtan2 tSinh tCosh tTanh tFabs tFloor tCeil
 %token tFmod tModulo tHypot 
 %token tPrintf tSprintf tStrCat tStrPrefix tStrRelative
-%token tBoundingBox tDraw tToday tSyncModel tCreateTopology tDistanceFunction
+%token tBoundingBox tDraw tToday tSyncModel tCreateTopology tCreateTopologyNoHoles tDistanceFunction
 %token tPoint tCircle tEllipse tLine tSphere tPolarSphere tSurface tSpline tVolume
 %token tCharacteristic tLength tParametric tElliptic tRefineMesh
 %token tPlane tRuled tTransfinite tComplex tPhysical tCompound tPeriodic
@@ -2413,6 +2413,10 @@ Command :
     {
       GModel::current()->createTopologyFromMesh();
     }
+   | tCreateTopologyNoHoles tEND
+    {
+      GModel::current()->createTopologyFromMesh(1);
+    }
    | tRefineMesh tEND
     {
       GModel::current()->importGEOInternals();
diff --git a/Parser/Gmsh.yy.cpp b/Parser/Gmsh.yy.cpp
index d872508865..78217ea131 100644
--- a/Parser/Gmsh.yy.cpp
+++ b/Parser/Gmsh.yy.cpp
@@ -379,8 +379,8 @@ static void yy_fatal_error (yyconst char msg[]  );
 	*yy_cp = '\0'; \
 	(yy_c_buf_p) = yy_cp;
 
-#define YY_NUM_RULES 154
-#define YY_END_OF_BUFFER 155
+#define YY_NUM_RULES 155
+#define YY_END_OF_BUFFER 156
 /* This struct is not used in this scanner,
    but its presence is necessary. */
 struct yy_trans_info
@@ -388,81 +388,82 @@ struct yy_trans_info
 	flex_int32_t yy_verify;
 	flex_int32_t yy_nxt;
 	};
-static yyconst flex_int16_t yy_accept[665] =
+static yyconst flex_int16_t yy_accept[672] =
     {   0,
-        0,    0,  155,  153,    1,    1,  153,    5,  153,    6,
-      153,  153,  153,  153,  153,  148,   21,    2,  153,   16,
-      153,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  153,   28,   24,   19,   25,   17,   26,
-       18,    0,  150,    3,    4,   20,  149,  148,    0,   29,
-       27,   30,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,   92,   91,  152,  152,
-
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      110,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  138,  139,  152,  152,
-      152,  152,  152,  152,  152,   23,   22,    0,  149,    0,
-        0,  151,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,   49,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,   63,
-      152,  152,  152,  152,  152,   76,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-       99,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  125,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  144,  152,  152,  152,  152,  152,    0,  150,
-        0,    0,  149,   31,  152,  152,  152,  152,   35,   37,
-      152,  152,  152,   57,  152,   44,  152,  152,  152,  152,
-      152,  152,  152,   48,  152,  152,  152,  152,   62,  152,
-      152,  152,  152,   71,  152,   72,  152,  152,   75,  152,
-      152,  152,  152,  152,   84,   85,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,   97,  152,   98,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-
-      152,  152,  120,  152,  152,  152,  152,  152,  135,  126,
-      152,  152,  152,  152,  124,  152,  152,  152,  152,  152,
-      152,  140,  143,  152,  152,  152,  152,   10,   15,    9,
-        8,  152,   12,   14,    0,  149,   33,  152,  152,  152,
-       39,  152,  152,  152,  152,  152,  152,  152,   52,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,   69,
-      152,  152,   73,   74,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,   90,  152,  152,   95,  152,  152,  152,
-      100,  152,  152,  152,  106,  107,  152,  152,  152,  111,
-      152,  112,  152,  152,  152,  152,  152,  152,  119,  152,
-
-      152,  152,  129,  152,  152,  152,  152,  152,  152,  152,
-      145,  152,  146,  152,   11,  152,   13,  152,   32,   36,
-       38,  152,   41,  152,  152,  152,   45,  152,  152,  152,
-      152,  152,  152,  152,  152,   59,   61,  152,  152,   68,
-      152,  152,  152,  152,  152,   78,  152,  152,   88,   87,
-      152,   89,  152,  152,  101,   96,  152,  152,  152,  103,
-      152,  152,  152,  116,  152,  115,  152,  152,  122,  118,
-      152,  127,  128,  152,  132,  152,  152,  152,  152,  152,
-      152,  152,  147,    7,  152,   40,   42,  152,  152,  152,
-      152,  152,   47,   51,  152,  152,  152,  152,   65,  152,
-
-      152,  152,   66,  152,  152,  152,  152,  152,  152,   86,
-      152,  152,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  131,  152,  152,  130,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,   54,  152,  152,  152,
-       64,   67,  152,   77,  152,  152,  152,  152,   80,  152,
-      152,  102,  104,  105,  152,  108,  109,  152,  152,  152,
-      123,  152,  152,  136,  152,  152,  152,  152,  152,  152,
-      152,   46,  152,  152,  152,  152,   70,  152,  152,  152,
-       79,  152,   93,  152,  152,  117,  152,  133,  152,  137,
-      152,  142,  152,  152,   56,  152,   53,  152,  152,  152,
-
-      152,  152,  152,  152,  113,  152,  121,  152,  152,  152,
-       43,  152,   55,  152,   60,  152,  152,  152,  152,  114,
-      134,  141,  152,  152,  152,  152,  152,  152,  152,  152,
-      152,  152,  152,  152,  152,  152,  152,   50,   58,  152,
-      152,  152,  152,  152,  152,  152,  152,  152,   34,  152,
-      152,  152,  152,  152,  152,  152,  152,   81,   82,   83,
-      152,  152,   94,    0
+        0,    0,  156,  154,    1,    1,  154,    5,  154,    6,
+      154,  154,  154,  154,  154,  149,   21,    2,  154,   16,
+      154,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  154,   28,   24,   19,   25,   17,   26,
+       18,    0,  151,    3,    4,   20,  150,  149,    0,   29,
+       27,   30,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,   93,   92,  153,  153,
+
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      111,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  139,  140,  153,  153,
+      153,  153,  153,  153,  153,   23,   22,    0,  150,    0,
+        0,  152,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,   49,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,   64,
+      153,  153,  153,  153,  153,   77,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      100,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  126,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  145,  153,  153,  153,  153,  153,    0,  151,
+        0,    0,  150,   31,  153,  153,  153,  153,   35,   37,
+      153,  153,  153,   57,  153,   44,  153,  153,  153,  153,
+      153,  153,  153,   48,  153,  153,  153,  153,   63,  153,
+      153,  153,  153,   72,  153,   73,  153,  153,   76,  153,
+      153,  153,  153,  153,   85,   86,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,   98,  153,   99,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+
+      153,  153,  121,  153,  153,  153,  153,  153,  136,  127,
+      153,  153,  153,  153,  125,  153,  153,  153,  153,  153,
+      153,  141,  144,  153,  153,  153,  153,   10,   15,    9,
+        8,  153,   12,   14,    0,  150,   33,  153,  153,  153,
+       39,  153,  153,  153,  153,  153,  153,  153,   52,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,   70,
+      153,  153,   74,   75,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,   91,  153,  153,   96,  153,  153,  153,
+      101,  153,  153,  153,  107,  108,  153,  153,  153,  112,
+      153,  113,  153,  153,  153,  153,  153,  153,  120,  153,
+
+      153,  153,  130,  153,  153,  153,  153,  153,  153,  153,
+      146,  153,  147,  153,   11,  153,   13,  153,   32,   36,
+       38,  153,   41,  153,  153,  153,   45,  153,  153,  153,
+      153,  153,  153,  153,  153,   60,   62,  153,  153,   69,
+      153,  153,  153,  153,  153,   79,  153,  153,   89,   88,
+      153,   90,  153,  153,  102,   97,  153,  153,  153,  104,
+      153,  153,  153,  117,  153,  116,  153,  153,  123,  119,
+      153,  128,  129,  153,  133,  153,  153,  153,  153,  153,
+      153,  153,  148,    7,  153,   40,   42,  153,  153,  153,
+      153,  153,   47,   51,  153,  153,  153,  153,   66,  153,
+
+      153,  153,   67,  153,  153,  153,  153,  153,  153,   87,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  132,  153,  153,  131,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,   54,  153,  153,  153,
+       65,   68,  153,   78,  153,  153,  153,  153,   81,  153,
+      153,  103,  105,  106,  153,  109,  110,  153,  153,  153,
+      124,  153,  153,  137,  153,  153,  153,  153,  153,  153,
+      153,   46,  153,  153,  153,  153,   71,  153,  153,  153,
+       80,  153,   94,  153,  153,  118,  153,  134,  153,  138,
+      153,  143,  153,  153,   56,  153,   53,  153,  153,  153,
+
+      153,  153,  153,  153,  114,  153,  122,  153,  153,  153,
+       43,  153,   55,  153,   61,  153,  153,  153,  153,  115,
+      135,  142,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,  153,  153,  153,  153,  153,  153,   50,   58,  153,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,   34,
+      153,  153,  153,  153,  153,  153,  153,  153,  153,  153,
+      153,   82,   83,   84,  153,  153,  153,  153,   95,   59,
+        0
     } ;
 
 static yyconst flex_int32_t yy_ec[256] =
@@ -509,161 +510,163 @@ static yyconst flex_int32_t yy_meta[73] =
         2,    1
     } ;
 
-static yyconst flex_int16_t yy_base[666] =
+static yyconst flex_int16_t yy_base[673] =
     {   0,
-        0,    0,  786,  787,  787,  787,  764,  787,  778,  787,
-      762,   64,   65,   63,   75,   77,  787,  787,  761,  760,
-      759,   46,   48,   66,   51,   65,   78,   46,   45,   71,
-        0,  720,   90,   80,  712,  714,   92,  106,  109,  145,
-      712,  715,  723,  701,  787,  787,  787,  787,  787,  787,
-      787,  761,  167,  787,  787,  787,  172,  187,  211,  787,
-      787,  787,    0,  711,  715,  720,  713,  720,  705,  694,
-      698,   62,  708,  715,  698,  152,  709,   59,  702,  711,
-      700,  706,  706,   93,  706,  702,  692,  691,  687,  690,
-      707,  682,  696,  111,  684,  702,    0,  678,  682,  671,
-
-       92,  681,  137,  708,  688,  674,  686,  672,  671,  663,
-        0,   35,  136,  677,  672,  113,  665,  672,  668,  668,
-      666,  176,  662,  661,  660,  137,    0,    0,  687,  662,
-      670,  672,  663,  660,  648,  787,  787,  227,  232,  241,
-      247,  252,  651,  667,  190,  654,  653,  654,  655,  650,
-      651,  649,  649,  642,  655,  652,  642,  174,  638,  646,
-      652,  647,  646,  649,  627,  639,  242,  636,  627,    0,
-      628,  626,  632,  628,  637,    0,  637,  655,  244,  633,
-      632,  249,  622,  654,  629,  614,  627,  624,  625,  624,
-      660,  612,  626,  605,  622,  618,  621,  612,  602,  606,
-
-      611,  604,  615,  602,  610,  599,  603,  591,  609,  604,
-      586,  599,  592,  600,  595,  594,  583,  254,  595,  588,
-      596,  617,  589,  595,  582,  581,  573,  244,  299,  304,
-      313,  318,  323,    0,  574,  577,  581,  588,    0,  619,
-      578,  581,  581,    0,  564,    0,  582,  571,  564,  563,
-      570,  215,  574,    0,  558,  563,  556,  555,    0,  558,
-      558,  565,  561,    0,  549,    0,  564,  550,    0,  547,
-      565,  551,  544,  561,    0,    0,  541,  555,  558,  553,
-      538,  562,  538,  536,  536,  533,  540,    0,  583,    0,
-      212,  538,  530,  530,  534,  531,  535,  538,  533,  522,
-
-      523,  520,    0,  526,  524,  519,  516,  530,    0,    0,
-      514,  515,  148,  518,    0,  529,  512,  523,  526,  521,
-      536,    0,    0,  500,  505,  515,  509,    0,    0,  509,
-        0,  514,  507,    0,  328,  333,  518,  498,  502,  501,
-        0,  500,  495,  502,  499,  506,  503,  502,  510,  492,
-      499,  483,  493,  496,  495,  494,  493,  212,  480,    0,
-      492,  491,    0,    0,  485,  246,  472,  475,  480,  471,
-      476,  475,  471,    0,  494,  467,    0,  466,  475,  464,
-        0,  480,  471,  465,    0,    0,  473,  473,  473,    0,
-      462,    0,  479,  467,  470,  466,  457,  464,    0,  460,
-
-      462,  461,    0,  446,  445,  458,  451,  458,  441,  445,
-        0,  177,    0,  453,    0,  450,    0,  447,    0,    0,
-      486,  449,    0,  440,  441,  432,    0,  437,  448,  443,
-      424,  433,  432,  448,  426,    0,    0,  122,  433,    0,
-      432,  435,  425,  188,  461,    0,  428,  416,    0,    0,
-      425,    0,  443,  428,    0,    0,  427,  418,  405,    0,
-      410,  419,  426,    0,  411,    0,  416,  435,    0,    0,
-      418,    0,    0,  416,    0,  415,  419,  414,  401,  413,
-      407,  414,    0,    0,  395,    0,    0,  406,  418,  406,
-      407,  407,    0,    0,  404,  406,  392,  404,    0,  386,
-
-      400,  401,    0,  388,  414,  409,  402,  384,  391,    0,
-      407,  391,  374,  382,  386,  373,  386,  377,  379,  373,
-      380,  367,    0,  374,  363,    0,  357,  375,  366,  359,
-      369,  398,  361,  357,  368,  361,    0,  352,  355,  350,
-        0,    0,  355,    0,  376,  375,  386,  357,    0,  386,
-      343,    0,    0,    0,  352,    0,    0,  355,  354,  340,
-        0,  334,  347,    0,  344,  345,  348,  361,  337,  338,
-      340,    0,  343,  342,  332,  340,    0,  350,  349,  358,
-        0,  345,    0,  337,  322,    0,  330,    0,  316,    0,
-      317,    0,  320,  311,    0,  315,    0,  314,  320,  326,
-
-      329,  328,  327,  341,    0,  320,    0,  319,  318,  303,
-        0,  302,    0,  306,    0,  321,  320,  319,  325,    0,
-        0,    0,  306,  305,  306,  331,  330,  329,  319,  294,
-      304,  282,  311,  285,  284,  264,  250,    0,    0,  265,
-      263,  262,  261,  236,  268,  267,  266,  270,    0,  254,
-      250,  249,  252,  244,  181,  120,  115,    0,    0,    0,
-       97,   71,    0,  787,   82
+        0,    0,  793,  794,  794,  794,  771,  794,  785,  794,
+      769,   64,   65,   63,   75,   77,  794,  794,  768,  767,
+      766,   46,   48,   66,   51,   65,   78,   46,   45,   71,
+        0,  727,   90,   80,  719,  721,   92,  106,  109,  145,
+      719,  722,  730,  708,  794,  794,  794,  794,  794,  794,
+      794,  768,  167,  794,  794,  794,  172,  187,  211,  794,
+      794,  794,    0,  718,  722,  727,  720,  727,  712,  701,
+      705,   62,  715,  722,  705,  152,  716,   59,  709,  718,
+      707,  713,  713,   93,  713,  709,  699,  698,  694,  697,
+      714,  689,  703,  111,  691,  709,    0,  685,  689,  678,
+
+       92,  688,  137,  715,  695,  681,  693,  679,  678,  670,
+        0,   35,  136,  684,  679,  113,  672,  679,  675,  675,
+      673,  176,  669,  668,  667,  137,    0,    0,  694,  669,
+      677,  679,  670,  667,  655,  794,  794,  227,  232,  241,
+      247,  252,  658,  674,  190,  661,  660,  661,  662,  657,
+      658,  656,  656,  649,  662,  659,  649,  174,  645,  653,
+      659,  654,  653,  656,  634,  646,  242,  643,  634,    0,
+      635,  633,  639,  635,  644,    0,  644,  662,  244,  640,
+      639,  249,  629,  661,  636,  621,  634,  631,  632,  631,
+      667,  619,  633,  612,  629,  625,  628,  619,  609,  613,
+
+      618,  611,  622,  609,  617,  606,  610,  598,  616,  611,
+      593,  606,  599,  607,  602,  601,  590,  254,  602,  595,
+      603,  624,  596,  602,  589,  588,  580,  244,  299,  304,
+      313,  318,  323,    0,  581,  584,  588,  595,    0,  626,
+      585,  588,  588,    0,  571,    0,  589,  578,  571,  570,
+      577,  215,  581,    0,  565,  570,  563,  562,    0,  565,
+      565,  572,  568,    0,  556,    0,  571,  557,    0,  554,
+      572,  558,  551,  568,    0,    0,  548,  562,  565,  560,
+      545,  569,  545,  543,  543,  540,  547,    0,  590,    0,
+      212,  545,  537,  537,  541,  538,  542,  545,  540,  529,
+
+      530,  527,    0,  533,  531,  526,  523,  537,    0,    0,
+      521,  522,  148,  525,    0,  536,  519,  530,  533,  528,
+      543,    0,    0,  507,  512,  522,  516,    0,    0,  516,
+        0,  521,  514,    0,  328,  333,  525,  505,  509,  508,
+        0,  507,  502,  509,  506,  513,  510,  509,  517,  499,
+      506,  490,  500,  503,  502,  501,  500,  212,  487,    0,
+      499,  498,    0,    0,  492,  246,  479,  482,  487,  478,
+      483,  482,  478,    0,  501,  474,    0,  473,  482,  471,
+        0,  487,  478,  472,    0,    0,  480,  480,  480,    0,
+      469,    0,  486,  474,  477,  473,  464,  471,    0,  467,
+
+      469,  468,    0,  453,  452,  465,  458,  465,  448,  452,
+        0,  177,    0,  460,    0,  457,    0,  454,    0,    0,
+      493,  456,    0,  447,  448,  439,    0,  444,  455,  450,
+      431,  440,  439,  455,  433,    0,    0,  122,  440,    0,
+      439,  442,  432,  188,  468,    0,  435,  423,    0,    0,
+      432,    0,  450,  435,    0,    0,  434,  425,  412,    0,
+      417,  426,  433,    0,  418,    0,  423,  442,    0,    0,
+      425,    0,    0,  423,    0,  422,  426,  421,  408,  420,
+      414,  421,    0,    0,  402,    0,    0,  413,  425,  413,
+      414,  414,    0,    0,  411,  413,  399,  411,    0,  393,
+
+      407,  408,    0,  395,  421,  416,  409,  391,  398,    0,
+      414,  398,  381,  389,  393,  380,  393,  384,  386,  380,
+      387,  374,    0,  381,  370,    0,  364,  382,  373,  366,
+      376,  405,  368,  364,  375,  368,    0,  359,  362,  357,
+        0,    0,  362,    0,  383,  382,  393,  364,    0,  393,
+      350,    0,    0,    0,  359,    0,    0,  362,  361,  347,
+        0,  341,  354,    0,  351,  352,  355,  368,  344,  345,
+      347,    0,  350,  349,  339,  347,    0,  357,  356,  365,
+        0,  352,    0,  344,  329,    0,  337,    0,  323,    0,
+      324,    0,  327,  318,    0,  322,    0,  321,  327,  333,
+
+      336,  335,  334,  348,    0,  327,    0,  326,  325,  310,
+        0,  309,    0,  313,    0,  328,  327,  326,  332,    0,
+        0,    0,  313,  312,  313,  338,  337,  336,  326,  301,
+      311,  289,  318,  317,  316,  309,  295,    0,  317,  311,
+      310,  284,  283,  246,  249,  275,  273,  272,  277,    0,
+      270,  262,  261,  260,  265,  231,  251,  250,  246,  253,
+      160,    0,    0,    0,  121,   91,  105,   34,    0,    0,
+      794,   82
     } ;
 
-static yyconst flex_int16_t yy_def[666] =
+static yyconst flex_int16_t yy_def[673] =
     {   0,
-      664,    1,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  664,  664,  664,  664,  664,
-      664,  664,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  664,  664,
-      664,  664,  664,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  664,  664,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,  665,  665,  665,  665,  665,  665,  665,
-      665,  665,  665,    0,  664
+      671,    1,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  671,  671,  671,  671,  671,
+      671,  671,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  671,  671,
+      671,  671,  671,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  671,  671,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+      672,  672,  672,  672,  672,  672,  672,  672,  672,  672,
+        0,  671
     } ;
 
-static yyconst flex_int16_t yy_nxt[860] =
+static yyconst flex_int16_t yy_nxt[867] =
     {   0,
         4,    5,    6,    7,    8,    9,   10,   11,   12,   13,
        14,   15,   16,   16,   16,   16,   16,   17,   18,   19,
@@ -674,94 +677,95 @@ static yyconst flex_int16_t yy_nxt[860] =
        31,   31,   31,   31,   31,   31,   31,   31,   31,   31,
        31,   44,   48,   52,   50,   53,   53,   53,   53,   53,
        91,  200,   54,   63,   49,   51,   55,   57,   69,   58,
-       58,   58,   58,   58,   64,   56,   92,  663,   70,   93,
+       58,   58,   58,   58,   64,   56,   92,  670,   70,   93,
 
       201,   78,   65,   59,   94,   79,   96,   71,   66,   67,
        68,  162,   72,   80,   95,  163,   73,  104,  151,   74,
        75,   81,   97,   82,   85,   76,  152,   59,   77,   98,
-       83,  662,   86,   84,   87,   88,  100,   89,  108,  105,
-      101,  661,  109,   90,  102,  110,  111,  169,  112,  103,
-      188,  113,  115,  170,  114,  660,  116,  171,  189,  127,
+       83,  669,   86,   84,   87,   88,  100,   89,  108,  105,
+      101,  668,  109,   90,  102,  110,  111,  169,  112,  103,
+      188,  113,  115,  170,  114,  667,  116,  171,  189,  127,
       128,  206,  119,  120,  207,  117,  121,  181,  182,  122,
       123,  118,  499,  124,  125,  129,  500,  208,  126,   53,
        53,   53,   53,   53,  139,  139,  139,  139,  139,  191,
       202,  130,  203,  138,  220,  221,  192,   57,  140,   58,
 
        58,   58,   58,   58,  131,  156,  402,  132,  157,  158,
-      505,  159,  403,   59,  236,  160,  659,  138,  506,  141,
+      505,  159,  403,   59,  236,  160,  666,  138,  506,  141,
       141,  251,  140,  142,  142,  142,  142,  142,  481,  214,
       237,  238,  215,  482,  252,  229,  229,   59,  216,  230,
       230,  230,  230,  230,  139,  139,  139,  139,  139,  232,
       232,  382,  383,  233,  233,  233,  233,  233,  231,  142,
       142,  142,  142,  142,  142,  142,  142,  142,  142,  261,
-      272,  351,  262,  277,  352,  438,  439,  278,  316,  658,
-      444,  657,  231,  445,  273,  656,  655,  274,  279,  280,
-      654,  317,  328,  318,  653,  329,  652,  651,  650,  649,
+      272,  351,  262,  277,  352,  438,  439,  278,  316,  665,
+      444,  664,  231,  445,  273,  663,  662,  274,  279,  280,
+      661,  317,  328,  318,  660,  329,  659,  658,  657,  656,
 
-      330,  648,  647,  646,  331,  645,  332,  333,  644,  643,
+      330,  655,  654,  653,  331,  652,  332,  333,  651,  650,
       334,  230,  230,  230,  230,  230,  230,  230,  230,  230,
-      230,  335,  335,  642,  641,  336,  336,  336,  336,  336,
+      230,  335,  335,  649,  648,  336,  336,  336,  336,  336,
       233,  233,  233,  233,  233,  233,  233,  233,  233,  233,
       336,  336,  336,  336,  336,  336,  336,  336,  336,  336,
-      640,  639,  638,  637,  636,  635,  634,  633,  632,  631,
-      630,  629,  628,  627,  626,  625,  624,  623,  622,  621,
-      620,  619,  618,  617,  616,  615,  614,  613,  612,  611,
-      610,  609,  608,  607,  606,  605,  604,  603,  602,  601,
-      600,  599,  598,  597,  596,  595,  594,  593,  592,  591,
-
-      590,  589,  588,  587,  586,  585,  584,  583,  582,  581,
-      580,  579,  578,  577,  576,  575,  574,  573,  572,  571,
-      570,  569,  568,  567,  566,  565,  564,  563,  562,  561,
-      560,  559,  558,  557,  556,  555,  554,  553,  552,  551,
-      550,  549,  548,  547,  546,  545,  544,  543,  542,  541,
-      540,  539,  538,  537,  536,  535,  534,  533,  532,  531,
-      530,  529,  528,  527,  526,  525,  524,  523,  522,  521,
-      520,  519,  518,  517,  516,  515,  514,  513,  512,  511,
-      510,  509,  508,  507,  504,  503,  502,  501,  498,  497,
-      496,  495,  494,  493,  492,  491,  490,  489,  488,  487,
-
-      486,  485,  484,  483,  480,  479,  478,  477,  476,  475,
-      474,  473,  472,  471,  470,  469,  468,  467,  466,  465,
-      464,  463,  462,  461,  460,  459,  458,  457,  456,  455,
-      454,  453,  452,  451,  450,  449,  448,  447,  446,  443,
-      442,  441,  440,  437,  436,  435,  434,  433,  432,  431,
-      430,  429,  428,  427,  426,  425,  424,  423,  422,  421,
-      420,  419,  418,  417,  416,  415,  414,  413,  412,  411,
-      410,  409,  408,  407,  406,  405,  404,  401,  400,  399,
-      398,  397,  396,  395,  394,  393,  392,  391,  390,  389,
-      388,  387,  386,  385,  384,  381,  380,  379,  378,  377,
-
-      376,  375,  374,  373,  372,  371,  370,  369,  368,  367,
-      366,  365,  364,  363,  362,  361,  360,  359,  358,  357,
-      356,  355,  354,  353,  350,  349,  348,  347,  346,  345,
-      344,  343,  342,  341,  340,  339,  338,  337,  327,  326,
-      325,  324,  323,  322,  321,  320,  319,  315,  314,  313,
-      312,  311,  310,  309,  308,  307,  306,  305,  304,  303,
-      302,  301,  300,  299,  298,  297,  296,  295,  294,  293,
-      292,  291,  290,  289,  288,  287,  286,  285,  284,  283,
-      282,  281,  276,  275,  271,  270,  269,  268,  267,  266,
-      265,  264,  263,  260,  259,  258,  257,  256,  255,  254,
-
-      253,  250,  249,  248,  247,  246,  245,  244,  243,  242,
-      241,  240,  239,  235,  234,  228,  227,  226,  225,  224,
-      223,  222,  219,  218,  217,  213,  212,  211,  210,  209,
-      205,  204,  199,  198,  197,  196,  195,  194,  193,  190,
-      187,  186,  185,  184,  183,  180,  179,  178,  177,  176,
-      175,  174,  173,  172,  168,  167,  166,  165,  164,  161,
-      155,  154,  153,  150,  149,  148,  147,  146,  145,  144,
-      143,  137,  136,  135,  134,  133,  107,  106,   99,   62,
-       61,   60,   47,   46,   45,  664,    3,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664
+      647,  646,  645,  644,  643,  642,  641,  640,  639,  638,
+      637,  636,  635,  634,  633,  632,  631,  630,  629,  628,
+      627,  626,  625,  624,  623,  622,  621,  620,  619,  618,
+      617,  616,  615,  614,  613,  612,  611,  610,  609,  608,
+      607,  606,  605,  604,  603,  602,  601,  600,  599,  598,
+
+      597,  596,  595,  594,  593,  592,  591,  590,  589,  588,
+      587,  586,  585,  584,  583,  582,  581,  580,  579,  578,
+      577,  576,  575,  574,  573,  572,  571,  570,  569,  568,
+      567,  566,  565,  564,  563,  562,  561,  560,  559,  558,
+      557,  556,  555,  554,  553,  552,  551,  550,  549,  548,
+      547,  546,  545,  544,  543,  542,  541,  540,  539,  538,
+      537,  536,  535,  534,  533,  532,  531,  530,  529,  528,
+      527,  526,  525,  524,  523,  522,  521,  520,  519,  518,
+      517,  516,  515,  514,  513,  512,  511,  510,  509,  508,
+      507,  504,  503,  502,  501,  498,  497,  496,  495,  494,
+
+      493,  492,  491,  490,  489,  488,  487,  486,  485,  484,
+      483,  480,  479,  478,  477,  476,  475,  474,  473,  472,
+      471,  470,  469,  468,  467,  466,  465,  464,  463,  462,
+      461,  460,  459,  458,  457,  456,  455,  454,  453,  452,
+      451,  450,  449,  448,  447,  446,  443,  442,  441,  440,
+      437,  436,  435,  434,  433,  432,  431,  430,  429,  428,
+      427,  426,  425,  424,  423,  422,  421,  420,  419,  418,
+      417,  416,  415,  414,  413,  412,  411,  410,  409,  408,
+      407,  406,  405,  404,  401,  400,  399,  398,  397,  396,
+      395,  394,  393,  392,  391,  390,  389,  388,  387,  386,
+
+      385,  384,  381,  380,  379,  378,  377,  376,  375,  374,
+      373,  372,  371,  370,  369,  368,  367,  366,  365,  364,
+      363,  362,  361,  360,  359,  358,  357,  356,  355,  354,
+      353,  350,  349,  348,  347,  346,  345,  344,  343,  342,
+      341,  340,  339,  338,  337,  327,  326,  325,  324,  323,
+      322,  321,  320,  319,  315,  314,  313,  312,  311,  310,
+      309,  308,  307,  306,  305,  304,  303,  302,  301,  300,
+      299,  298,  297,  296,  295,  294,  293,  292,  291,  290,
+      289,  288,  287,  286,  285,  284,  283,  282,  281,  276,
+      275,  271,  270,  269,  268,  267,  266,  265,  264,  263,
+
+      260,  259,  258,  257,  256,  255,  254,  253,  250,  249,
+      248,  247,  246,  245,  244,  243,  242,  241,  240,  239,
+      235,  234,  228,  227,  226,  225,  224,  223,  222,  219,
+      218,  217,  213,  212,  211,  210,  209,  205,  204,  199,
+      198,  197,  196,  195,  194,  193,  190,  187,  186,  185,
+      184,  183,  180,  179,  178,  177,  176,  175,  174,  173,
+      172,  168,  167,  166,  165,  164,  161,  155,  154,  153,
+      150,  149,  148,  147,  146,  145,  144,  143,  137,  136,
+      135,  134,  133,  107,  106,   99,   62,   61,   60,   47,
+       46,   45,  671,    3,  671,  671,  671,  671,  671,  671,
+
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671
     } ;
 
-static yyconst flex_int16_t yy_chk[860] =
+static yyconst flex_int16_t yy_chk[867] =
     {   0,
         1,    1,    1,    1,    1,    1,    1,    1,    1,    1,
         1,    1,    1,    1,    1,    1,    1,    1,    1,    1,
@@ -771,92 +775,93 @@ static yyconst flex_int16_t yy_chk[860] =
         1,    1,    1,    1,    1,    1,    1,    1,    1,    1,
         1,    1,    1,    1,    1,    1,    1,    1,    1,    1,
         1,    1,   12,   14,   13,   14,   14,   14,   14,   14,
-       28,  112,   15,  665,   12,   13,   15,   16,   23,   16,
-       16,   16,   16,   16,   22,   15,   28,  662,   23,   29,
+       28,  112,   15,  672,   12,   13,   15,   16,   23,   16,
+       16,   16,   16,   16,   22,   15,   28,  668,   23,   29,
 
       112,   25,   22,   16,   29,   25,   30,   23,   22,   22,
        22,   78,   24,   25,   29,   78,   24,   34,   72,   24,
        24,   26,   30,   26,   27,   24,   72,   16,   24,   30,
-       26,  661,   27,   26,   27,   27,   33,   27,   37,   34,
-       33,  657,   37,   27,   33,   37,   37,   84,   37,   33,
-      101,   37,   38,   84,   37,  656,   38,   84,  101,   40,
+       26,  667,   27,   26,   27,   27,   33,   27,   37,   34,
+       33,  666,   37,   27,   33,   37,   37,   84,   37,   33,
+      101,   37,   38,   84,   37,  665,   38,   84,  101,   40,
        40,  116,   39,   39,  116,   38,   39,   94,   94,   39,
        39,   38,  438,   39,   39,   40,  438,  116,   39,   53,
        53,   53,   53,   53,   57,   57,   57,   57,   57,  103,
       113,   40,  113,   53,  126,  126,  103,   58,   57,   58,
 
        58,   58,   58,   58,   40,   76,  313,   40,   76,   76,
-      444,   76,  313,   58,  145,   76,  655,   53,  444,   59,
+      444,   76,  313,   58,  145,   76,  661,   53,  444,   59,
        59,  158,   57,   59,   59,   59,   59,   59,  412,  122,
       145,  145,  122,  412,  158,  138,  138,   58,  122,  138,
       138,  138,  138,  138,  139,  139,  139,  139,  139,  140,
       140,  291,  291,  140,  140,  140,  140,  140,  139,  141,
       141,  141,  141,  141,  142,  142,  142,  142,  142,  167,
-      179,  252,  167,  182,  252,  358,  358,  182,  218,  654,
-      366,  653,  139,  366,  179,  652,  651,  179,  182,  182,
-      650,  218,  228,  218,  648,  228,  647,  646,  645,  644,
+      179,  252,  167,  182,  252,  358,  358,  182,  218,  660,
+      366,  659,  139,  366,  179,  658,  657,  179,  182,  182,
+      656,  218,  228,  218,  655,  228,  654,  653,  652,  651,
 
-      228,  643,  642,  641,  228,  640,  228,  228,  637,  636,
+      228,  649,  648,  647,  228,  646,  228,  228,  645,  644,
       228,  229,  229,  229,  229,  229,  230,  230,  230,  230,
-      230,  231,  231,  635,  634,  231,  231,  231,  231,  231,
+      230,  231,  231,  643,  642,  231,  231,  231,  231,  231,
       232,  232,  232,  232,  232,  233,  233,  233,  233,  233,
       335,  335,  335,  335,  335,  336,  336,  336,  336,  336,
-      633,  632,  631,  630,  629,  628,  627,  626,  625,  624,
-      623,  619,  618,  617,  616,  614,  612,  610,  609,  608,
-      606,  604,  603,  602,  601,  600,  599,  598,  596,  594,
-      593,  591,  589,  587,  585,  584,  582,  580,  579,  578,
-      576,  575,  574,  573,  571,  570,  569,  568,  567,  566,
-
-      565,  563,  562,  560,  559,  558,  555,  551,  550,  548,
-      547,  546,  545,  543,  540,  539,  538,  536,  535,  534,
-      533,  532,  531,  530,  529,  528,  527,  525,  524,  522,
-      521,  520,  519,  518,  517,  516,  515,  514,  513,  512,
-      511,  509,  508,  507,  506,  505,  504,  502,  501,  500,
-      498,  497,  496,  495,  492,  491,  490,  489,  488,  485,
-      482,  481,  480,  479,  478,  477,  476,  474,  471,  468,
-      467,  465,  463,  462,  461,  459,  458,  457,  454,  453,
-      451,  448,  447,  445,  443,  442,  441,  439,  435,  434,
-      433,  432,  431,  430,  429,  428,  426,  425,  424,  422,
-
-      421,  418,  416,  414,  410,  409,  408,  407,  406,  405,
-      404,  402,  401,  400,  398,  397,  396,  395,  394,  393,
-      391,  389,  388,  387,  384,  383,  382,  380,  379,  378,
-      376,  375,  373,  372,  371,  370,  369,  368,  367,  365,
-      362,  361,  359,  357,  356,  355,  354,  353,  352,  351,
-      350,  349,  348,  347,  346,  345,  344,  343,  342,  340,
-      339,  338,  337,  333,  332,  330,  327,  326,  325,  324,
-      321,  320,  319,  318,  317,  316,  314,  312,  311,  308,
-      307,  306,  305,  304,  302,  301,  300,  299,  298,  297,
-      296,  295,  294,  293,  292,  289,  287,  286,  285,  284,
-
-      283,  282,  281,  280,  279,  278,  277,  274,  273,  272,
-      271,  270,  268,  267,  265,  263,  262,  261,  260,  258,
-      257,  256,  255,  253,  251,  250,  249,  248,  247,  245,
-      243,  242,  241,  240,  238,  237,  236,  235,  227,  226,
-      225,  224,  223,  222,  221,  220,  219,  217,  216,  215,
-      214,  213,  212,  211,  210,  209,  208,  207,  206,  205,
-      204,  203,  202,  201,  200,  199,  198,  197,  196,  195,
-      194,  193,  192,  191,  190,  189,  188,  187,  186,  185,
-      184,  183,  181,  180,  178,  177,  175,  174,  173,  172,
-      171,  169,  168,  166,  165,  164,  163,  162,  161,  160,
-
-      159,  157,  156,  155,  154,  153,  152,  151,  150,  149,
-      148,  147,  146,  144,  143,  135,  134,  133,  132,  131,
-      130,  129,  125,  124,  123,  121,  120,  119,  118,  117,
-      115,  114,  110,  109,  108,  107,  106,  105,  104,  102,
-      100,   99,   98,   96,   95,   93,   92,   91,   90,   89,
-       88,   87,   86,   85,   83,   82,   81,   80,   79,   77,
-       75,   74,   73,   71,   70,   69,   68,   67,   66,   65,
-       64,   52,   44,   43,   42,   41,   36,   35,   32,   21,
-       20,   19,   11,    9,    7,    3,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664,  664,
-      664,  664,  664,  664,  664,  664,  664,  664,  664
+      641,  640,  639,  637,  636,  635,  634,  633,  632,  631,
+      630,  629,  628,  627,  626,  625,  624,  623,  619,  618,
+      617,  616,  614,  612,  610,  609,  608,  606,  604,  603,
+      602,  601,  600,  599,  598,  596,  594,  593,  591,  589,
+      587,  585,  584,  582,  580,  579,  578,  576,  575,  574,
+
+      573,  571,  570,  569,  568,  567,  566,  565,  563,  562,
+      560,  559,  558,  555,  551,  550,  548,  547,  546,  545,
+      543,  540,  539,  538,  536,  535,  534,  533,  532,  531,
+      530,  529,  528,  527,  525,  524,  522,  521,  520,  519,
+      518,  517,  516,  515,  514,  513,  512,  511,  509,  508,
+      507,  506,  505,  504,  502,  501,  500,  498,  497,  496,
+      495,  492,  491,  490,  489,  488,  485,  482,  481,  480,
+      479,  478,  477,  476,  474,  471,  468,  467,  465,  463,
+      462,  461,  459,  458,  457,  454,  453,  451,  448,  447,
+      445,  443,  442,  441,  439,  435,  434,  433,  432,  431,
+
+      430,  429,  428,  426,  425,  424,  422,  421,  418,  416,
+      414,  410,  409,  408,  407,  406,  405,  404,  402,  401,
+      400,  398,  397,  396,  395,  394,  393,  391,  389,  388,
+      387,  384,  383,  382,  380,  379,  378,  376,  375,  373,
+      372,  371,  370,  369,  368,  367,  365,  362,  361,  359,
+      357,  356,  355,  354,  353,  352,  351,  350,  349,  348,
+      347,  346,  345,  344,  343,  342,  340,  339,  338,  337,
+      333,  332,  330,  327,  326,  325,  324,  321,  320,  319,
+      318,  317,  316,  314,  312,  311,  308,  307,  306,  305,
+      304,  302,  301,  300,  299,  298,  297,  296,  295,  294,
+
+      293,  292,  289,  287,  286,  285,  284,  283,  282,  281,
+      280,  279,  278,  277,  274,  273,  272,  271,  270,  268,
+      267,  265,  263,  262,  261,  260,  258,  257,  256,  255,
+      253,  251,  250,  249,  248,  247,  245,  243,  242,  241,
+      240,  238,  237,  236,  235,  227,  226,  225,  224,  223,
+      222,  221,  220,  219,  217,  216,  215,  214,  213,  212,
+      211,  210,  209,  208,  207,  206,  205,  204,  203,  202,
+      201,  200,  199,  198,  197,  196,  195,  194,  193,  192,
+      191,  190,  189,  188,  187,  186,  185,  184,  183,  181,
+      180,  178,  177,  175,  174,  173,  172,  171,  169,  168,
+
+      166,  165,  164,  163,  162,  161,  160,  159,  157,  156,
+      155,  154,  153,  152,  151,  150,  149,  148,  147,  146,
+      144,  143,  135,  134,  133,  132,  131,  130,  129,  125,
+      124,  123,  121,  120,  119,  118,  117,  115,  114,  110,
+      109,  108,  107,  106,  105,  104,  102,  100,   99,   98,
+       96,   95,   93,   92,   91,   90,   89,   88,   87,   86,
+       85,   83,   82,   81,   80,   79,   77,   75,   74,   73,
+       71,   70,   69,   68,   67,   66,   65,   64,   52,   44,
+       43,   42,   41,   36,   35,   32,   21,   20,   19,   11,
+        9,    7,    3,  671,  671,  671,  671,  671,  671,  671,
+
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671,  671,  671,  671,  671,
+      671,  671,  671,  671,  671,  671
     } ;
 
 static yy_state_type yy_last_accepting_state;
@@ -913,7 +918,7 @@ void   skipline(void);
 #define YY_NO_UNISTD_H
 #endif
 
-#line 917 "Gmsh.yy.cpp"
+#line 922 "Gmsh.yy.cpp"
 
 #define INITIAL 0
 
@@ -1098,7 +1103,7 @@ YY_DECL
 #line 49 "Gmsh.l"
 
 
-#line 1102 "Gmsh.yy.cpp"
+#line 1107 "Gmsh.yy.cpp"
 
 	if ( !(yy_init) )
 		{
@@ -1151,13 +1156,13 @@ yy_match:
 			while ( yy_chk[yy_base[yy_current_state] + yy_c] != yy_current_state )
 				{
 				yy_current_state = (int) yy_def[yy_current_state];
-				if ( yy_current_state >= 665 )
+				if ( yy_current_state >= 672 )
 					yy_c = yy_meta[(unsigned int) yy_c];
 				}
 			yy_current_state = yy_nxt[yy_base[yy_current_state] + (unsigned int) yy_c];
 			++yy_cp;
 			}
-		while ( yy_base[yy_current_state] != 787 );
+		while ( yy_base[yy_current_state] != 794 );
 
 yy_find_action:
 		yy_act = yy_accept[yy_current_state];
@@ -1474,33 +1479,33 @@ return tCreateTopology;
 	YY_BREAK
 case 59:
 YY_RULE_SETUP
-#line 113 "Gmsh.l"
-return tDelete;
+#line 112 "Gmsh.l"
+return tCreateTopologyNoHoles;
 	YY_BREAK
 case 60:
 YY_RULE_SETUP
 #line 114 "Gmsh.l"
-return tDegenerated;
+return tDelete;
 	YY_BREAK
 case 61:
 YY_RULE_SETUP
 #line 115 "Gmsh.l"
-return tDilate;
+return tDegenerated;
 	YY_BREAK
 case 62:
 YY_RULE_SETUP
 #line 116 "Gmsh.l"
-return tDraw;
+return tDilate;
 	YY_BREAK
 case 63:
 YY_RULE_SETUP
-#line 118 "Gmsh.l"
-return tExp;
+#line 117 "Gmsh.l"
+return tDraw;
 	YY_BREAK
 case 64:
 YY_RULE_SETUP
 #line 119 "Gmsh.l"
-return tEllipse;
+return tExp;
 	YY_BREAK
 case 65:
 YY_RULE_SETUP
@@ -1510,440 +1515,445 @@ return tEllipse;
 case 66:
 YY_RULE_SETUP
 #line 121 "Gmsh.l"
-return tExtrude;
+return tEllipse;
 	YY_BREAK
 case 67:
 YY_RULE_SETUP
 #line 122 "Gmsh.l"
-return tElliptic;
+return tExtrude;
 	YY_BREAK
 case 68:
 YY_RULE_SETUP
 #line 123 "Gmsh.l"
-return tEndFor;
+return tElliptic;
 	YY_BREAK
 case 69:
 YY_RULE_SETUP
 #line 124 "Gmsh.l"
-return tEndIf;
+return tEndFor;
 	YY_BREAK
 case 70:
 YY_RULE_SETUP
 #line 125 "Gmsh.l"
-return tEuclidian;
+return tEndIf;
 	YY_BREAK
 case 71:
 YY_RULE_SETUP
 #line 126 "Gmsh.l"
-return tExit;
+return tEuclidian;
 	YY_BREAK
 case 72:
 YY_RULE_SETUP
-#line 128 "Gmsh.l"
-return tFabs;
+#line 127 "Gmsh.l"
+return tExit;
 	YY_BREAK
 case 73:
 YY_RULE_SETUP
 #line 129 "Gmsh.l"
-return tField;
+return tFabs;
 	YY_BREAK
 case 74:
 YY_RULE_SETUP
 #line 130 "Gmsh.l"
-return tFloor;
+return tField;
 	YY_BREAK
 case 75:
 YY_RULE_SETUP
 #line 131 "Gmsh.l"
-return tFmod;
+return tFloor;
 	YY_BREAK
 case 76:
 YY_RULE_SETUP
 #line 132 "Gmsh.l"
-return tFor;
+return tFmod;
 	YY_BREAK
 case 77:
 YY_RULE_SETUP
 #line 133 "Gmsh.l"
-return tFunction;
+return tFor;
 	YY_BREAK
 case 78:
 YY_RULE_SETUP
-#line 135 "Gmsh.l"
-return tGetEnv;
+#line 134 "Gmsh.l"
+return tFunction;
 	YY_BREAK
 case 79:
 YY_RULE_SETUP
 #line 136 "Gmsh.l"
-return tGetString;
+return tGetEnv;
 	YY_BREAK
 case 80:
 YY_RULE_SETUP
 #line 137 "Gmsh.l"
-return tGetValue;
+return tGetString;
 	YY_BREAK
 case 81:
 YY_RULE_SETUP
 #line 138 "Gmsh.l"
-return tGMSH_MAJOR_VERSION;
+return tGetValue;
 	YY_BREAK
 case 82:
 YY_RULE_SETUP
 #line 139 "Gmsh.l"
-return tGMSH_MINOR_VERSION;
+return tGMSH_MAJOR_VERSION;
 	YY_BREAK
 case 83:
 YY_RULE_SETUP
 #line 140 "Gmsh.l"
-return tGMSH_PATCH_VERSION;
+return tGMSH_MINOR_VERSION;
 	YY_BREAK
 case 84:
 YY_RULE_SETUP
-#line 142 "Gmsh.l"
-return tHide;
+#line 141 "Gmsh.l"
+return tGMSH_PATCH_VERSION;
 	YY_BREAK
 case 85:
 YY_RULE_SETUP
 #line 143 "Gmsh.l"
-return tHole;
+return tHide;
 	YY_BREAK
 case 86:
 YY_RULE_SETUP
 #line 144 "Gmsh.l"
-return tHomRank;
+return tHole;
 	YY_BREAK
 case 87:
 YY_RULE_SETUP
 #line 145 "Gmsh.l"
-return tHomGen;
+return tHomRank;
 	YY_BREAK
 case 88:
 YY_RULE_SETUP
 #line 146 "Gmsh.l"
-return tHomCut;
+return tHomGen;
 	YY_BREAK
 case 89:
 YY_RULE_SETUP
 #line 147 "Gmsh.l"
-return tHomSeq;
+return tHomCut;
 	YY_BREAK
 case 90:
 YY_RULE_SETUP
 #line 148 "Gmsh.l"
-return tHypot;
+return tHomSeq;
 	YY_BREAK
 case 91:
 YY_RULE_SETUP
-#line 150 "Gmsh.l"
-return tIn;
+#line 149 "Gmsh.l"
+return tHypot;
 	YY_BREAK
 case 92:
 YY_RULE_SETUP
 #line 151 "Gmsh.l"
-return tIf;
+return tIn;
 	YY_BREAK
 case 93:
 YY_RULE_SETUP
 #line 152 "Gmsh.l"
-return tIntersect;
+return tIf;
 	YY_BREAK
 case 94:
 YY_RULE_SETUP
 #line 153 "Gmsh.l"
-return tInterpolationScheme;
+return tIntersect;
 	YY_BREAK
 case 95:
 YY_RULE_SETUP
-#line 155 "Gmsh.l"
-return tNurbsKnots;
+#line 154 "Gmsh.l"
+return tInterpolationScheme;
 	YY_BREAK
 case 96:
 YY_RULE_SETUP
-#line 157 "Gmsh.l"
-return tLength;
+#line 156 "Gmsh.l"
+return tNurbsKnots;
 	YY_BREAK
 case 97:
 YY_RULE_SETUP
 #line 158 "Gmsh.l"
-return tLine;
+return tLength;
 	YY_BREAK
 case 98:
 YY_RULE_SETUP
 #line 159 "Gmsh.l"
-return tLoop;
+return tLine;
 	YY_BREAK
 case 99:
 YY_RULE_SETUP
 #line 160 "Gmsh.l"
-return tLog;
+return tLoop;
 	YY_BREAK
 case 100:
 YY_RULE_SETUP
 #line 161 "Gmsh.l"
-return tLog10;
+return tLog;
 	YY_BREAK
 case 101:
 YY_RULE_SETUP
 #line 162 "Gmsh.l"
-return tLayers;
+return tLog10;
 	YY_BREAK
 case 102:
 YY_RULE_SETUP
 #line 163 "Gmsh.l"
-return tLevelset;
+return tLayers;
 	YY_BREAK
 case 103:
 YY_RULE_SETUP
-#line 165 "Gmsh.l"
-return tModulo;
+#line 164 "Gmsh.l"
+return tLevelset;
 	YY_BREAK
 case 104:
 YY_RULE_SETUP
 #line 166 "Gmsh.l"
-return tMPI_Rank;
+return tModulo;
 	YY_BREAK
 case 105:
 YY_RULE_SETUP
 #line 167 "Gmsh.l"
-return tMPI_Size;
+return tMPI_Rank;
 	YY_BREAK
 case 106:
 YY_RULE_SETUP
-#line 169 "Gmsh.l"
-return tNurbs;
+#line 168 "Gmsh.l"
+return tMPI_Size;
 	YY_BREAK
 case 107:
 YY_RULE_SETUP
-#line 171 "Gmsh.l"
-return tNurbsOrder;
+#line 170 "Gmsh.l"
+return tNurbs;
 	YY_BREAK
 case 108:
 YY_RULE_SETUP
-#line 173 "Gmsh.l"
-return tPeriodic;
+#line 172 "Gmsh.l"
+return tNurbsOrder;
 	YY_BREAK
 case 109:
 YY_RULE_SETUP
 #line 174 "Gmsh.l"
-return tPhysical;
+return tPeriodic;
 	YY_BREAK
 case 110:
 YY_RULE_SETUP
 #line 175 "Gmsh.l"
-return tPi;
+return tPhysical;
 	YY_BREAK
 case 111:
 YY_RULE_SETUP
 #line 176 "Gmsh.l"
-return tPlane;
+return tPi;
 	YY_BREAK
 case 112:
 YY_RULE_SETUP
 #line 177 "Gmsh.l"
-return tPoint;
+return tPlane;
 	YY_BREAK
 case 113:
 YY_RULE_SETUP
 #line 178 "Gmsh.l"
-return tParametric;
+return tPoint;
 	YY_BREAK
 case 114:
 YY_RULE_SETUP
 #line 179 "Gmsh.l"
-return tPolarSphere;
+return tParametric;
 	YY_BREAK
 case 115:
 YY_RULE_SETUP
 #line 180 "Gmsh.l"
-return tPrintf;
+return tPolarSphere;
 	YY_BREAK
 case 116:
 YY_RULE_SETUP
 #line 181 "Gmsh.l"
-return tPlugin;
+return tPrintf;
 	YY_BREAK
 case 117:
 YY_RULE_SETUP
-#line 183 "Gmsh.l"
-return tRecombine;
+#line 182 "Gmsh.l"
+return tPlugin;
 	YY_BREAK
 case 118:
 YY_RULE_SETUP
 #line 184 "Gmsh.l"
-return tRotate;
+return tRecombine;
 	YY_BREAK
 case 119:
 YY_RULE_SETUP
 #line 185 "Gmsh.l"
-return tRuled;
+return tRotate;
 	YY_BREAK
 case 120:
 YY_RULE_SETUP
 #line 186 "Gmsh.l"
-return tRand;
+return tRuled;
 	YY_BREAK
 case 121:
 YY_RULE_SETUP
 #line 187 "Gmsh.l"
-return tRefineMesh;
+return tRand;
 	YY_BREAK
 case 122:
 YY_RULE_SETUP
 #line 188 "Gmsh.l"
-return tReturn;
+return tRefineMesh;
 	YY_BREAK
 case 123:
 YY_RULE_SETUP
-#line 190 "Gmsh.l"
-return tSmoother;
+#line 189 "Gmsh.l"
+return tReturn;
 	YY_BREAK
 case 124:
 YY_RULE_SETUP
 #line 191 "Gmsh.l"
-return tSqrt;
+return tSmoother;
 	YY_BREAK
 case 125:
 YY_RULE_SETUP
 #line 192 "Gmsh.l"
-return tSin;
+return tSqrt;
 	YY_BREAK
 case 126:
 YY_RULE_SETUP
 #line 193 "Gmsh.l"
-return tSinh;
+return tSin;
 	YY_BREAK
 case 127:
 YY_RULE_SETUP
 #line 194 "Gmsh.l"
-return tSphere;
+return tSinh;
 	YY_BREAK
 case 128:
 YY_RULE_SETUP
 #line 195 "Gmsh.l"
-return tSpline;
+return tSphere;
 	YY_BREAK
 case 129:
 YY_RULE_SETUP
 #line 196 "Gmsh.l"
-return tSplit;
+return tSpline;
 	YY_BREAK
 case 130:
 YY_RULE_SETUP
 #line 197 "Gmsh.l"
-return tSurface;
+return tSplit;
 	YY_BREAK
 case 131:
 YY_RULE_SETUP
 #line 198 "Gmsh.l"
-return tSprintf;
+return tSurface;
 	YY_BREAK
 case 132:
 YY_RULE_SETUP
 #line 199 "Gmsh.l"
-return tStrCat;
+return tSprintf;
 	YY_BREAK
 case 133:
 YY_RULE_SETUP
 #line 200 "Gmsh.l"
-return tStrPrefix;
+return tStrCat;
 	YY_BREAK
 case 134:
 YY_RULE_SETUP
 #line 201 "Gmsh.l"
-return tStrRelative;
+return tStrPrefix;
 	YY_BREAK
 case 135:
 YY_RULE_SETUP
 #line 202 "Gmsh.l"
-return tShow;
+return tStrRelative;
 	YY_BREAK
 case 136:
 YY_RULE_SETUP
 #line 203 "Gmsh.l"
-return tSymmetry;
+return tShow;
 	YY_BREAK
 case 137:
 YY_RULE_SETUP
 #line 204 "Gmsh.l"
-return tSyncModel;
+return tSymmetry;
 	YY_BREAK
 case 138:
 YY_RULE_SETUP
-#line 206 "Gmsh.l"
-return tText2D;
+#line 205 "Gmsh.l"
+return tSyncModel;
 	YY_BREAK
 case 139:
 YY_RULE_SETUP
 #line 207 "Gmsh.l"
-return tText3D;
+return tText2D;
 	YY_BREAK
 case 140:
 YY_RULE_SETUP
 #line 208 "Gmsh.l"
-return tTime;
+return tText3D;
 	YY_BREAK
 case 141:
 YY_RULE_SETUP
 #line 209 "Gmsh.l"
-return tTransfinite;
+return tTime;
 	YY_BREAK
 case 142:
 YY_RULE_SETUP
 #line 210 "Gmsh.l"
-return tTranslate;
+return tTransfinite;
 	YY_BREAK
 case 143:
 YY_RULE_SETUP
 #line 211 "Gmsh.l"
-return tTanh;
+return tTranslate;
 	YY_BREAK
 case 144:
 YY_RULE_SETUP
 #line 212 "Gmsh.l"
-return tTan;
+return tTanh;
 	YY_BREAK
 case 145:
 YY_RULE_SETUP
 #line 213 "Gmsh.l"
-return tToday;
+return tTan;
 	YY_BREAK
 case 146:
 YY_RULE_SETUP
-#line 215 "Gmsh.l"
-return tUsing;
+#line 214 "Gmsh.l"
+return tToday;
 	YY_BREAK
 case 147:
 YY_RULE_SETUP
-#line 217 "Gmsh.l"
-return tVolume;
+#line 216 "Gmsh.l"
+return tUsing;
 	YY_BREAK
 case 148:
-#line 220 "Gmsh.l"
+YY_RULE_SETUP
+#line 218 "Gmsh.l"
+return tVolume;
+	YY_BREAK
 case 149:
 #line 221 "Gmsh.l"
 case 150:
 #line 222 "Gmsh.l"
 case 151:
+#line 223 "Gmsh.l"
+case 152:
 YY_RULE_SETUP
-#line 222 "Gmsh.l"
+#line 223 "Gmsh.l"
 { gmsh_yylval.d = atof((char *)gmsh_yytext); return tDOUBLE; }
 	YY_BREAK
-case 152:
+case 153:
 YY_RULE_SETUP
-#line 224 "Gmsh.l"
+#line 225 "Gmsh.l"
 { gmsh_yylval.c = strsave((char*)gmsh_yytext); return tSTRING; }
 	YY_BREAK
-case 153:
+case 154:
 YY_RULE_SETUP
-#line 226 "Gmsh.l"
+#line 227 "Gmsh.l"
 return gmsh_yytext[0];
 	YY_BREAK
-case 154:
+case 155:
 YY_RULE_SETUP
-#line 228 "Gmsh.l"
+#line 229 "Gmsh.l"
 ECHO;
 	YY_BREAK
-#line 1947 "Gmsh.yy.cpp"
+#line 1957 "Gmsh.yy.cpp"
 case YY_STATE_EOF(INITIAL):
 	yyterminate();
 
@@ -2235,7 +2245,7 @@ static int yy_get_next_buffer (void)
 		while ( yy_chk[yy_base[yy_current_state] + yy_c] != yy_current_state )
 			{
 			yy_current_state = (int) yy_def[yy_current_state];
-			if ( yy_current_state >= 665 )
+			if ( yy_current_state >= 672 )
 				yy_c = yy_meta[(unsigned int) yy_c];
 			}
 		yy_current_state = yy_nxt[yy_base[yy_current_state] + (unsigned int) yy_c];
@@ -2263,11 +2273,11 @@ static int yy_get_next_buffer (void)
 	while ( yy_chk[yy_base[yy_current_state] + yy_c] != yy_current_state )
 		{
 		yy_current_state = (int) yy_def[yy_current_state];
-		if ( yy_current_state >= 665 )
+		if ( yy_current_state >= 672 )
 			yy_c = yy_meta[(unsigned int) yy_c];
 		}
 	yy_current_state = yy_nxt[yy_base[yy_current_state] + (unsigned int) yy_c];
-	yy_is_jam = (yy_current_state == 664);
+	yy_is_jam = (yy_current_state == 671);
 
 	return yy_is_jam ? 0 : yy_current_state;
 }
@@ -2940,7 +2950,7 @@ void gmsh_yyfree (void * ptr )
 
 #define YYTABLES_NAME "yytables"
 
-#line 228 "Gmsh.l"
+#line 229 "Gmsh.l"
 
 
 
-- 
GitLab