From 84c46d2b5107769f593aa06969c3fed64a46a33b Mon Sep 17 00:00:00 2001 From: Emilie Marchandise <emilie.marchandise@uclouvain.be> Date: Tue, 12 Jun 2012 19:52:13 +0000 Subject: [PATCH] centerline with ansio metric better --- Geo/Curvature.cpp | 72 +- Geo/Curvature.h | 7 +- Geo/GRbf.cpp | 10 +- Mesh/BackgroundMesh.cpp | 5 + Mesh/CenterlineField.cpp | 160 +- Mesh/CenterlineField.h | 5 + Mesh/Field.cpp | 11 +- Mesh/meshGRegionMMG3D.cpp | 6 +- .../centerlines/aneurysm_centerlines.geo | 6 +- benchmarks/centerlines/aorta_centerlines.geo | 6 +- .../centerlines/carotid_centerlines.geo | 9 +- benchmarks/centerlines/lung_centerlines.geo | 6 +- benchmarks/centerlines/myPARTS.msh | 128315 +++++++-------- contrib/mmg3d/build/sources/length.c | 4 +- contrib/mmg3d/build/sources/outqua.c | 12 +- 15 files changed, 62999 insertions(+), 65635 deletions(-) diff --git a/Geo/Curvature.cpp b/Geo/Curvature.cpp index 0005c4f316..4e2482b3cb 100644 --- a/Geo/Curvature.cpp +++ b/Geo/Curvature.cpp @@ -1392,28 +1392,6 @@ void Curvature::triangleNodalValuesAndDirections(MTriangle* triangle, SVector3* //======================================================================================================== -void Curvature::vertexNodalValues(MVertex* A, double& c0, int isAbs) - { - int V0 = 0; - - std::map<int,int>::iterator vertexIterator; - - vertexIterator = _VertexToInt.find( A->getNum() ); - if ( vertexIterator != _VertexToInt.end() ) V0 = (*vertexIterator).second; - else std::cout << "Didn't find vertex with number " << A->getNum() << " in _VertextToInt !" << std::endl; - - - if (isAbs){ - c0 = std::abs(_VertexCurve[V0]); //Mean curvature in vertex 0 - } - else{ - c0 = _VertexCurve[V0]; //Mean curvature in vertex 0 - } - - } - - //======================================================================================================== - void Curvature::edgeNodalValues(MLine* edge, double& c0, double& c1, int isAbs) { MVertex* A = edge->getVertex(0); @@ -1454,10 +1432,6 @@ void Curvature::edgeNodalValuesAndDirections(MLine* edge, SVector3* dMax, SVecto int V0 = 0; int V1 = 0; - //LineVertices[0] is a pointer the first vertex of the edge - //LineVertices[1] is a pointer the second vertex of the edge - - std::map<int,int>::iterator vertexIterator; vertexIterator = _VertexToInt.find( LineVertices[0]->getNum() ); if ( vertexIterator != _VertexToInt.end() ) V0 = (*vertexIterator).second; @@ -1499,6 +1473,52 @@ void Curvature::edgeNodalValuesAndDirections(MLine* edge, SVector3* dMax, SVecto cMin[1] = _curv2[V1]; } } + //======================================================================================================== + +void Curvature::vertexNodalValues(MVertex* A, double& c0, int isAbs) + { + int V0 = 0; + + std::map<int,int>::iterator vertexIterator; + + vertexIterator = _VertexToInt.find( A->getNum() ); + if ( vertexIterator != _VertexToInt.end() ) V0 = (*vertexIterator).second; + else std::cout << "Didn't find vertex with number " << A->getNum() << " in _VertextToInt !" << std::endl; + + + if (isAbs){ + c0 = std::abs(_VertexCurve[V0]); //Mean curvature in vertex 0 + } + else{ + c0 = _VertexCurve[V0]; //Mean curvature in vertex 0 + } + + } + +void Curvature::vertexNodalValuesAndDirections(MVertex *A, SVector3* dMax, SVector3* dMin, double* cMax, double* cMin, int isAbs) +{ + + int V0 = 0; + + std::map<int,int>::iterator vertexIterator; + vertexIterator = _VertexToInt.find( A->getNum() ); + if ( vertexIterator != _VertexToInt.end() ) V0 = (*vertexIterator).second; + else + std::cout << "Didn't find vertex with number " << A->getNum() << " in _VertextToInt !" << std::endl; + + if (isAbs){ + dMax[0] = _pdir1[V0]; + dMin[0] = _pdir2[V0]; + cMax[0] = std::abs(_curv1[V0]); + cMin[0] = std::abs(_curv2[V0]); + } + else{ + dMax[0] = _pdir1[V0]; + dMin[0] = _pdir2[V0]; + cMax[0] = _curv1[V0]; + cMin[0] = _curv2[V0]; + } +} //======================================================================================================== diff --git a/Geo/Curvature.h b/Geo/Curvature.h index 02bd48bb93..acfbdb6476 100644 --- a/Geo/Curvature.h +++ b/Geo/Curvature.h @@ -209,15 +209,14 @@ public: void computeCurvature_RBF(); void triangleNodalValues(MTriangle* triangle, double& c0, double& c1, double& c2, int isAbs=0); - void triangleNodalValuesAndDirections(MTriangle* triangle, SVector3* dMax, SVector3* dMin, double* cMax, double* cMin, int isAbs=0); - void vertexNodalValues(MVertex* A, double& c0, int isAbs=0); - void edgeNodalValues(MLine* edge, double& c0, double& c1, int isAbs=0); - void edgeNodalValuesAndDirections(MLine* edge, SVector3* dMax, SVector3* dMin, double* cMax, double* cMin, int isAbs=0); + void vertexNodalValues(MVertex* A, double& c0, int isAbs=0); + void vertexNodalValuesAndDirections(MVertex *A, SVector3* dMax, SVector3* dMin, double* cMax, double* cMin, int isAbs=0); + void writeToMshFile( const std::string & filename); void writeToPosFile( const std::string & filename); diff --git a/Geo/GRbf.cpp b/Geo/GRbf.cpp index 34a50cb2b4..29999e3df3 100644 --- a/Geo/GRbf.cpp +++ b/Geo/GRbf.cpp @@ -194,7 +194,7 @@ void GRbf::buildXYZkdtree() void GRbf::buildOctree(double radius) { - printf("building octree radius = %g \n", radius); + //printf("building octree radius = %g \n", radius); SBoundingBox3d bb; for (int i= 0; i< nbNodes; i++) bb += SPoint3(centers(i,0),centers(i,1), centers(i,2)); @@ -674,7 +674,7 @@ void GRbf::RbfLapSurface_global_CPM_high_2(const fullMatrix<double> &cntrs, const fullMatrix<double> &normals, fullMatrix<double> &Oper) { - Msg::Info("*** RBF ... building Laplacian operator"); + Msg::Debug("*** RBF ... building Laplacian operator"); int numNodes = cntrs.size1(); int nnTot = 3*numNodes; Oper.resize(nnTot,nnTot); @@ -722,7 +722,7 @@ void GRbf::RbfLapSurface_global_CPM_high_2(const fullMatrix<double> &cntrs, A.invertInPlace(); Oper.gemm(AOper, A, 1.0, 0.0); - Msg::Info("*** RBF builded Laplacian operator"); + Msg::Debug("*** RBF builded Laplacian operator"); } //NEW METHOD #2 CPM GLOBAL HIGH @@ -732,7 +732,7 @@ void GRbf::RbfLapSurface_global_CPM_high(const fullMatrix<double> &cntrs, const fullMatrix<double> &normals, fullMatrix<double> &Oper) { - Msg::Info("*** RBF ... building Laplacian operator"); + Msg::Debug("*** RBF ... building Laplacian operator"); int numNodes = cntrs.size1(); int nnTot = 3*numNodes; Oper.resize(numNodes,numNodes); @@ -784,7 +784,7 @@ void GRbf::RbfLapSurface_global_CPM_high(const fullMatrix<double> &cntrs, } } - Msg::Info("*** RBF builded Laplacian operator"); + Msg::Debug("*** RBF builded Laplacian operator"); } void GRbf::RbfLapSurface_global_CPM_low(const fullMatrix<double> &cntrs, diff --git a/Mesh/BackgroundMesh.cpp b/Mesh/BackgroundMesh.cpp index 7a70f6094c..6a1d7ddc56 100644 --- a/Mesh/BackgroundMesh.cpp +++ b/Mesh/BackgroundMesh.cpp @@ -63,6 +63,11 @@ SMetric3 buildMetricTangentToSurface (SVector3 &t1, SVector3 &t2, double l_t1, d t2.normalize(); SVector3 n = crossprod (t1,t2); n.normalize(); + + l_t1 = std::max(l_t1, CTX::instance()->mesh.lcMin); + l_t2 = std::max(l_t2, CTX::instance()->mesh.lcMin); + l_t1 = std::min(l_t1, CTX::instance()->mesh.lcMax); + l_t2 = std::min(l_t2, CTX::instance()->mesh.lcMax); SMetric3 Metric (1./(l_t1*l_t1),1./(l_t2*l_t2),1./(l_n*l_n),t1,t2,n); return Metric; } diff --git a/Mesh/CenterlineField.cpp b/Mesh/CenterlineField.cpp index 7f084d9ac5..f8583e5a05 100644 --- a/Mesh/CenterlineField.cpp +++ b/Mesh/CenterlineField.cpp @@ -30,6 +30,7 @@ #include "discreteFace.h" #include "GEdgeCompound.h" #include "GFaceCompound.h" +#include "BackgroundMesh.h" #include "meshGFace.h" #include "meshGEdge.h" #include "MQuadrangle.h" @@ -45,6 +46,9 @@ void erase(std::vector<MLine*>& lines, MLine* l) { std::vector<MLine*>::iterator it = std::remove(lines.begin(), lines.end(), l); lines.erase(it, lines.end()); } + + + double computeLength(std::vector<MLine*> lines){ double length= 0.0; @@ -1175,6 +1179,7 @@ void Centerline::operator() (double x, double y, double z, SMetric3 &metr, GEnt bool onTubularSurface = true; double ds = 0.0; bool isCompound = (ge->dim() == 2 && ge->geomType() == GEntity::CompoundSurface) ? true: false; + bool onInOutlets = (ge->geomType() == GEntity::Plane) ? true: false; std::list<GFace*> cFaces; if (isCompound) cFaces = ((GFaceCompound*)ge)->getCompounds(); if ( ge->dim() == 3 || (ge->dim() == 2 && ge->geomType() == GEntity::Plane) || @@ -1197,63 +1202,150 @@ void Centerline::operator() (double x, double y, double z, SMetric3 &metr, GEnt SVector3 p0(nodes[index2[0]][0], nodes[index2[0]][1], nodes[index2[0]][2]); SVector3 p1(nodes[index2[1]][0], nodes[index2[1]][1], nodes[index2[1]][2]); + delete[]index2; + delete[]dist2; + //dir_a = direction along the centerline //dir_n = normal direction of the disk //dir_t = tangential direction of the disk - SVector3 dir_a = p1-p0; - SVector3 dir_n(xyz[0]-p0.x(), xyz[1]-p0.y(), xyz[2]-p0.z()); - SVector3 dir_t; + SVector3 dir_a = p1-p0; dir_a.normalize(); + SVector3 dir_n(xyz[0]-p0.x(), xyz[1]-p0.y(), xyz[2]-p0.z()); dir_n.normalize(); + SVector3 dir_t; buildOrthoBasis2(dir_a, dir_n, dir_t); - //find discrete curvature + //find discrete curvature at closest vertex Curvature& curvature = Curvature::getInstance(); if( !Curvature::valueAlreadyComputed() ) { Msg::Info("Need to compute discrete curvature"); Curvature::typeOfCurvature type = Curvature::RUSIN; curvature.computeCurvature(current, type); } - double c0; - curvature.vertexNodalValues(vertices[index[0]], c0,1); - //double crv = 1./radMax; - double crv = c0; + double curv, cMin, cMax; + SVector3 dMin, dMax; + curvature.vertexNodalValuesAndDirections(vertices[index[0]],&dMax, &dMin, &cMax, &cMin, 1); + curvature.vertexNodalValues(vertices[index[0]], curv, 0); + double c0 =std::abs(curv); + double sign = (curv > 0.0) ? 1.0: -1.0; + + double beta = CTX::instance()->mesh.smoothRatio; + double ratio = 1.3; + + double thickness = radMax/4.; + double rho = 1/c0; + double hwall_n = thickness/20.; + double hwall_t = 2*M_PI*rho/nbPoints; + double hfar = radMax/4.; + + double lc_a = 3.5*hwall_t; + + double ll1 = ds*(ratio-1) + hwall_n; + double lc_n = std::min(ll1,hfar); + double ll2 = hwall_t *(rho+sign*ds)/rho ; //sign * ds*(ratio-1) + hwall_t; + if (ds > thickness) ll2 = hfar; + double lc_t = std::min(lc_n*CTX::instance()->mesh.anisoMax, std::min(ll2,hfar)); - double lc = 2*M_PI*radMax/nbPoints; - double lc_a = 3.5*lc; - double lc_n, lc_t; - - if ( onTubularSurface){ - double e = radMax/5.; - double hn = e/50.; - lc_n = hn; - double oneOverD2 = .5/(lc*lc) * (1. + sqrt (1. + ( 4.*crv*crv*lc*lc*lc*lc/ (lc_n*lc_n*CTX::instance()->mesh.smoothRatio*CTX::instance()->mesh.smoothRatio)))); - lc_n = lc_t = sqrt(1./oneOverD2); + lc_n = std::max(lc_n, CTX::instance()->mesh.lcMin); + lc_n = std::min(lc_n, CTX::instance()->mesh.lcMax); + lc_t = std::max(lc_t, CTX::instance()->mesh.lcMin); + lc_t = std::min(lc_t, CTX::instance()->mesh.lcMax); + + // if ( onInOutlets){ + // if (ds < thickness){ + // double oneOverD2 = 1./(2.*rho*rho*(beta*beta-1))*(sqrt(1+ (4.*rho*rho*(beta*beta-1))/(lc_n*lc_n))-1.); + // curvMetric = buildMetricTangentToCurve(dir_n, lc_n, sqrt(1./oneOverD2)); + // } + // else { + // curvMetric = buildMetricTangentToCurve(dir_n,lc_n,lc_t); + // } + // } + + //curvature metric + SMetric3 curvMetric; + if (ds < thickness) + curvMetric = metricBasedOnSurfaceCurvature(dMin, dMax, cMin, cMax, radMax); + //curvMetric = metricBasedOnSurfaceCurvatureBis(dMin, dMax, dir_n, cMin, cMax, lc_n, lc_t, lc_a, + // radMax, ds, thickness, beta); + else + curvMetric = SMetric3(1.e-12); //1./(hfar*hfar)); + + + if (onTubularSurface){ + //double oneOverD2 = .5/(lc_t*lc_t) * (1. + sqrt (1. + ( 4.*c0*c0*lc_t*lc_t*lc_t*lc_t/ (lc_n*lc_n*beta*beta)))); + double oneOverD2 = 1./(2.*rho*rho*(beta*beta-1))*(sqrt(1+ (4.*rho*rho*(beta*beta-1))/(lc_n*lc_n))-1.); + double lc_t_new = sqrt(1./oneOverD2); + lc_n = lc_t = lc_t_new; } else{ - /// thickness of the refined layer - double e = radMax/5.; - // small size - double hn = e/50.; - double rm = std::max(radMax-ds, radMax-e); - - lc_t = lc; - lc_n = std::min(lc,ds*(1.3-1) + hn); + //double oneOverD2 = .5/(lc_t*lc_t) * (1. + sqrt (1. + ( 4.*c0*c0*lc_t*lc_t*lc_t*lc_t/ (lc_n*lc_n*beta*beta)))); + double oneOverD2 = 1./(2.*rho*rho*(beta*beta-1))*(sqrt(1+ (4.*rho*rho*(beta*beta-1))/(lc_n*lc_n))-1.); + double lc_t_new = (ds < thickness) ? sqrt(1./oneOverD2) : lc_t; + lc_t = lc_t_new; + } - double oneOverD2 = .5/(lc*lc) * (1. + sqrt (1. + ( 4.*crv*crv*lc*lc*lc*lc/ (lc_n*lc_n*CTX::instance()->mesh.smoothRatio*CTX::instance()->mesh.smoothRatio)))); - lc_t = sqrt(1./oneOverD2); + // double lc_a_curv = sqrt(dot(dir_a,curvMetric,dir_a)); + // lc_a = std::min(lc_a, lc_a_curv); - } double lam_a = 1./(lc_a*lc_a); double lam_n = 1./(lc_n*lc_n); double lam_t = 1./(lc_t*lc_t); - - metr = SMetric3(lam_a,lam_n,lam_t, dir_a, dir_n, dir_t); - - delete[]index2; - delete[]dist2; + + //intersect metric + metr = SMetric3(lam_a,lam_n,lam_t, dir_a, dir_n, dir_t); + metr = intersection_conserveM1(metr,curvMetric); return; } +SMetric3 Centerline::metricBasedOnSurfaceCurvature(SVector3 dirMin, SVector3 dirMax, double cmin, double cmax, double radMax){ + + double lcMin = ((2 * M_PI *radMax) /( 20*nbPoints )); + double lcMax = ((2 * M_PI *radMax) /( 0.25*nbPoints )); + if (cmin == 0) cmin =1.e-12; + if (cmax == 0) cmax =1.e-12; + double lambda2 = ((2 * M_PI) /( fabs(cmax) * nbPoints ) ); + double lambda1 = ((2 * M_PI) /( fabs(cmin) * nbPoints ) ); + SVector3 Z = crossprod(dirMax,dirMin); + dirMin.normalize(); + dirMax.normalize(); + Z.normalize(); + lambda1 = std::max(lambda1, lcMin); + lambda2 = std::max(lambda2, lcMin); + lambda1 = std::min(lambda1, lcMax); + lambda2 = std::min(lambda2, lcMax); + + SMetric3 curvMetric (1./(lambda1*lambda1),1./(lambda2*lambda2), 1.e-5, dirMin, dirMax, Z ); + + return curvMetric; +} + +SMetric3 Centerline::metricBasedOnSurfaceCurvatureBis(SVector3 dMin, SVector3 dMax, SVector3 dir_n, + double cMin, double cMax, + double lc_n, double lc_t, double lc_a, + double radMax, + double ds, double thickness, double beta){ + SMetric3 curvMetric; + // if (ds < thickness){ + if (cMin == 0) cMin =1.e-12; + if (cMax == 0) cMax =1.e-12; + double rhoMin = 1./cMin; + double rhoMax = 1./cMax; + //double hmin = 2*M_PI*rhoMin/nbPoints; + //double hmax = 2*M_PI*rhoMax/nbPoints; + double oneOverD2_min = 1./(2.*rhoMin*rhoMin*(beta*beta-1))*(sqrt(1+ (4.*rhoMin*rhoMin*(beta*beta-1))/(lc_n*lc_n))-1.); + double oneOverD2_max = 1./(2.*rhoMax*rhoMax*(beta*beta-1))*(sqrt(1+ (4.*rhoMax*rhoMax*(beta*beta-1))/(lc_n*lc_n))-1.); + //double oneOverD2_min = .5/(lc_t*lc_t) * (1. + sqrt (1. + ( 4.*cMin*cMin*lc_t*lc_t*lc_t*lc_t/ (lc_n*lc_n*beta*beta)))); + //double oneOverD2_max = .5/(lc_t*lc_t) * (1. + sqrt (1. + ( 4.*cMax*cMax*lc_t*lc_t*lc_t*lc_t/ (lc_n*lc_n*beta*beta)))); + double hmin = sqrt(1./oneOverD2_min); + double hmax = sqrt(1./oneOverD2_max); + curvMetric = buildMetricTangentToSurface(dMin,dMax,hmin,hmax,lc_n); + //} + // else { + // curvMetric = buildMetricTangentToCurve(dir_n,lc_n,lc_t); + // } + + return curvMetric; +} + void Centerline::printSplit() const{ FILE * f = fopen("mySPLIT.pos","w"); diff --git a/Mesh/CenterlineField.h b/Mesh/CenterlineField.h index 961e03e57b..22e47017ab 100644 --- a/Mesh/CenterlineField.h +++ b/Mesh/CenterlineField.h @@ -161,6 +161,11 @@ class Centerline : public Field{ //Print for debugging void printSplit() const; + SMetric3 metricBasedOnSurfaceCurvature(SVector3 dMin, SVector3 dMax, double cMin, double cMax, double radMax); + + SMetric3 metricBasedOnSurfaceCurvatureBis(SVector3 dirMin, SVector3 dirMax, SVector3 dirN, + double cmin, double cmax, double lc_n, double lc_t, double lc_a, double radMax, + double ds, double thickness, double beta); }; #else class Centerline : public Field{ diff --git a/Mesh/Field.cpp b/Mesh/Field.cpp index deb5852798..4812288758 100644 --- a/Mesh/Field.cpp +++ b/Mesh/Field.cpp @@ -1879,7 +1879,6 @@ double BoundaryLayerField::operator() (double x, double y, double z, GEntity *ge // current_distance = dist; const double lc = dist*(ratio-1) + hwall_t; // double lc = hwall * pow (ratio, dist / hwall); - // printf("coucou\n"); return std::min (hfar,lc); } @@ -1908,6 +1907,7 @@ void BoundaryLayerField::operator() (AttractorField *cc, double dist, lc_t = std::min(lc_t, CTX::instance()->mesh.lcMax); std::pair<AttractorInfo,SPoint3> pp = cc->getAttractorInfo(); + double beta = CTX::instance()->mesh.smoothRatio; if (pp.first.dim ==0){ GVertex *v = GModel::current()->getVertexByTag(pp.first.ent); SVector3 t1; @@ -1925,9 +1925,10 @@ void BoundaryLayerField::operator() (AttractorField *cc, double dist, if (dist < thickness){ SVector3 t1 = e->firstDer(pp.first.u); double crv = e->curvature(pp.first.u); + double rho = 1./crv; const double b = lc_t; const double h = lc_n; - double oneOverD2 = .5/(b*b) * (1. + sqrt (1. + ( 4.*crv*crv*b*b*b*b/ (h*h*CTX::instance()->mesh.smoothRatio*CTX::instance()->mesh.smoothRatio)))); + double oneOverD2 = .5/(b*b) * (1. + sqrt (1. + ( 4.*crv*crv*b*b*b*b/ (h*h*beta*beta)))); metr = buildMetricTangentToCurve(t1,sqrt(1./oneOverD2),lc_n); return; } @@ -1946,8 +1947,10 @@ void BoundaryLayerField::operator() (AttractorField *cc, double dist, cmax = gf->curvatures(SPoint2(pp.first.u,pp.first.v),&dirMax, &dirMin, &cmax,&cmin); const double b = lc_t; const double h = lc_n; - double oneOverD2_min = .5/(b*b) * (1. + sqrt (1. + ( 4.*cmin*cmin*b*b*b*b/ (h*h*CTX::instance()->mesh.smoothRatio*CTX::instance()->mesh.smoothRatio)))); - double oneOverD2_max = .5/(b*b) * (1. + sqrt (1. + ( 4.*cmax*cmax*b*b*b*b/ (h*h*CTX::instance()->mesh.smoothRatio*CTX::instance()->mesh.smoothRatio)))); + double rhoMin = 1./cmin; + double rhoMax = 1./cmax; + double oneOverD2_min = .5/(b*b) * (1. + sqrt (1. + ( 4.*cmin*cmin*b*b*b*b/ (h*h*beta*beta)))); + double oneOverD2_max = .5/(b*b) * (1. + sqrt (1. + ( 4.*cmax*cmax*b*b*b*b/ (h*h*beta*beta)))); double dmin = sqrt(1./oneOverD2_min); double dmax = sqrt(1./oneOverD2_max); dmin = std::min(dmin,dmax*tgt_aniso_ratio); diff --git a/Mesh/meshGRegionMMG3D.cpp b/Mesh/meshGRegionMMG3D.cpp index 306d4fc837..ae0f8bec46 100644 --- a/Mesh/meshGRegionMMG3D.cpp +++ b/Mesh/meshGRegionMMG3D.cpp @@ -278,13 +278,13 @@ void refineMeshMMG(GRegion *gr) Msg::Debug("-------- GMSH LAUNCHES MMG3D ---------------"); mmg3d::MMG_mmg3dlib(opt,mmg,sol); Msg::Debug("-------- MG3D TERMINATED -------------------"); - Msg::Info("MMG3D succeeded %d vertices %d tetrahedra", - mmg->np, mmg->ne); + Msg::Info("MMG3D succeeded (ITER=%d) %d vertices %d tetrahedra", + ITER, mmg->np, mmg->ne); // Here we should interact with BGM updateSizes(gr,mmg, sol,mmg2gmsh); int nTnow = mmg->ne; - if (fabs((double)(nTnow - nT)) < 0.03 * nT) break; + if (fabs((double)(nTnow - nT)) < 0.05 * nT) break; } //char test[] = "test.mesh"; diff --git a/benchmarks/centerlines/aneurysm_centerlines.geo b/benchmarks/centerlines/aneurysm_centerlines.geo index 2393cc486a..e2c747bfe6 100644 --- a/benchmarks/centerlines/aneurysm_centerlines.geo +++ b/benchmarks/centerlines/aneurysm_centerlines.geo @@ -1,7 +1,7 @@ -Mesh.Algorithm = 5; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad -Mesh.Algorithm3D = 1; //(1=tetgen, 4=netgen, 7=mmg3D +Mesh.Algorithm = 7; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad +Mesh.Algorithm3D = 7; //(1=tetgen, 4=netgen, 7=mmg3D -Mesh.LcIntegrationPrecision = 1.e-3; +Mesh.LcIntegrationPrecision = 1.e-2; //Mesh.RecombineAll = 1; //Mesh.Bunin = 150; diff --git a/benchmarks/centerlines/aorta_centerlines.geo b/benchmarks/centerlines/aorta_centerlines.geo index d3dd31c774..d683ec1baa 100644 --- a/benchmarks/centerlines/aorta_centerlines.geo +++ b/benchmarks/centerlines/aorta_centerlines.geo @@ -1,7 +1,9 @@ Mesh.Algorithm = 7; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad) Mesh.Algorithm3D = 7; //(1=tetgen, 4=netgen, 5=FrontalDel, 6=FrontalHex, 7=MMG3D, 9=R-tree -Mesh.LcIntegrationPrecision = 1.e-3; +Mesh.LcIntegrationPrecision = 1.e-2; +//Mesh.CharacteristicLengthMin = 0.03; +//Mesh.CharacteristicLengthMax = 3.00; //Mesh.RecombineAll = 1; //Mesh.Bunin = 120; @@ -10,7 +12,7 @@ Merge "aorta2.stl"; Field[1] = Centerline; Field[1].FileName = "centerlinesAORTA.vtk"; -Field[1].nbPoints = 33; +Field[1].nbPoints = 33; //33; Field[1].nbElemLayer = 4; Field[1].hLayer = 0.2;//percent of vessel radius diff --git a/benchmarks/centerlines/carotid_centerlines.geo b/benchmarks/centerlines/carotid_centerlines.geo index 84776a1cb2..de6563d66d 100644 --- a/benchmarks/centerlines/carotid_centerlines.geo +++ b/benchmarks/centerlines/carotid_centerlines.geo @@ -1,6 +1,7 @@ -Mesh.Algorithm = 6; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad) -Mesh.LcIntegrationPrecision = 1.e-3; -Mesh.Algorithm3D = 1; +Mesh.Algorithm = 7; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad) +Mesh.Algorithm3D = 7; + +Mesh.LcIntegrationPrecision = 1.e-2; //Mesh.RecombineAll = 1; @@ -14,7 +15,7 @@ Field[1].nbElemLayer = 4; Field[1].hLayer = 0.2; //percent of vessel radius Field[1].closeVolume =1; -Field[1].extrudeWall =1; +//Field[1].extrudeWall =1; Field[1].reMesh =1; Field[1].run; diff --git a/benchmarks/centerlines/lung_centerlines.geo b/benchmarks/centerlines/lung_centerlines.geo index a48e6677ad..a35ca05d18 100644 --- a/benchmarks/centerlines/lung_centerlines.geo +++ b/benchmarks/centerlines/lung_centerlines.geo @@ -1,14 +1,14 @@ -Mesh.Algorithm = 6; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad) +Mesh.Algorithm = 5; //(1=MeshAdapt, 2=Automatic, 5=Delaunay, 6=Frontal, 7=bamg, 8=delquad) Mesh.Algorithm3D = 1; //(1=tetgen, 4=netgen, 7=mmg3D //Mesh.RecombineAll = 1; -Mesh.LcIntegrationPrecision = 1.e-5; +//Mesh.LcIntegrationPrecision = 1.e-3; Merge "lung.stl"; Field[1] = Centerline; Field[1].FileName = "centerlinesLUNG.vtk"; -Field[1].nbPoints = 15; +Field[1].nbPoints = 19; Field[1].closeVolume =1; //Field[1].extrudeWall =1; diff --git a/benchmarks/centerlines/myPARTS.msh b/benchmarks/centerlines/myPARTS.msh index 797a4e350f..a4c56d9e14 100644 --- a/benchmarks/centerlines/myPARTS.msh +++ b/benchmarks/centerlines/myPARTS.msh @@ -2,21576 +2,20505 @@ $MeshFormat 2.2 0 8 $EndMeshFormat $Nodes -21566 -1 20.26534930252669 16.26753213831587 7.777356018244681 -2 18.80937903114688 18.67769977142986 3.909049494988579 -3 14.92879024401571 17.85042900454618 2.273685032173717 -4 17.16475105285645 17.84614372253418 0.07069240510463715 -5 14.92121757043946 14.21701465961158 3.901259448264699 -6 19.83455657958984 16.1203784942627 11.30058479309082 -7 14.68903732299805 15.47977256774902 0.06819623708724976 -8 14.6638011932373 16.98115348815918 0.08832292258739471 -9 13.11906051635742 16.36320877075195 7.640917778015137 -10 20.28753067479025 16.28654444189971 7.777499231279887 -11 20.33007027402864 16.32501828895212 7.77786701510928 -12 20.35642041347626 16.35009879127012 7.778152635209876 -13 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3.527202606201172 -1881 19.77572631835938 16.82865142822266 4.299530029296875 -1882 19.6449146270752 17.59319877624512 3.851341009140015 -1883 19.47782516479492 17.74840354919434 3.745962381362915 -1884 19.44595718383789 17.61954689025879 3.698313474655151 -1885 20.53370475769043 17.8350944519043 6.453648090362549 -1886 19.89115142822266 18.07306289672852 4.480667114257812 -1887 20.27456474304199 17.54315376281738 4.927218437194824 -1888 20.30000877380371 17.56714630126953 5.039336204528809 -1889 20.26105499267578 17.64108276367188 4.914555072784424 -1890 20.64509773254395 16.81748199462891 7.093125343322754 -1891 19.0506706237793 16.41199493408203 5.688348770141602 -1892 18.93717002868652 16.42281913757324 5.577953815460205 -1893 18.95091438293457 16.44179153442383 5.687286376953125 -1894 18.81423950195312 16.6423168182373 6.521772384643555 -1895 18.83969879150391 16.61723518371582 6.494142055511475 -1896 18.69798469543457 16.78256607055664 6.446411609649658 -1897 19.48709487915039 17.28679656982422 3.723355531692505 -1898 19.21708297729492 17.56013870239258 3.50200366973877 -1899 19.23857498168945 17.42507553100586 3.518191576004028 -1900 19.48728561401367 17.79953384399414 3.766001224517822 -1901 19.64978981018066 16.17180061340332 6.816020965576172 -1902 19.71695899963379 16.15371894836426 6.974030494689941 -1903 19.75610542297363 16.16028213500977 6.932199478149414 -1904 19.18453216552734 16.28061676025391 4.360530853271484 -1905 19.14668083190918 16.2420654296875 4.695775985717773 -1906 20.59795570373535 16.7260627746582 7.152376651763916 -1907 20.62277793884277 16.74933815002441 7.229556560516357 -1908 19.44908332824707 16.18125915527344 7.20445442199707 -1909 19.41933441162109 16.17961502075195 7.325644493103027 -1910 19.31790351867676 16.3017578125 4.552974700927734 -1911 20.33418846130371 17.71287155151367 5.306221961975098 -1912 20.36093139648438 17.65798950195312 5.345174789428711 -1913 18.88786697387695 16.51819229125977 7.634958267211914 -1914 18.92405319213867 16.45122528076172 7.775064468383789 -1915 18.98058891296387 16.42268180847168 7.601254940032959 -1916 19.36699867248535 16.4104061126709 4.193520545959473 -1917 19.26167297363281 16.37396240234375 4.140800476074219 -1918 17.76011848449707 16.76787185668945 5.128328800201416 -1919 17.72297859191895 16.80692672729492 5.138635635375977 -1920 20.45790481567383 16.4969539642334 7.359938621520996 -1921 20.38634300231934 16.4701099395752 7.064232349395752 -1922 19.61764717102051 17.51845932006836 3.824471235275269 -1923 18.84947967529297 16.54084205627441 7.778526782989502 -1924 18.77159690856934 16.69877433776855 7.58294153213501 -1925 20.46684074401855 17.52924346923828 5.575205326080322 -1926 20.75449371337891 17.27499198913574 7.639803886413574 -1927 20.74006271362305 17.3790111541748 7.695240497589111 -1928 20.22815895080566 17.74304580688477 4.902279376983643 -1929 19.97963523864746 16.8736686706543 4.62044095993042 -1930 19.98177146911621 17.13100814819336 4.405230522155762 -1931 19.38586616516113 16.34271049499512 6.008559226989746 -1932 20.26114273071289 16.67525482177734 5.741793155670166 -1933 19.80733871459961 16.43923759460449 5.572811126708984 -1934 19.86672973632812 16.50175285339355 5.466988563537598 -1935 19.89699363708496 16.54244232177734 5.394367694854736 -1936 19.77322196960449 16.48030853271484 5.410632610321045 -1937 20.67450332641602 17.56415557861328 6.793220520019531 -1938 20.75969886779785 17.21018409729004 7.586677074432373 -1939 20.75919723510742 17.1423511505127 7.524842262268066 -1940 19.08183288574219 16.25079536437988 4.445265769958496 -1941 19.03427696228027 16.25010871887207 4.37616491317749 -1942 18.71849060058594 16.76114845275879 7.162490844726562 -1943 18.65740966796875 16.87801170349121 6.945356845855713 -1944 18.51120758056641 16.69321632385254 5.662899017333984 -1945 20.25930786132812 17.48114776611328 4.871118068695068 -1946 20.25287246704102 17.58345985412598 4.8634934425354 -1947 20.21482849121094 17.62589645385742 4.768965244293213 -1948 19.71186065673828 16.45006370544434 5.429637908935547 -1949 20.36143684387207 16.89618873596191 5.605589866638184 -1950 19.98380851745605 17.46277046203613 4.277029514312744 -1951 19.62669563293457 16.4505558013916 5.048988819122314 -1952 19.68339538574219 16.48329925537109 5.119148731231689 -1953 19.24576950073242 16.30863952636719 6.602234840393066 -1954 19.29062843322754 16.30359077453613 6.50891637802124 -1955 19.33905601501465 16.29789161682129 6.428896903991699 -1956 19.3023738861084 16.31865119934082 6.392160415649414 -1957 19.31704330444336 17.17434501647949 3.600545406341553 -1958 18.57763671875 16.9012622833252 6.132923603057861 -1959 18.76840591430664 16.69277572631836 6.603721141815186 -1960 18.73453140258789 16.73648452758789 6.521392345428467 -1961 20.09210014343262 16.36407279968262 6.437520027160645 -1962 18.73448944091797 16.73980712890625 6.762337207794189 -1963 18.84526062011719 16.57306671142578 7.110114097595215 -1964 18.84083938598633 16.58247947692871 6.998092651367188 -1965 18.99310493469238 16.40834617614746 5.546886920928955 -1966 20.67813491821289 16.86453628540039 7.176610469818115 -1967 20.70026016235352 16.93308639526367 7.143941402435303 -1968 19.49838447570801 16.18238258361816 6.909321308135986 -1969 19.69691848754883 16.16195869445801 6.90002965927124 -1970 18.59159278869629 17.09685516357422 6.903616905212402 -1971 18.9549446105957 17.03121757507324 3.350692987442017 -1972 19.94726371765137 16.88072967529297 4.550386905670166 -1973 19.84979248046875 16.81886291503906 4.451680183410645 -1974 19.80570983886719 16.35565376281738 5.938666820526123 -1975 19.86413383483887 16.39176750183105 5.839897632598877 -1976 19.9654655456543 16.40487670898438 5.942962646484375 -1977 19.8523120880127 16.41162300109863 5.735439777374268 -1978 19.87249183654785 16.37125396728516 5.945162773132324 -1979 19.64447402954102 16.1015510559082 7.716434955596924 -1980 18.77668762207031 16.28053665161133 4.133409023284912 -1981 19.85913276672363 17.77765083312988 4.143588066101074 -1982 19.9399356842041 17.8616886138916 4.331390380859375 -1983 19.84278678894043 17.83820915222168 4.158470153808594 -1984 19.82697677612305 17.8979549407959 4.174911499023438 -1985 19.37063598632812 16.35648727416992 5.787487030029297 -1986 20.47435760498047 17.91046714782715 6.136240005493164 -1987 20.46045875549316 17.91330718994141 6.030083179473877 -1988 19.07620620727539 16.33401679992676 7.570722103118896 -1989 19.08356857299805 16.29005241394043 7.812309741973877 -1990 19.82019805908203 17.27346611022949 4.052544116973877 -1991 19.88861083984375 17.37723159790039 4.122734069824219 -1992 19.88736915588379 17.26810455322266 4.155947685241699 -1993 20.21164131164551 17.10569763183594 4.954278945922852 -1994 20.19354629516602 17.11470794677734 4.876944065093994 -1995 20.05863952636719 16.16047668457031 7.687938690185547 -1996 17.81693840026855 17.23764038085938 5.46915864944458 -1997 17.68142700195312 17.25707244873047 5.401601791381836 -1998 18.96597099304199 16.3580150604248 5.127548217773438 -1999 18.72030067443848 16.75348663330078 6.407358646392822 -2000 18.97655296325684 16.38598442077637 7.814805030822754 -2001 18.35497283935547 16.90312004089355 5.703506946563721 -2002 18.54201126098633 16.82288551330566 5.853407382965088 -2003 19.91889381408691 16.66154861450195 4.885686874389648 -2004 19.98168563842773 16.71998405456543 4.911497592926025 -2005 20.31571769714355 17.29809951782227 5.154511451721191 -2006 20.05344390869141 16.3206672668457 6.53667163848877 -2007 20.02501106262207 16.32159042358398 6.473212242126465 -2008 20.51849746704102 16.67665863037109 6.81613302230835 -2009 18.41411781311035 16.4183521270752 5.048375129699707 -2010 18.44157981872559 16.34870147705078 4.901601791381836 -2011 18.86144065856934 16.55270195007324 7.245944976806641 -2012 20.69463157653809 17.51687049865723 7.801541328430176 -2013 20.66817283630371 17.60086822509766 7.619756698608398 -2014 18.73390960693359 16.77457046508789 7.570245742797852 -2015 18.1054859161377 16.8129825592041 5.476426124572754 -2016 18.57634544372559 16.26653099060059 4.606228351593018 -2017 18.47516822814941 16.28322982788086 4.567028045654297 -2018 18.45151901245117 16.30581665039062 4.722460746765137 -2019 18.66469764709473 16.82304382324219 6.364563465118408 -2020 19.46748352050781 16.38985443115234 5.072157859802246 -2021 19.50966644287109 16.40127372741699 5.055224895477295 -2022 18.6391429901123 17.11458396911621 7.465918064117432 -2023 18.62923812866211 17.13168716430664 7.396506786346436 -2024 20.64872360229492 17.41860198974609 6.484427928924561 -2025 20.66991424560547 17.20916938781738 6.645806789398193 -2026 18.29570960998535 17.44795036315918 5.978781700134277 -2027 18.37164688110352 17.2690372467041 6.025095462799072 -2028 18.35443115234375 17.27712821960449 5.985977172851562 -2029 19.797607421875 16.11043357849121 7.543878555297852 -2030 19.70644378662109 16.28382301330566 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10640 10610 -21296 2 2 0 3 10640 8923 9938 -21297 2 2 0 3 10610 9938 9939 -21298 2 2 0 3 8923 10607 10606 -21299 2 2 0 3 10607 9084 10567 -21300 2 2 0 3 10606 10567 10566 -21301 2 2 0 3 9939 8375 10612 -21302 2 2 0 3 8375 10566 10608 -21303 2 2 0 3 10612 10608 10530 -21304 2 2 0 3 8830 8377 8904 -21305 2 2 0 3 8903 8758 10609 -21306 2 2 0 3 8831 10609 8398 -21307 2 2 0 3 10610 8905 8925 -21308 2 2 0 3 8905 10610 9939 -21309 2 2 0 3 10612 10611 8376 -21310 2 2 0 3 10611 10612 10530 -21311 2 2 0 3 8906 9140 10613 -21312 2 2 0 3 9140 8906 10611 -21313 2 2 0 3 10058 10614 10394 -21314 2 2 0 3 10713 9968 9125 -21315 2 2 0 3 8408 8938 8378 -21316 2 2 0 3 8379 8378 10615 -21317 2 2 0 3 10868 8910 8911 -21318 2 2 0 3 8381 10772 8912 -21319 2 2 0 3 9092 8912 9207 -21320 2 2 0 3 8988 10735 8915 -21321 2 2 0 3 10735 9940 9942 -21322 2 2 0 3 8915 9942 9171 -21323 2 2 0 3 9940 8916 9941 -21324 2 2 0 3 8916 10932 9194 -21325 2 2 0 3 9941 9194 11017 -21326 2 2 0 3 9171 10617 10619 -21327 2 2 0 3 10617 11017 10618 -21328 2 2 0 3 10619 10618 10424 -21329 2 2 0 3 10620 8384 10622 -21330 2 2 0 3 9943 10621 8383 -21331 2 2 0 3 10622 10623 8962 -21332 2 2 0 3 10620 8385 9943 -21333 2 2 0 3 10660 11131 8917 -21334 2 2 0 3 9943 9283 11068 -21335 2 2 0 3 10897 9247 8918 -21336 2 2 0 3 8386 8918 9247 -21337 2 2 0 3 9247 10625 10624 -21338 2 2 0 3 11113 10624 10625 -21339 2 2 0 3 9944 11112 10905 -21340 2 2 0 3 9271 10905 11112 -21341 2 2 0 3 9053 10923 8920 -21342 2 2 0 3 10923 10627 12236 -21343 2 2 0 3 12083 8389 10626 -21344 2 2 0 3 10627 10628 10629 -21345 2 2 0 3 10628 9132 10630 -21346 2 2 0 3 10631 10632 10633 -21347 2 2 0 3 9957 8921 12084 -21348 2 2 0 3 8921 10634 8795 -21349 2 2 0 3 10635 10636 12212 -21350 2 2 0 3 10637 10638 10639 -21351 2 2 0 3 8922 10639 10998 -21352 2 2 0 3 10640 10641 8923 -21353 2 2 0 3 9945 8997 8924 -21354 2 2 0 3 10607 8924 9084 -21355 2 2 0 3 10642 10644 10643 -21356 2 2 0 3 8998 8925 11012 -21357 2 2 0 3 8925 8905 8926 -21358 2 2 0 3 11012 8926 9189 -21359 2 2 0 3 8905 10613 8927 -21360 2 2 0 3 10613 9140 10645 -21361 2 2 0 3 8927 10645 8493 -21362 2 2 0 3 9189 8928 11013 -21363 2 2 0 3 8928 8493 11098 -21364 2 2 0 3 11013 11098 9261 -21365 2 2 0 3 12237 11569 8929 -21366 2 2 0 3 11569 10255 8390 -21367 2 2 0 3 8929 8390 9946 -21368 2 2 0 3 10255 9582 10646 -21369 2 2 0 3 9582 8887 10470 -21370 2 2 0 3 10646 10470 10473 -21371 2 2 0 3 9946 10647 8930 -21372 2 2 0 3 10647 10473 10648 -21373 2 2 0 3 8930 10648 10683 -21374 2 2 0 3 10649 8392 8934 -21375 2 2 0 3 8392 10649 10856 -21376 2 2 0 3 10855 10650 9947 -21377 2 2 0 3 10650 10855 10854 -21378 2 2 0 3 8934 9174 8398 -21379 2 2 0 3 9174 8934 8931 -21380 2 2 0 3 10651 8932 10652 -21381 2 2 0 3 9948 10937 10573 -21382 2 2 0 3 8933 10573 10653 -21383 2 2 0 3 9140 9950 10942 -21384 2 2 0 3 9950 9140 10611 -21385 2 2 0 3 10611 10654 8393 -21386 2 2 0 3 10654 10611 10530 -21387 2 2 0 3 10655 10555 10943 -21388 2 2 0 3 10555 10655 9949 -21389 2 2 0 3 10822 10580 10940 -21390 2 2 0 3 10656 10940 10580 -21391 2 2 0 3 9951 10657 10658 -21392 2 2 0 3 10410 10658 10657 -21393 2 2 0 3 12267 10651 10668 -21394 2 2 0 3 10659 10668 10651 -21395 2 2 0 3 8937 10659 10652 -21396 2 2 0 3 11130 10660 10661 -21397 2 2 0 3 10662 10661 10660 -21398 2 2 0 3 10660 10620 10663 -21399 2 2 0 3 10443 10663 10620 -21400 2 2 0 3 9967 9952 10664 -21401 2 2 0 3 8939 10664 9952 -21402 2 2 0 3 8940 10665 10015 -21403 2 2 0 3 9953 8801 10666 -21404 2 2 0 3 8941 10666 10667 -21405 2 2 0 3 12265 8394 8995 -21406 2 2 0 3 9955 8995 8394 -21407 2 2 0 3 8394 10668 9954 -21408 2 2 0 3 8942 9954 10668 -21409 2 2 0 3 10749 8748 10669 -21410 2 2 0 3 10405 10669 8748 -21411 2 2 0 3 10979 9166 8975 -21412 2 2 0 3 8948 8975 9166 -21413 2 2 0 3 10670 10671 8947 -21414 2 2 0 3 8948 8947 10671 -21415 2 2 0 3 9053 12083 10775 -21416 2 2 0 3 12083 9957 8399 -21417 2 2 0 3 10775 8399 10777 -21418 2 2 0 3 9957 10635 10672 -21419 2 2 0 3 10635 9043 10673 -21420 2 2 0 3 10672 10673 11009 -21421 2 2 0 3 10777 8950 10778 -21422 2 2 0 3 8950 11009 9188 -21423 2 2 0 3 10778 9188 10674 -21424 2 2 0 3 12237 8929 10675 -21425 2 2 0 3 8929 9946 9958 -21426 2 2 0 3 12238 10676 10677 -21427 2 2 0 3 9946 8930 8951 -21428 2 2 0 3 8930 10683 8973 -21429 2 2 0 3 12085 12242 10678 -21430 2 2 0 3 9929 12156 12239 -21431 2 2 0 3 12156 9966 12240 -21432 2 2 0 3 8877 8952 12241 -21433 2 2 0 3 10679 10680 10698 -21434 2 2 0 3 10681 10864 8397 -21435 2 2 0 3 10682 8397 10700 -21436 2 2 0 3 10683 10684 10709 -21437 2 2 0 3 8400 10709 10684 -21438 2 2 0 3 10684 10731 10685 -21439 2 2 0 3 8986 10685 10731 -21440 2 2 0 3 10710 9959 10711 -21441 2 2 0 3 10734 10711 9959 -21442 2 2 0 3 8945 10686 10690 -21443 2 2 0 3 10686 8945 8953 -21444 2 2 0 3 10687 10860 8955 -21445 2 2 0 3 10860 10687 10688 -21446 2 2 0 3 10690 9087 10689 -21447 2 2 0 3 9087 10690 8954 -21448 2 2 0 3 9227 11060 10691 -21449 2 2 0 3 8957 10543 10692 -21450 2 2 0 3 8401 10692 9084 -21451 2 2 0 3 10693 10694 10488 -21452 2 2 0 3 10695 10616 10534 -21453 2 2 0 3 8756 8960 10696 -21454 2 2 0 3 8960 8349 9960 -21455 2 2 0 3 10696 9960 10697 -21456 2 2 0 3 8349 8839 9961 -21457 2 2 0 3 8839 8794 10679 -21458 2 2 0 3 9961 10679 10698 -21459 2 2 0 3 10697 8961 10699 -21460 2 2 0 3 8961 10698 10682 -21461 2 2 0 3 10699 10682 10700 -21462 2 2 0 3 9035 8964 10701 -21463 2 2 0 3 8403 11137 11136 -21464 2 2 0 3 10702 11136 11135 -21465 2 2 0 3 594 8965 593 -21466 2 2 0 3 10703 8967 9124 -21467 2 2 0 3 8967 9908 8968 -21468 2 2 0 3 9124 8968 10030 -21469 2 2 0 3 9908 10704 9963 -21470 2 2 0 3 10704 10880 10705 -21471 2 2 0 3 9963 10705 9964 -21472 2 2 0 3 10030 10706 8969 -21473 2 2 0 3 10706 9964 10793 -21474 2 2 0 3 8969 10793 9185 -21475 2 2 0 3 10707 10708 9212 -21476 2 2 0 3 8970 10533 9965 -21477 2 2 0 3 9212 8972 10977 -21478 2 2 0 3 10519 12241 8405 -21479 2 2 0 3 8406 8405 8952 -21480 2 2 0 3 9966 10678 10710 -21481 2 2 0 3 10709 10710 12242 -21482 2 2 0 3 8405 8407 8988 -21483 2 2 0 3 10711 8988 10712 -21484 2 2 0 3 11130 10661 8975 -21485 2 2 0 3 8974 8975 10661 -21486 2 2 0 3 9968 8974 9967 -21487 2 2 0 3 8974 9968 10713 -21488 2 2 0 3 10773 10715 8976 -21489 2 2 0 3 10714 8976 10715 -21490 2 2 0 3 8977 9006 8409 -21491 2 2 0 3 10716 8409 9006 -21492 2 2 0 3 9969 10716 10999 -21493 2 2 0 3 8752 10999 10716 -21494 2 2 0 3 10717 8410 9970 -21495 2 2 0 3 10718 9050 8978 -21496 2 2 0 3 8411 8978 10413 -21497 2 2 0 3 8979 10719 9020 -21498 2 2 0 3 10788 10789 10720 -21499 2 2 0 3 8980 10720 10789 -21500 2 2 0 3 10719 9971 8853 -21501 2 2 0 3 11117 8853 9971 -21502 2 2 0 3 10907 10721 12077 -21503 2 2 0 3 10721 10026 12086 -21504 2 2 0 3 10722 10723 10532 -21505 2 2 0 3 10026 9106 10724 -21506 2 2 0 3 9106 8907 8981 -21507 2 2 0 3 12158 12243 10725 -21508 2 2 0 3 12153 12244 10726 -21509 2 2 0 3 12244 12159 10727 -21510 2 2 0 3 8982 10728 12225 -21511 2 2 0 3 9679 8340 8413 -21512 2 2 0 3 10729 9243 10730 -21513 2 2 0 3 8985 10730 11178 -21514 2 2 0 3 10731 8987 8986 -21515 2 2 0 3 8987 10731 10732 -21516 2 2 0 3 10732 8916 10733 -21517 2 2 0 3 8916 10732 10932 -21518 2 2 0 3 9959 10735 10734 -21519 2 2 0 3 10735 9959 9940 -21520 2 2 0 3 8975 8989 11130 -21521 2 2 0 3 8989 8975 10671 -21522 2 2 0 3 10736 8989 10670 -21523 2 2 0 3 8989 10736 9051 -21524 2 2 0 3 9044 9046 10737 -21525 2 2 0 3 9046 10738 8415 -21526 2 2 0 3 10738 10739 10740 -21527 2 2 0 3 8415 10740 10741 -21528 2 2 0 3 8990 8991 10742 -21529 2 2 0 3 8363 8992 10743 -21530 2 2 0 3 10742 8741 10667 -21531 2 2 0 3 10095 8993 9757 -21532 2 2 0 3 10340 9757 8993 -21533 2 2 0 3 11095 11140 9972 -21534 2 2 0 3 10744 9972 11140 -21535 2 2 0 3 8994 10744 11854 -21536 2 2 0 3 8768 11854 10744 -21537 2 2 0 3 11039 10844 10745 -21538 2 2 0 3 10844 9073 9975 -21539 2 2 0 3 10745 9975 9976 -21540 2 2 0 3 9073 9074 9973 -21541 2 2 0 3 9074 10746 10982 -21542 2 2 0 3 9973 10982 10747 -21543 2 2 0 3 9976 9974 10786 -21544 2 2 0 3 9974 10747 10748 -21545 2 2 0 3 10786 10748 9185 -21546 2 2 0 3 10751 10749 11063 -21547 2 2 0 3 10750 11063 10749 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9008 11074 -21580 2 2 0 3 9980 10772 9009 -21581 2 2 0 3 10772 9980 8419 -21582 2 2 0 3 8977 10715 9012 -21583 2 2 0 3 10773 9181 9049 -21584 2 2 0 3 10774 9049 9013 -21585 2 2 0 3 10775 10777 10776 -21586 2 2 0 3 10006 10776 10777 -21587 2 2 0 3 10778 10674 9982 -21588 2 2 0 3 10779 9982 10674 -21589 2 2 0 3 9983 10779 9014 -21590 2 2 0 3 8883 9014 10779 -21591 2 2 0 3 10780 10020 10859 -21592 2 2 0 3 10020 10780 9984 -21593 2 2 0 3 9248 10781 9015 -21594 2 2 0 3 10781 9248 8829 -21595 2 2 0 3 8420 9173 9016 -21596 2 2 0 3 9173 8420 10781 -21597 2 2 0 3 9211 8421 10784 -21598 2 2 0 3 8421 9211 8764 -21599 2 2 0 3 9017 8744 8743 -21600 2 2 0 3 8744 9017 10782 -21601 2 2 0 3 10784 10783 8935 -21602 2 2 0 3 10783 10784 8422 -21603 2 2 0 3 9019 10990 9145 -21604 2 2 0 3 10990 9019 10785 -21605 2 2 0 3 9018 10884 10025 -21606 2 2 0 3 10884 9018 10785 -21607 2 2 0 3 10745 9976 9258 -21608 2 2 0 3 10786 9185 10787 -21609 2 2 0 3 8424 10787 11028 -21610 2 2 0 3 10741 10740 10788 -21611 2 2 0 3 10789 10788 10740 -21612 2 2 0 3 11554 9986 10790 -21613 2 2 0 3 9986 11554 10551 -21614 2 2 0 3 9928 10436 9889 -21615 2 2 0 3 10436 9928 10548 -21616 2 2 0 3 10790 10791 10792 -21617 2 2 0 3 10791 10790 9987 -21618 2 2 0 3 9185 10793 11005 -21619 2 2 0 3 10793 9964 10794 -21620 2 2 0 3 11005 10794 10795 -21621 2 2 0 3 9964 10705 9988 -21622 2 2 0 3 10705 10880 8896 -21623 2 2 0 3 9988 8896 9936 -21624 2 2 0 3 10795 8425 9186 -21625 2 2 0 3 8425 9936 10586 -21626 2 2 0 3 9186 10586 10585 -21627 2 2 0 3 9771 10796 10799 -21628 2 2 0 3 10796 9771 9296 -21629 2 2 0 3 9021 10797 9989 -21630 2 2 0 3 10797 9021 10798 -21631 2 2 0 3 10799 10583 9102 -21632 2 2 0 3 10583 10799 8426 -21633 2 2 0 3 10876 10801 10800 -21634 2 2 0 3 9022 10800 10801 -21635 2 2 0 3 9135 9136 9030 -21636 2 2 0 3 10808 9030 9136 -21637 2 2 0 3 10800 8427 10966 -21638 2 2 0 3 9023 10966 8427 -21639 2 2 0 3 10915 8428 10802 -21640 2 2 0 3 8428 10915 10819 -21641 2 2 0 3 10001 9025 9026 -21642 2 2 0 3 9025 10001 9024 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10701 9036 -21675 2 2 0 3 10702 11135 8370 -21676 2 2 0 3 8430 8370 10813 -21677 2 2 0 3 8805 8859 10954 -21678 2 2 0 3 9038 12088 8859 -21679 2 2 0 3 8859 8858 12053 -21680 2 2 0 3 10959 10814 8858 -21681 2 2 0 3 12164 12163 10815 -21682 2 2 0 3 9156 10957 12163 -21683 2 2 0 3 9040 9041 10816 -21684 2 2 0 3 9042 8881 8880 -21685 2 2 0 3 9253 8880 8949 -21686 2 2 0 3 9044 10458 9046 -21687 2 2 0 3 9045 8778 11087 -21688 2 2 0 3 10738 11087 10739 -21689 2 2 0 3 593 10817 9165 -21690 2 2 0 3 10817 593 8965 -21691 2 2 0 3 8464 10817 8966 -21692 2 2 0 3 9047 10668 8394 -21693 2 2 0 3 9047 10818 12267 -21694 2 2 0 3 9109 10000 10819 -21695 2 2 0 3 10001 10819 10000 -21696 2 2 0 3 10820 8949 8431 -21697 2 2 0 3 10821 8431 8949 -21698 2 2 0 3 10002 10821 9024 -21699 2 2 0 3 10864 9024 10821 -21700 2 2 0 3 10547 10602 8872 -21701 2 2 0 3 8899 10822 10893 -21702 2 2 0 3 11058 10823 10824 -21703 2 2 0 3 11130 9051 10825 -21704 2 2 0 3 9051 10736 10004 -21705 2 2 0 3 10825 10004 10049 -21706 2 2 0 3 10736 8414 10826 -21707 2 2 0 3 8414 10746 9052 -21708 2 2 0 3 10826 9052 10013 -21709 2 2 0 3 10049 10005 10827 -21710 2 2 0 3 10005 10013 9076 -21711 2 2 0 3 10827 9076 10828 -21712 2 2 0 3 10776 10006 9923 -21713 2 2 0 3 9014 8883 10829 -21714 2 2 0 3 10830 10829 8769 -21715 2 2 0 3 9172 8435 8436 -21716 2 2 0 3 10831 10853 10832 -21717 2 2 0 3 9056 10832 8794 -21718 2 2 0 3 9061 10428 10077 -21719 2 2 0 3 8437 10653 8890 -21720 2 2 0 3 10833 8890 10834 -21721 2 2 0 3 11047 10719 10083 -21722 2 2 0 3 10835 8853 8354 -21723 2 2 0 3 11048 8354 10836 -21724 2 2 0 3 10857 10007 8970 -21725 2 2 0 3 9080 10649 9060 -21726 2 2 0 3 9062 9060 8971 -21727 2 2 0 3 10837 8458 9064 -21728 2 2 0 3 8771 8439 8812 -21729 2 2 0 3 8439 8771 8863 -21730 2 2 0 3 9065 9066 9150 -21731 2 2 0 3 9066 9065 10544 -21732 2 2 0 3 8812 10839 10838 -21733 2 2 0 3 10839 8812 10009 -21734 2 2 0 3 9013 12253 9067 -21735 2 2 0 3 12253 12161 10010 -21736 2 2 0 3 9067 10010 10842 -21737 2 2 0 3 12161 12251 10840 -21738 2 2 0 3 12251 12250 10841 -21739 2 2 0 3 10840 10841 9884 -21740 2 2 0 3 10842 9068 11045 -21741 2 2 0 3 9068 9884 10843 -21742 2 2 0 3 11045 10843 11074 -21743 2 2 0 3 9069 9073 10844 -21744 2 2 0 3 9073 9069 9070 -21745 2 2 0 3 9071 10845 9072 -21746 2 2 0 3 10845 9071 11109 -21747 2 2 0 3 10011 10746 9074 -21748 2 2 0 3 10746 10011 10845 -21749 2 2 0 3 8935 10846 10944 -21750 2 2 0 3 10846 8935 10950 -21751 2 2 0 3 10012 11049 10847 -21752 2 2 0 3 11049 10012 10848 -21753 2 2 0 3 10944 10849 9142 -21754 2 2 0 3 10849 10944 8440 -21755 2 2 0 3 9052 10845 10013 -21756 2 2 0 3 9075 11109 11110 -21757 2 2 0 3 9076 11110 10828 -21758 2 2 0 3 10693 10703 10056 -21759 2 2 0 3 10057 10056 10703 -21760 2 2 0 3 8940 10015 10016 -21761 2 2 0 3 8941 10667 10850 -21762 2 2 0 3 9077 10850 10851 -21763 2 2 0 3 10852 11080 10039 -21764 2 2 0 3 10865 10680 8443 -21765 2 2 0 3 10017 8794 10832 -21766 2 2 0 3 10866 10832 10853 -21767 2 2 0 3 10689 10018 8395 -21768 2 2 0 3 10018 10689 10854 -21769 2 2 0 3 10855 9080 10007 -21770 2 2 0 3 9080 10855 10856 -21771 2 2 0 3 8395 10857 10707 -21772 2 2 0 3 10857 8395 8444 -21773 2 2 0 3 9000 9265 10758 -21774 2 2 0 3 9081 9266 10858 -21775 2 2 0 3 9082 10858 10759 -21776 2 2 0 3 8801 10019 9085 -21777 2 2 0 3 10019 8801 8445 -21778 2 2 0 3 10087 11126 12054 -21779 2 2 0 3 11126 10087 12254 -21780 2 2 0 3 10859 8955 10860 -21781 2 2 0 3 8955 10859 10020 -21782 2 2 0 3 9016 9175 10861 -21783 2 2 0 3 9175 9016 9173 -21784 2 2 0 3 10862 10689 9087 -21785 2 2 0 3 10689 10862 9175 -21786 2 2 0 3 9058 8446 10021 -21787 2 2 0 3 8984 10911 10863 -21788 2 2 0 3 10021 10910 9177 -21789 2 2 0 3 10864 10865 9025 -21790 2 2 0 3 10865 8443 9089 -21791 2 2 0 3 9025 9089 9026 -21792 2 2 0 3 8443 10866 10022 -21793 2 2 0 3 10866 10853 10909 -21794 2 2 0 3 10022 10909 10032 -21795 2 2 0 3 9026 9090 10803 -21796 2 2 0 3 9090 10032 9091 -21797 2 2 0 3 10803 9091 9048 -21798 2 2 0 3 10867 10868 10870 -21799 2 2 0 3 10868 8911 10869 -21800 2 2 0 3 10870 10869 11090 -21801 2 2 0 3 8911 9092 10023 -21802 2 2 0 3 9092 9207 10871 -21803 2 2 0 3 10023 10871 11040 -21804 2 2 0 3 11090 10872 9093 -21805 2 2 0 3 10872 11040 10873 -21806 2 2 0 3 9093 10873 10466 -21807 2 2 0 3 9094 10874 11001 -21808 2 2 0 3 10874 9094 10036 -21809 2 2 0 3 10875 8322 8447 -21810 2 2 0 3 8322 10875 10876 -21811 2 2 0 3 9095 11031 11003 -21812 2 2 0 3 11031 9095 8322 -21813 2 2 0 3 11091 10877 11089 -21814 2 2 0 3 9096 11089 10877 -21815 2 2 0 3 9979 9097 10878 -21816 2 2 0 3 9099 10878 9097 -21817 2 2 0 3 11089 8448 10867 -21818 2 2 0 3 10879 10867 8448 -21819 2 2 0 3 10880 8847 10882 -21820 2 2 0 3 10881 10882 8847 -21821 2 2 0 3 8847 10460 10883 -21822 2 2 0 3 9101 10883 10460 -21823 2 2 0 3 10024 9100 10584 -21824 2 2 0 3 9896 10584 9100 -21825 2 2 0 3 9019 9103 10884 -21826 2 2 0 3 9103 9019 8962 -21827 2 2 0 3 10885 9103 10886 -21828 2 2 0 3 9103 10885 10025 -21829 2 2 0 3 10907 8449 10721 -21830 2 2 0 3 9104 10721 8449 -21831 2 2 0 3 8449 8919 9105 -21832 2 2 0 3 10887 9105 8919 -21833 2 2 0 3 10026 10561 9106 -21834 2 2 0 3 9107 9106 10561 -21835 2 2 0 3 10888 9108 9130 -21836 2 2 0 3 9108 10888 11088 -21837 2 2 0 3 11088 10820 8450 -21838 2 2 0 3 10820 11088 8949 -21839 2 2 0 3 10914 9109 10889 -21840 2 2 0 3 9109 10914 10000 -21841 2 2 0 3 10925 10924 9110 -21842 2 2 0 3 9111 9110 10924 -21843 2 2 0 3 10924 11037 8451 -21844 2 2 0 3 10901 8451 11037 -21845 2 2 0 3 9129 10890 10892 -21846 2 2 0 3 10891 10892 10890 -21847 2 2 0 3 9145 10027 9112 -21848 2 2 0 3 8373 10600 10603 -21849 2 2 0 3 9112 8900 10893 -21850 2 2 0 3 9294 9114 9113 -21851 2 2 0 3 10029 9113 9114 -21852 2 2 0 3 9293 11151 10894 -21853 2 2 0 3 10895 10894 11151 -21854 2 2 0 3 10028 10895 9199 -21855 2 2 0 3 9229 9199 10895 -21856 2 2 0 3 10420 10896 9115 -21857 2 2 0 3 9116 9115 10896 -21858 2 2 0 3 10896 10897 9118 -21859 2 2 0 3 10898 9118 10897 -21860 2 2 0 3 8809 9117 10899 -21861 2 2 0 3 8862 10899 9117 -21862 2 2 0 3 9132 9119 10900 -21863 2 2 0 3 10922 10908 10031 -21864 2 2 0 3 10900 9120 10853 -21865 2 2 0 3 10901 9121 10890 -21866 2 2 0 3 9122 9243 10902 -21867 2 2 0 3 10891 10902 10903 -21868 2 2 0 3 10703 10904 10979 -21869 2 2 0 3 9123 10979 10904 -21870 2 2 0 3 10980 10904 10030 -21871 2 2 0 3 9124 10030 10904 -21872 2 2 0 3 8918 9944 8328 -21873 2 2 0 3 10905 8919 8449 -21874 2 2 0 3 10906 8449 10907 -21875 2 2 0 3 10920 9063 10908 -21876 2 2 0 3 9127 10908 9063 -21877 2 2 0 3 9063 9048 8453 -21878 2 2 0 3 9091 8453 9048 -21879 2 2 0 3 10031 10032 9120 -21880 2 2 0 3 10909 9120 10032 -21881 2 2 0 3 9177 10910 10912 -21882 2 2 0 3 8454 10912 10910 -21883 2 2 0 3 10863 10911 9129 -21884 2 2 0 3 9110 9129 10911 -21885 2 2 0 3 10912 9128 10903 -21886 2 2 0 3 10892 10903 9128 -21887 2 2 0 3 9130 10914 10913 -21888 2 2 0 3 10033 10913 10914 -21889 2 2 0 3 10889 10915 9131 -21890 2 2 0 3 10917 9131 10915 -21891 2 2 0 3 10916 10917 10918 -21892 2 2 0 3 9181 10918 10917 -21893 2 2 0 3 10920 10921 8855 -21894 2 2 0 3 10922 10628 10627 -21895 2 2 0 3 8855 10923 9053 -21896 2 2 0 3 11032 10034 11002 -21897 2 2 0 3 9133 11002 10034 -21898 2 2 0 3 11035 11037 8455 -21899 2 2 0 3 10924 8455 11037 -21900 2 2 0 3 10035 10924 10926 -21901 2 2 0 3 10925 10926 10924 -21902 2 2 0 3 10875 9135 10801 -21903 2 2 0 3 9135 10875 10036 -21904 2 2 0 3 9094 9897 9134 -21905 2 2 0 3 9897 9094 11000 -21906 2 2 0 3 10037 10462 9136 -21907 2 2 0 3 10462 10037 9897 -21908 2 2 0 3 10480 11034 9200 -21909 2 2 0 3 11034 10480 10478 -21910 2 2 0 3 10477 10927 10038 -21911 2 2 0 3 10927 10477 8884 -21912 2 2 0 3 10928 11037 11036 -21913 2 2 0 3 11037 10928 10927 -21914 2 2 0 3 10852 11134 9284 -21915 2 2 0 3 11134 10852 10039 -21916 2 2 0 3 10731 9034 10732 -21917 2 2 0 3 10929 10732 9034 -21918 2 2 0 3 9032 10812 10930 -21919 2 2 0 3 11118 10930 10812 -21920 2 2 0 3 10732 10931 10932 -21921 2 2 0 3 11120 10932 10931 -21922 2 2 0 3 11834 9138 12090 -21923 2 2 0 3 9138 10579 10933 -21924 2 2 0 3 9795 8457 10934 -21925 2 2 0 3 10579 10935 10936 -21926 2 2 0 3 10935 10937 12257 -21927 2 2 0 3 12258 12274 12095 -21928 2 2 0 3 9796 10938 10939 -21929 2 2 0 3 10938 9198 12259 -21930 2 2 0 3 11919 12272 12094 -21931 2 2 0 3 10940 10893 10822 -21932 2 2 0 3 10041 10941 9064 -21933 2 2 0 3 10941 10041 9139 -21934 2 2 0 3 10942 10655 10042 -21935 2 2 0 3 10943 8935 10944 -21936 2 2 0 3 9141 10944 9142 -21937 2 2 0 3 8997 10946 10945 -21938 2 2 0 3 10946 8997 10754 -21939 2 2 0 3 10043 9143 10947 -21940 2 2 0 3 9143 10043 10755 -21941 2 2 0 3 9144 10945 10044 -21942 2 2 0 3 10998 10639 11082 -21943 2 2 0 3 8459 11082 10639 -21944 2 2 0 3 10639 10638 10948 -21945 2 2 0 3 12102 10948 10638 -21946 2 2 0 3 9146 12167 9250 -21947 2 2 0 3 11104 9250 12167 -21948 2 2 0 3 10972 11147 8745 -21949 2 2 0 3 9147 8745 11147 -21950 2 2 0 3 11147 11149 10949 -21951 2 2 0 3 10848 10949 11149 -21952 2 2 0 3 10045 10012 10951 -21953 2 2 0 3 10950 10951 10012 -21954 2 2 0 3 9148 10046 9149 -21955 2 2 0 3 9010 10771 10770 -21956 2 2 0 3 9149 9009 10772 -21957 2 2 0 3 10851 10047 9157 -21958 2 2 0 3 10047 10851 10952 -21959 2 2 0 3 10952 10839 8460 -21960 2 2 0 3 10839 10952 10838 -21961 2 2 0 3 10962 9066 9158 -21962 2 2 0 3 9066 10962 9150 -21963 2 2 0 3 10966 9159 10800 -21964 2 2 0 3 8461 10800 9159 -21965 2 2 0 3 10053 10969 10953 -21966 2 2 0 3 11064 10953 10969 -21967 2 2 0 3 10800 9151 10876 -21968 2 2 0 3 10086 10876 9151 -21969 2 2 0 3 10828 12260 10827 -21970 2 2 0 3 9152 12260 11124 -21971 2 2 0 3 10048 9152 11132 -21972 2 2 0 3 9152 10048 10049 -21973 2 2 0 3 8805 10954 12091 -21974 2 2 0 3 12088 9037 12261 -21975 2 2 0 3 12091 10955 9978 -21976 2 2 0 3 12164 10815 10956 -21977 2 2 0 3 10957 12262 10515 -21978 2 2 0 3 10956 9154 9914 -21979 2 2 0 3 9978 12165 10763 -21980 2 2 0 3 10051 12263 10958 -21981 2 2 0 3 10763 9155 11022 -21982 2 2 0 3 10959 10967 12163 -21983 2 2 0 3 10960 10966 10961 -21984 2 2 0 3 9156 10961 9039 -21985 2 2 0 3 9157 10962 9234 -21986 2 2 0 3 9235 9234 10962 -21987 2 2 0 3 9158 8881 10963 -21988 2 2 0 3 10964 10963 8881 -21989 2 2 0 3 10965 10964 9236 -21990 2 2 0 3 10759 9236 10964 -21991 2 2 0 3 10966 10967 9159 -21992 2 2 0 3 9160 9159 10967 -21993 2 2 0 3 10967 8858 10052 -21994 2 2 0 3 10968 10052 8858 -21995 2 2 0 3 10053 10970 10969 -21996 2 2 0 3 9161 10969 10970 -21997 2 2 0 3 10971 10973 10972 -21998 2 2 0 3 10973 10971 9162 -21999 2 2 0 3 10102 9162 11014 -22000 2 2 0 3 10974 11014 9162 -22001 2 2 0 3 10975 9242 9241 -22002 2 2 0 3 9242 10975 10056 -22003 2 2 0 3 9875 10976 10977 -22004 2 2 0 3 10976 9875 9163 -22005 2 2 0 3 10081 10976 9164 -22006 2 2 0 3 10976 10081 9213 -22007 2 2 0 3 10978 8464 8465 -22008 2 2 0 3 10059 8758 8908 -22009 2 2 0 3 9693 8908 8909 -22010 2 2 0 3 10979 9123 9166 -22011 2 2 0 3 9123 10980 10061 -22012 2 2 0 3 9166 10061 8947 -22013 2 2 0 3 10980 9167 10060 -22014 2 2 0 3 9167 9185 10748 -22015 2 2 0 3 10060 10748 10747 -22016 2 2 0 3 8947 10981 9956 -22017 2 2 0 3 10981 10747 10982 -22018 2 2 0 3 9956 10982 10746 -22019 2 2 0 3 8869 10983 9168 -22020 2 2 0 3 8466 9168 10983 -22021 2 2 0 3 10983 9238 9169 -22022 2 2 0 3 9170 9169 9238 -22023 2 2 0 3 10100 10062 10985 -22024 2 2 0 3 10984 10985 10062 -22025 2 2 0 3 8988 10986 10987 -22026 2 2 0 3 10986 8988 8915 -22027 2 2 0 3 9171 9172 8436 -22028 2 2 0 3 9172 9171 10619 -22029 2 2 0 3 10987 9056 8794 -22030 2 2 0 3 9056 10987 8467 -22031 2 2 0 3 9173 10988 9175 -22032 2 2 0 3 10500 9174 9947 -22033 2 2 0 3 9175 10650 10689 -22034 2 2 0 3 12250 10989 10991 -22035 2 2 0 3 10989 12250 12248 -22036 2 2 0 3 9176 10990 9018 -22037 2 2 0 3 10990 9176 10810 -22038 2 2 0 3 10991 10992 11070 -22039 2 2 0 3 10992 10991 10993 -22040 2 2 0 3 10994 10065 8956 -22041 2 2 0 3 10065 10994 10995 -22042 2 2 0 3 10063 9179 10064 -22043 2 2 0 3 9179 10063 12097 -22044 2 2 0 3 8956 10996 10765 -22045 2 2 0 3 10996 8956 10997 -22046 2 2 0 3 9909 9180 10998 -22047 2 2 0 3 8976 10033 10918 -22048 2 2 0 3 10033 8976 10714 -22049 2 2 0 3 10999 9203 9182 -22050 2 2 0 3 9203 10999 8752 -22051 2 2 0 3 10066 10888 10913 -22052 2 2 0 3 10888 10066 9203 -22053 2 2 0 3 11000 10067 8983 -22054 2 2 0 3 10067 11000 11001 -22055 2 2 0 3 10874 11002 9133 -22056 2 2 0 3 11002 10874 11003 -22057 2 2 0 3 8983 10926 10925 -22058 2 2 0 3 10926 8983 9183 -22059 2 2 0 3 11004 10552 10068 -22060 2 2 0 3 9184 10068 10552 -22061 2 2 0 3 11005 10795 10787 -22062 2 2 0 3 9186 10585 11029 -22063 2 2 0 3 11006 11029 11028 -22064 2 2 0 3 12267 10818 12264 -22065 2 2 0 3 10070 12218 10818 -22066 2 2 0 3 10818 12265 11007 -22067 2 2 0 3 11008 10069 12265 -22068 2 2 0 3 12219 9903 12266 -22069 2 2 0 3 8813 12222 9903 -22070 2 2 0 3 10673 293 11009 -22071 2 2 0 3 9188 10753 10674 -22072 2 2 0 3 8998 11012 11011 -22073 2 2 0 3 9190 11011 11012 -22074 2 2 0 3 9189 11013 9906 -22075 2 2 0 3 8816 9906 11013 -22076 2 2 0 3 11011 10071 10756 -22077 2 2 0 3 8814 10756 10071 -22078 2 2 0 3 8945 10054 8953 -22079 2 2 0 3 10054 11014 8470 -22080 2 2 0 3 8953 8470 10687 -22081 2 2 0 3 11014 10974 10072 -22082 2 2 0 3 10974 10971 9191 -22083 2 2 0 3 10072 9191 11015 -22084 2 2 0 3 10687 11016 10688 -22085 2 2 0 3 11016 11015 8827 -22086 2 2 0 3 10688 8827 10438 -22087 2 2 0 3 10932 9192 9194 -22088 2 2 0 3 9192 11018 9193 -22089 2 2 0 3 9194 9193 11017 -22090 2 2 0 3 11018 11020 11019 -22091 2 2 0 3 11020 10739 9252 -22092 2 2 0 3 11019 9252 10073 -22093 2 2 0 3 11017 11021 10618 -22094 2 2 0 3 11021 10073 9251 -22095 2 2 0 3 10618 9251 10424 -22096 2 2 0 3 11022 11023 11024 -22097 2 2 0 3 11025 11024 11023 -22098 2 2 0 3 9195 8837 9196 -22099 2 2 0 3 10536 9196 8837 -22100 2 2 0 3 11024 10074 10994 -22101 2 2 0 3 9197 10994 10074 -22102 2 2 0 3 12269 11026 12268 -22103 2 2 0 3 12269 12267 12270 -22104 2 2 0 3 12271 12272 12259 -22105 2 2 0 3 12271 12230 12273 -22106 2 2 0 3 11027 12274 12257 -22107 2 2 0 3 11027 8932 12056 -22108 2 2 0 3 11028 8471 9259 -22109 2 2 0 3 8471 11028 11029 -22110 2 2 0 3 11029 9113 10076 -22111 2 2 0 3 9113 11029 10585 -22112 2 2 0 3 11096 9199 11030 -22113 2 2 0 3 9199 11096 10029 -22114 2 2 0 3 11031 9061 11032 -22115 2 2 0 3 9061 10077 10079 -22116 2 2 0 3 11032 10079 10034 -22117 2 2 0 3 10077 10833 10078 -22118 2 2 0 3 10833 10834 9200 -22119 2 2 0 3 10078 9200 11034 -22120 2 2 0 3 10034 11033 11035 -22121 2 2 0 3 11033 11034 11036 -22122 2 2 0 3 11035 11036 11037 -22123 2 2 0 3 12224 10080 9232 -22124 2 2 0 3 10080 12224 11038 -22125 2 2 0 3 10485 9071 9070 -22126 2 2 0 3 9071 10485 10487 -22127 2 2 0 3 9232 9069 11039 -22128 2 2 0 3 9069 9232 9205 -22129 2 2 0 3 10871 9208 11040 -22130 2 2 0 3 11041 9209 9210 -22131 2 2 0 3 10873 9210 10466 -22132 2 2 0 3 8468 11042 11043 -22133 2 2 0 3 8474 10728 12159 -22134 2 2 0 3 11043 12243 8907 -22135 2 2 0 3 10707 8475 10398 -22136 2 2 0 3 9212 9213 10081 -22137 2 2 0 3 10398 9214 10394 -22138 2 2 0 3 8868 9215 11289 -22139 2 2 0 3 9215 8868 8867 -22140 2 2 0 3 8866 10895 11044 -22141 2 2 0 3 10895 8866 9229 -22142 2 2 0 3 10082 11151 11290 -22143 2 2 0 3 11151 10082 10895 -22144 2 2 0 3 9013 9067 9012 -22145 2 2 0 3 8476 9012 9067 -22146 2 2 0 3 10842 11045 9007 -22147 2 2 0 3 9008 9007 11045 -22148 2 2 0 3 9012 11046 9006 -22149 2 2 0 3 9216 9006 11046 -22150 2 2 0 3 11048 10836 8477 -22151 2 2 0 3 11049 9218 10847 -22152 2 2 0 3 9219 9277 9220 -22153 2 2 0 3 10849 9220 9142 -22154 2 2 0 3 9207 8478 9221 -22155 2 2 0 3 9083 9245 11073 -22156 2 2 0 3 9221 11050 9238 -22157 2 2 0 3 10614 11051 10394 -22158 2 2 0 3 9223 10394 11051 -22159 2 2 0 3 11052 9223 11053 -22160 2 2 0 3 9223 11052 9290 -22161 2 2 0 3 11054 11055 8479 -22162 2 2 0 3 11055 11054 9224 -22163 2 2 0 3 9225 10996 10064 -22164 2 2 0 3 10996 9225 11056 -22165 2 2 0 3 8479 9179 9178 -22166 2 2 0 3 9179 8479 10084 -22167 2 2 0 3 10505 11057 8480 -22168 2 2 0 3 8323 8480 11057 -22169 2 2 0 3 9226 8323 10556 -22170 2 2 0 3 11054 10556 8323 -22171 2 2 0 3 11058 8481 9227 -22172 2 2 0 3 8481 11058 10824 -22173 2 2 0 3 10824 11059 10085 -22174 2 2 0 3 11060 11061 8957 -22175 2 2 0 3 11061 11060 8344 -22176 2 2 0 3 11062 11063 10392 -22177 2 2 0 3 9228 10392 11063 -22178 2 2 0 3 10953 11064 10750 -22179 2 2 0 3 9228 10750 11064 -22180 2 2 0 3 11065 9918 9230 -22181 2 2 0 3 9231 12224 9232 -22182 2 2 0 3 8482 9232 11039 -22183 2 2 0 3 9266 9233 10858 -22184 2 2 0 3 10016 9234 9235 -22185 2 2 0 3 10858 9236 10759 -22186 2 2 0 3 11070 11066 9244 -22187 2 2 0 3 11066 11070 8483 -22188 2 2 0 3 8483 10984 11067 -22189 2 2 0 3 10984 8483 11068 -22190 2 2 0 3 9237 9170 9239 -22191 2 2 0 3 9170 9237 10062 -22192 2 2 0 3 11069 9240 11137 -22193 2 2 0 3 9241 9242 10837 -22194 2 2 0 3 10055 10979 9126 -22195 2 2 0 3 8484 9126 10615 -22196 2 2 0 3 11070 9244 11071 -22197 2 2 0 3 9244 9237 10088 -22198 2 2 0 3 11071 10088 8772 -22199 2 2 0 3 9237 9239 8485 -22200 2 2 0 3 9239 9238 11050 -22201 2 2 0 3 8485 11050 11073 -22202 2 2 0 3 8772 11072 9246 -22203 2 2 0 3 11072 11073 9245 -22204 2 2 0 3 9246 9245 11074 -22205 2 2 0 3 10437 9984 10780 -22206 2 2 0 3 9984 10437 10089 -22207 2 2 0 3 11075 11076 8486 -22208 2 2 0 3 11076 11075 8909 -22209 2 2 0 3 10090 8829 9248 -22210 2 2 0 3 8829 10090 11076 -22211 2 2 0 3 9178 11077 12275 -22212 2 2 0 3 11077 9178 12097 -22213 2 2 0 3 10063 11079 11078 -22214 2 2 0 3 11079 10063 10995 -22215 2 2 0 3 11080 12277 12101 -22216 2 2 0 3 12277 11080 12098 -22217 2 2 0 3 10417 10419 9250 -22218 2 2 0 3 10092 9250 10419 -22219 2 2 0 3 10419 10420 8487 -22220 2 2 0 3 11081 8487 10420 -22221 2 2 0 3 9146 11083 11082 -22222 2 2 0 3 8810 11082 11083 -22223 2 2 0 3 8778 11084 11087 -22224 2 2 0 3 11084 8778 11085 -22225 2 2 0 3 11086 9251 10073 -22226 2 2 0 3 9251 11086 10425 -22227 2 2 0 3 11087 9252 10739 -22228 2 2 0 3 9252 11087 8488 -22229 2 2 0 3 10888 8489 11088 -22230 2 2 0 3 9204 9040 10816 -22231 2 2 0 3 11088 9253 8949 -22232 2 2 0 3 10867 10870 11089 -22233 2 2 0 3 8490 11089 10870 -22234 2 2 0 3 11090 9093 10400 -22235 2 2 0 3 8746 10400 9093 -22236 2 2 0 3 11089 10093 11091 -22237 2 2 0 3 9254 11091 10093 -22238 2 2 0 3 9224 8491 9225 -22239 2 2 0 3 11092 11091 11093 -22240 2 2 0 3 11056 11093 10765 -22241 2 2 0 3 11094 9288 8993 -22242 2 2 0 3 11095 8993 9288 -22243 2 2 0 3 11030 9230 11096 -22244 2 2 0 3 10096 11039 9258 -22245 2 2 0 3 9259 9258 11028 -22246 2 2 0 3 10645 10042 8493 -22247 2 2 0 3 11097 9142 9263 -22248 2 2 0 3 11098 9263 9261 -22249 2 2 0 3 9268 8910 11108 -22250 2 2 0 3 11099 10867 9260 -22251 2 2 0 3 11100 9260 10813 -22252 2 2 0 3 9099 9036 10878 -22253 2 2 0 3 8494 10813 9260 -22254 2 2 0 3 10879 9260 10867 -22255 2 2 0 3 10994 11101 11102 -22256 2 2 0 3 12099 11079 11101 -22257 2 2 0 3 11101 10417 11103 -22258 2 2 0 3 11104 10097 10417 -22259 2 2 0 3 10091 12167 12276 -22260 2 2 0 3 12102 12277 12167 -22261 2 2 0 3 11105 11138 9265 -22262 2 2 0 3 9287 8801 10665 -22263 2 2 0 3 10098 10665 9266 -22264 2 2 0 3 9148 9149 11106 -22265 2 2 0 3 9267 11106 9149 -22266 2 2 0 3 9149 10772 11107 -22267 2 2 0 3 9268 11107 10772 -22268 2 2 0 3 10596 11108 9269 -22269 2 2 0 3 11100 9269 11108 -22270 2 2 0 3 11109 9877 11110 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2 0 3 9319 11398 11798 -22834 2 2 0 3 11399 12105 9323 -22835 2 2 0 3 12105 11399 8581 -22836 2 2 0 3 8729 10198 8730 -22837 2 2 0 3 10198 8729 11400 -22838 2 2 0 3 9481 11701 12118 -22839 2 2 0 3 11701 9481 9658 -22840 2 2 0 3 9859 11699 9484 -22841 2 2 0 3 11699 9859 12132 -22842 2 2 0 3 11755 10199 11401 -22843 2 2 0 3 11395 9487 9488 -22844 2 2 0 3 11401 11962 9826 -22845 2 2 0 3 11256 9489 11640 -22846 2 2 0 3 11402 11640 9489 -22847 2 2 0 3 10144 11402 9490 -22848 2 2 0 3 11402 10144 9370 -22849 2 2 0 3 11706 8582 11403 -22850 2 2 0 3 9491 11403 8582 -22851 2 2 0 3 8582 11253 9492 -22852 2 2 0 3 11252 9492 11253 -22853 2 2 0 3 10200 11404 9493 -22854 2 2 0 3 9372 9493 11404 -22855 2 2 0 3 11432 11405 10205 -22856 2 2 0 3 9494 11623 11406 -22857 2 2 0 3 11407 11406 11593 -22858 2 2 0 3 11540 9415 11408 -22859 2 2 0 3 8584 11408 9415 -22860 2 2 0 3 11246 8583 9338 -22861 2 2 0 3 9415 9338 8583 -22862 2 2 0 3 9495 11247 9496 -22863 2 2 0 3 9369 9496 11247 -22864 2 2 0 3 12313 11415 11409 -22865 2 2 0 3 11415 11410 8585 -22866 2 2 0 3 11409 8585 9428 -22867 2 2 0 3 11410 9497 10201 -22868 2 2 0 3 9497 11470 11471 -22869 2 2 0 3 10201 11471 11472 -22870 2 2 0 3 9428 10202 11411 -22871 2 2 0 3 10202 11472 9524 -22872 2 2 0 3 11411 9524 12360 -22873 2 2 0 3 11234 8658 11412 -22874 2 2 0 3 9498 11412 8658 -22875 2 2 0 3 8658 11753 10203 -22876 2 2 0 3 11413 10203 11753 -22877 2 2 0 3 9350 9499 9353 -22878 2 2 0 3 11422 9353 9499 -22879 2 2 0 3 12313 11616 11415 -22880 2 2 0 3 11414 11415 11616 -22881 2 2 0 3 11616 11417 11416 -22882 2 2 0 3 11214 11416 11417 -22883 2 2 0 3 11410 11418 9497 -22884 2 2 0 3 11216 9497 11418 -22885 2 2 0 3 11690 9499 11413 -22886 2 2 0 3 9499 11690 11419 -22887 2 2 0 3 11420 9790 8586 -22888 2 2 0 3 9790 11420 11421 -22889 2 2 0 3 11423 9352 11422 -22890 2 2 0 3 9352 11423 9790 -22891 2 2 0 3 11293 9653 11425 -22892 2 2 0 3 11424 11425 9653 -22893 2 2 0 3 10204 9500 9501 -22894 2 2 0 3 11844 9501 9500 -22895 2 2 0 3 11425 11426 11850 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9510 -22927 2 2 0 3 11447 9510 9544 -22928 2 2 0 3 8656 11448 11340 -22929 2 2 0 3 9511 11448 9512 -22930 2 2 0 3 11915 9511 11449 -22931 2 2 0 3 9511 11915 10177 -22932 2 2 0 3 11451 10213 11450 -22933 2 2 0 3 10213 11451 9398 -22934 2 2 0 3 11451 11293 9514 -22935 2 2 0 3 11293 11451 9513 -22936 2 2 0 3 11452 10214 11453 -22937 2 2 0 3 10214 11452 11483 -22938 2 2 0 3 11482 11454 10215 -22939 2 2 0 3 11454 11482 12315 -22940 2 2 0 3 9516 9458 9517 -22941 2 2 0 3 9458 9516 11454 -22942 2 2 0 3 9557 9518 11257 -22943 2 2 0 3 9518 9557 11455 -22944 2 2 0 3 11539 11456 10216 -22945 2 2 0 3 11456 11539 9559 -22946 2 2 0 3 9519 9598 11258 -22947 2 2 0 3 9598 9519 11456 -22948 2 2 0 3 11187 11457 11458 -22949 2 2 0 3 11457 10217 10218 -22950 2 2 0 3 11458 10218 11460 -22951 2 2 0 3 10217 10121 11459 -22952 2 2 0 3 10121 9431 11769 -22953 2 2 0 3 11459 11769 10315 -22954 2 2 0 3 11460 8590 11461 -22955 2 2 0 3 8590 10315 11772 -22956 2 2 0 3 11461 11772 11496 -22957 2 2 0 3 11856 9520 11462 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9748 11480 11479 -22990 2 2 0 3 11480 9748 11481 -22991 2 2 0 3 11483 11517 11482 -22992 2 2 0 3 11517 11483 9530 -22993 2 2 0 3 11484 12069 9565 -22994 2 2 0 3 12068 12324 12180 -22995 2 2 0 3 9565 11485 10246 -22996 2 2 0 3 12210 12388 8598 -22997 2 2 0 3 12389 12325 11326 -22998 2 2 0 3 8598 9533 10224 -22999 2 2 0 3 10246 11486 12326 -23000 2 2 0 3 11487 10225 11488 -23001 2 2 0 3 12326 9534 11545 -23002 2 2 0 3 11704 8599 11491 -23003 2 2 0 3 8599 11704 11578 -23004 2 2 0 3 11489 11573 11490 -23005 2 2 0 3 11573 11489 11577 -23006 2 2 0 3 11491 11492 9592 -23007 2 2 0 3 11492 11491 9535 -23008 2 2 0 3 11493 11494 11495 -23009 2 2 0 3 10227 11495 11494 -23010 2 2 0 3 10226 9812 11460 -23011 2 2 0 3 11458 11460 9812 -23012 2 2 0 3 11495 11497 11496 -23013 2 2 0 3 11461 11496 11497 -23014 2 2 0 3 11498 9537 9536 -23015 2 2 0 3 9538 11270 11198 -23016 2 2 0 3 9539 11198 11542 -23017 2 2 0 3 9540 8555 11499 -23018 2 2 0 3 8600 9860 10228 -23019 2 2 0 3 11500 10228 11501 -23020 2 2 0 3 9472 11502 11376 -23021 2 2 0 3 11602 11504 12327 -23022 2 2 0 3 12119 11505 12061 -23023 2 2 0 3 12327 12328 11991 -23024 2 2 0 3 11527 11524 11506 -23025 2 2 0 3 11507 11523 11693 -23026 2 2 0 3 11506 11508 10229 -23027 2 2 0 3 11991 11509 11511 -23028 2 2 0 3 11510 10230 9546 -23029 2 2 0 3 11511 11512 9591 -23030 2 2 0 3 11186 11513 10231 -23031 2 2 0 3 9547 9548 10187 -23032 2 2 0 3 10231 9549 11514 -23033 2 2 0 3 11515 11600 11593 -23034 2 2 0 3 11481 10234 11480 -23035 2 2 0 3 10234 11481 9674 -23036 2 2 0 3 9674 11516 10233 -23037 2 2 0 3 11516 9674 9675 -23038 2 2 0 3 9530 11374 11517 -23039 2 2 0 3 11374 9530 10191 -23040 2 2 0 3 11646 10235 9625 -23041 2 2 0 3 10235 11646 11518 -23042 2 2 0 3 11518 10381 8602 -23043 2 2 0 3 10381 11518 9460 -23044 2 2 0 3 11520 12002 11519 -23045 2 2 0 3 12002 11520 9550 -23046 2 2 0 3 11256 11521 12330 -23047 2 2 0 3 11521 11372 10236 -23048 2 2 0 3 11522 9552 12181 -23049 2 2 0 3 11372 12331 9553 -23050 2 2 0 3 12331 12329 11523 -23051 2 2 0 3 10237 11507 11524 -23052 2 2 0 3 11525 12062 11526 -23053 2 2 0 3 12062 11527 11505 -23054 2 2 0 3 12332 12119 11504 -23055 2 2 0 3 11779 11528 9778 -23056 2 2 0 3 11528 11779 10288 -23057 2 2 0 3 10289 11529 9555 -23058 2 2 0 3 11529 10289 11692 -23059 2 2 0 3 9778 12336 9741 -23060 2 2 0 3 12336 9778 9554 -23061 2 2 0 3 11530 12333 11531 -23062 2 2 0 3 12063 11982 11531 -23063 2 2 0 3 10371 12070 11533 -23064 2 2 0 3 11532 12182 11533 -23065 2 2 0 3 8605 9556 11534 -23066 2 2 0 3 12120 11996 11534 -23067 2 2 0 3 11956 11535 9557 -23068 2 2 0 3 8606 9557 11535 -23069 2 2 0 3 11535 11536 11537 -23070 2 2 0 3 8511 11537 11536 -23071 2 2 0 3 11455 9558 11539 -23072 2 2 0 3 11538 11539 9558 -23073 2 2 0 3 11540 10345 11541 -23074 2 2 0 3 8608 11541 10345 -23075 2 2 0 3 10345 11946 8607 -23076 2 2 0 3 9560 8607 11946 -23077 2 2 0 3 11751 10115 9686 -23078 2 2 0 3 9302 9686 10115 -23079 2 2 0 3 11542 10240 8609 -23080 2 2 0 3 10240 11542 11878 -23081 2 2 0 3 10346 9561 12004 -23082 2 2 0 3 9561 10346 9775 -23083 2 2 0 3 8609 11543 11946 -23084 2 2 0 3 11543 8609 8610 -23085 2 2 0 3 9848 10242 9869 -23086 2 2 0 3 10242 9848 10243 -23087 2 2 0 3 9850 11544 9563 -23088 2 2 0 3 11544 9850 9381 -23089 2 2 0 3 10241 11317 12027 -23090 2 2 0 3 11317 10241 11544 -23091 2 2 0 3 11545 11657 12326 -23092 2 2 0 3 11657 11653 10245 -23093 2 2 0 3 12326 10245 10246 -23094 2 2 0 3 11653 11546 10244 -23095 2 2 0 3 11546 11547 9345 -23096 2 2 0 3 10244 9345 10139 -23097 2 2 0 3 10246 8611 9565 -23098 2 2 0 3 8611 10139 9564 -23099 2 2 0 3 9565 9564 11484 -23100 2 2 0 3 9566 10247 10262 -23101 2 2 0 3 11923 9377 11571 -23102 2 2 0 3 11548 11571 11612 -23103 2 2 0 3 11738 11549 11550 -23104 2 2 0 3 11549 10248 8612 -23105 2 2 0 3 11550 8612 11551 -23106 2 2 0 3 10248 9567 10249 -23107 2 2 0 3 9567 9737 9738 -23108 2 2 0 3 10249 9738 11828 -23109 2 2 0 3 11551 10250 9568 -23110 2 2 0 3 10250 11828 11552 -23111 2 2 0 3 9568 11552 11831 -23112 2 2 0 3 12012 8613 12015 -23113 2 2 0 3 8613 12012 9761 -23114 2 2 0 3 11553 9655 11695 -23115 2 2 0 3 9655 11553 9764 -23116 2 2 0 3 12015 11696 8705 -23117 2 2 0 3 11696 12015 9569 -23118 2 2 0 3 10549 9571 9637 -23119 2 2 0 3 9570 9637 9571 -23120 2 2 0 3 9752 9571 11554 -23121 2 2 0 3 10550 11554 9571 -23122 2 2 0 3 11612 8614 11555 -23123 2 2 0 3 8615 11555 8614 -23124 2 2 0 3 8614 11557 11556 -23125 2 2 0 3 9572 11556 11557 -23126 2 2 0 3 10252 11558 9605 -23127 2 2 0 3 9573 9605 11558 -23128 2 2 0 3 10429 11559 11560 -23129 2 2 0 3 11560 9574 11562 -23130 2 2 0 3 11441 11440 11563 -23131 2 2 0 3 11440 12334 9575 -23132 2 2 0 3 12122 12121 12342 -23133 2 2 0 3 12334 11438 12184 -23134 2 2 0 3 11438 9741 9576 -23135 2 2 0 3 12335 12336 12185 -23136 2 2 0 3 10253 11564 12127 -23137 2 2 0 3 11564 9555 12123 -23138 2 2 0 3 9577 11529 11627 -23139 2 2 0 3 9578 11565 11566 -23140 2 2 0 3 11565 9578 9579 -23141 2 2 0 3 9580 8580 8617 -23142 2 2 0 3 8580 9580 11567 -23143 2 2 0 3 9581 8508 11795 -23144 2 2 0 3 8508 9581 8580 -23145 2 2 0 3 11430 11431 11575 -23146 2 2 0 3 11433 11593 11568 -23147 2 2 0 3 10254 11568 10232 -23148 2 2 0 3 12237 11570 11569 -23149 2 2 0 3 10256 11569 11570 -23150 2 2 0 3 11570 9486 8618 -23151 2 2 0 3 11359 8618 9486 -23152 2 2 0 3 10255 11360 9582 -23153 2 2 0 3 11358 9582 11360 -23154 2 2 0 3 11613 11571 9583 -23155 2 2 0 3 8620 9377 9417 -23156 2 2 0 3 9584 9417 9614 -23157 2 2 0 3 11951 9585 9587 -23158 2 2 0 3 8621 9586 11434 -23159 2 2 0 3 9592 11492 9870 -23160 2 2 0 3 11492 11490 9588 -23161 2 2 0 3 9870 9588 9871 -23162 2 2 0 3 11490 11573 10257 -23163 2 2 0 3 11573 9521 11905 -23164 2 2 0 3 10257 11905 8708 -23165 2 2 0 3 9871 11574 12030 -23166 2 2 0 3 11574 8708 11907 -23167 2 2 0 3 12030 11907 11763 -23168 2 2 0 3 11210 9589 9762 -23169 2 2 0 3 9589 11210 11575 -23170 2 2 0 3 11575 9590 10258 -23171 2 2 0 3 9590 11575 10232 -23172 2 2 0 3 11576 11990 11862 -23173 2 2 0 3 11990 11576 9842 -23174 2 2 0 3 9661 8623 9662 -23175 2 2 0 3 8623 9661 8592 -23176 2 2 0 3 8592 11577 8622 -23177 2 2 0 3 11577 8592 9521 -23178 2 2 0 3 10291 11578 9594 -23179 2 2 0 3 11578 10291 11489 -23180 2 2 0 3 9323 9595 11399 -23181 2 2 0 3 11579 11399 9595 -23182 2 2 0 3 10128 9596 9777 -23183 2 2 0 3 11580 9777 9596 -23184 2 2 0 3 11399 11581 11796 -23185 2 2 0 3 11880 11796 11581 -23186 2 2 0 3 11344 9597 11582 -23187 2 2 0 3 8624 9598 11456 -23188 2 2 0 3 9443 11456 9559 -23189 2 2 0 3 11584 11583 8625 -23190 2 2 0 3 11583 11584 11746 -23191 2 2 0 3 8627 8667 9599 -23192 2 2 0 3 12351 9599 8667 -23193 2 2 0 3 11207 12281 11586 -23194 2 2 0 3 9600 9318 12186 -23195 2 2 0 3 11586 11587 11590 -23196 2 2 0 3 10259 11196 10260 -23197 2 2 0 3 12282 12337 11588 -23198 2 2 0 3 10260 11589 11428 -23199 2 2 0 3 11590 11591 11209 -23200 2 2 0 3 12188 12187 11427 -23201 2 2 0 3 11209 12124 11210 -23202 2 2 0 3 11623 8630 11406 -23203 2 2 0 3 8629 10119 11592 -23204 2 2 0 3 11406 11184 11593 -23205 2 2 0 3 11594 8539 9375 -23206 2 2 0 3 8539 11594 11176 -23207 2 2 0 3 11594 11275 11595 -23208 2 2 0 3 11178 11595 11275 -23209 2 2 0 3 11596 8632 11597 -23210 2 2 0 3 8632 11596 11608 -23211 2 2 0 3 11608 9601 10261 -23212 2 2 0 3 9601 11608 9787 -23213 2 2 0 3 10299 9603 9602 -23214 2 2 0 3 9603 10299 11897 -23215 2 2 0 3 9605 8634 10252 -23216 2 2 0 3 9607 9606 10262 -23217 2 2 0 3 11555 10262 11612 -23218 2 2 0 3 10232 8635 11989 -23219 2 2 0 3 8635 10232 11598 -23220 2 2 0 3 11600 11599 10150 -23221 2 2 0 3 11599 11600 11515 -23222 2 2 0 3 11989 11601 11602 -23223 2 2 0 3 11601 11989 10263 -23224 2 2 0 3 11974 9526 11603 -23225 2 2 0 3 9526 11604 12189 -23226 2 2 0 3 12125 10266 11605 -23227 2 2 0 3 10264 9638 11666 -23228 2 2 0 3 8589 12064 9609 -23229 2 2 0 3 12064 11606 11607 -23230 2 2 0 3 11446 12354 12338 -23231 2 2 0 3 11596 9611 11608 -23232 2 2 0 3 9611 11596 9610 -23233 2 2 0 3 11608 11609 9787 -23234 2 2 0 3 11609 11608 9612 -23235 2 2 0 3 9551 11163 9780 -23236 2 2 0 3 12126 12339 12340 -23237 2 2 0 3 9780 9613 11610 -23238 2 2 0 3 11610 12341 11611 -23239 2 2 0 3 11612 10267 8614 -23240 2 2 0 3 10267 11612 11613 -23241 2 2 0 3 9583 11476 11614 -23242 2 2 0 3 11476 9583 9584 -23243 2 2 0 3 8614 11615 11557 -23244 2 2 0 3 11615 8614 8636 -23245 2 2 0 3 12313 9615 11616 -23246 2 2 0 3 9616 11616 9615 -23247 2 2 0 3 9466 11617 11636 -23248 2 2 0 3 9621 11636 11617 -23249 2 2 0 3 11616 11618 11417 -23250 2 2 0 3 11619 11417 11618 -23251 2 2 0 3 11439 8597 11620 -23252 2 2 0 3 8638 11650 9618 -23253 2 2 0 3 11621 9618 9614 -23254 2 2 0 3 11623 11622 11992 -23255 2 2 0 3 11622 11623 11405 -23256 2 2 0 3 11405 11624 10268 -23257 2 2 0 3 11624 11405 11799 -23258 2 2 0 3 10376 9620 9619 -23259 2 2 0 3 9620 10376 11298 -23260 2 2 0 3 11870 11625 8639 -23261 2 2 0 3 11625 11870 11626 -23262 2 2 0 3 10279 12122 12342 -23263 2 2 0 3 12122 10279 9636 -23264 2 2 0 3 11628 9577 11627 -23265 2 2 0 3 9577 11628 12065 -23266 2 2 0 3 11994 11630 11629 -23267 2 2 0 3 10157 11629 11630 -23268 2 2 0 3 11631 11632 11633 -23269 2 2 0 3 11812 11633 11632 -23270 2 2 0 3 8640 11812 8552 -23271 2 2 0 3 11714 8552 11812 -23272 2 2 0 3 11417 11619 11634 -23273 2 2 0 3 11619 11636 11635 -23274 2 2 0 3 11634 11635 11212 -23275 2 2 0 3 11636 9621 10270 -23276 2 2 0 3 9621 9675 9622 -23277 2 2 0 3 10270 9622 11637 -23278 2 2 0 3 11212 10271 11638 -23279 2 2 0 3 10271 11637 11352 -23280 2 2 0 3 11638 11352 11639 -23281 2 2 0 3 11640 10272 9376 -23282 2 2 0 3 10272 11640 10207 -23283 2 2 0 3 11668 11667 9599 -23284 2 2 0 3 9314 10273 9315 -23285 2 2 0 3 11641 8501 10274 -23286 2 2 0 3 9315 11161 9298 -23287 2 2 0 3 9414 11642 12343 -23288 2 2 0 3 10276 12344 11642 -23289 2 2 0 3 11642 9647 11643 -23290 2 2 0 3 11758 10275 9647 -23291 2 2 0 3 12175 11644 12345 -23292 2 2 0 3 12129 12115 11644 -23293 2 2 0 3 11805 11645 11891 -23294 2 2 0 3 9623 11891 11645 -23295 2 2 0 3 11645 11646 9624 -23296 2 2 0 3 9625 9624 11646 -23297 2 2 0 3 10352 11520 11647 -23298 2 2 0 3 11519 11647 11520 -23299 2 2 0 3 11736 11649 11648 -23300 2 2 0 3 10277 11648 11649 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17 20463 20452 20476 +42266 2 2 0 17 20477 20478 20456 +42267 2 2 0 17 20478 20477 20464 +42268 2 2 0 17 20479 20456 20478 +42269 2 2 0 17 20478 20464 20443 +42270 2 2 0 17 20484 20323 20470 +42271 2 2 0 17 20470 20482 20484 +42272 2 2 0 17 20480 20446 20483 +42273 2 2 0 17 20483 20326 20480 +42274 2 2 0 17 20481 20484 20482 +42275 2 2 0 17 20365 20326 20483 +42276 2 2 0 17 20365 20483 20482 +42277 2 2 0 17 20483 20446 20481 +42278 2 2 0 17 20482 20483 20481 +42279 2 2 0 17 20484 20466 20323 +42280 2 2 0 17 20484 20481 20493 +42281 2 2 0 17 20485 20486 20411 +42282 2 2 0 17 20411 20486 20440 +42283 2 2 0 17 20466 20471 20467 +42284 2 2 0 17 20493 20471 20466 +42285 2 2 0 17 20484 20493 20466 +42286 2 2 0 17 20423 20488 20487 +42287 2 2 0 17 20471 20493 20487 +42288 2 2 0 17 20487 20488 20471 +42289 2 2 0 17 20494 20432 20465 +42290 2 2 0 17 20491 20494 20465 +42291 2 2 0 17 20371 20392 20453 +42292 2 2 0 17 20371 20453 20444 +42293 2 2 0 17 20492 20423 20487 +42294 2 2 0 17 20492 20487 20493 $EndElements diff --git a/contrib/mmg3d/build/sources/length.c b/contrib/mmg3d/build/sources/length.c index e059b27cbf..5b3401b7ef 100644 --- a/contrib/mmg3d/build/sources/length.c +++ b/contrib/mmg3d/build/sources/length.c @@ -203,7 +203,7 @@ int MMG_prilen(pMesh mesh,pSol sol) { /* /if ( dep < 0 ) break;*/ } - if(mesh->info.imprim < 0) { + //if(mesh->info.imprim < 0) { //EMI fprintf(stdout,"\n -- RESULTING EDGE LENGTHS %d\n",navg); fprintf(stdout," AVERAGE LENGTH %12.4f\n",lavg / (double)navg); @@ -231,7 +231,7 @@ int MMG_prilen(pMesh mesh,pSol sol) { hl[9],100.*(hl[9]/(float)navg)); } - } + //} return(1); } diff --git a/contrib/mmg3d/build/sources/outqua.c b/contrib/mmg3d/build/sources/outqua.c index 96c5698964..d7a83d3655 100644 --- a/contrib/mmg3d/build/sources/outqua.c +++ b/contrib/mmg3d/build/sources/outqua.c @@ -123,7 +123,7 @@ int MMG_outqua(pMesh mesh,pSol sol) { } /* print histo */ - if(mesh->info.imprim < 0) { + //EMI if(mesh->info.imprim < 0) { fprintf(stdout,"\n -- MESH QUALITY %d \n",rapnum); if ( (rapavg > 0) && (rapavg / rapnum < 100.0) ) fprintf(stdout," AVERAGE QUALITY %12.4f\n",rapavg / rapnum); @@ -136,7 +136,7 @@ int MMG_outqua(pMesh mesh,pSol sol) { fprintf(stdout," WORST ELEMENT %d (%d) %d %d %d %d\n", iel,ielreal,pt->v[0],pt->v[1],pt->v[2],pt->v[3]); - if ( abs(mesh->info.imprim) < 5 ) return(0); + //EMI if ( abs(mesh->info.imprim) < 5 ) return(0); fprintf(stdout,"\n HISTOGRAMM\n"); j = 0; @@ -154,7 +154,7 @@ int MMG_outqua(pMesh mesh,pSol sol) { } /* quality per interval */ - if (j != 0) { + if (j != 0) { fprintf(stdout,"\n"); imax = (int)(M_MIN(3,log10(rapmax))); @@ -166,8 +166,10 @@ int MMG_outqua(pMesh mesh,pSol sol) { fprintf(stdout," 10**%2d < Q < 10**%2d %7d %6.2f %%\n", i,i+1,his01[i],100.*(his01[i]/(float)his01[0])); } - } - } + } + + //} + return(iout); } -- GitLab