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Add some unit tests
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@ -29,10 +29,14 @@
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#include <cppunit/TestAssert.h>
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// OCC
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#include<BRep_Builder.hxx>
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#include<BRepTools.hxx>
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#include <BRep_Builder.hxx>
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#include <BRepTools.hxx>
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#include <BRepPrimAPI_MakeBox.hxx>
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#include <BRepPrimAPI_MakeCylinder.hxx>
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#include <BRepPrimAPI_MakeSphere.hxx>
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#include <BRepPrimAPI_MakeCone.hxx>
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#include<iostream>
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#include <iostream>
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#include <memory>
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// Helper functions!
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@ -72,8 +76,12 @@ void loadBrepShape( std::string shapeName, TopoDS_Shape & shape )
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}
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// Initialize the grid and intesersectors of grid with the geometry
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void GridInitAndInterserctWithShape( Grid& grid, double gridSpacing, TopoDS_Shape& theShape,
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std::map< TGeomID, vector< TGeomID > >& edge2faceIDsMap, const int numOfThreads )
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void GridInitAndIntersectWithShape( Grid& grid,
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double gridSpacing,
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double theSizeThreshold,
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const TopoDS_Shape theShape,
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std::map< TGeomID, vector< TGeomID > >& edge2faceIDsMap,
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const int /*numOfThreads*/ )
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{
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std::vector< TopoDS_Shape > faceVec;
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TopTools_MapOfShape faceMap;
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@ -110,7 +118,7 @@ void GridInitAndInterserctWithShape( Grid& grid, double gridSpacing, TopoDS_Shap
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myHypo->SetGridSpacing(grdSpace, intPnts, 0 ); // Spacing in dir 0
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myHypo->SetGridSpacing(grdSpace, intPnts, 1 ); // Spacing in dir 1
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myHypo->SetGridSpacing(grdSpace, intPnts, 2 ); // Spacing in dir 2
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myHypo->SetSizeThreshold(4.0); // set threshold
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myHypo->SetSizeThreshold(theSizeThreshold); // set threshold
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myHypo->GetCoordinates(xCoords, yCoords, zCoords, shapeBox);
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grid.SetCoordinates( xCoords, yCoords, zCoords, axisDirs, shapeBox );
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@ -146,7 +154,7 @@ bool testNRTM1()
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grid.InitGeometry( myShape );
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std::map< TGeomID, vector< TGeomID > > edge2faceIDsMap;
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GridInitAndInterserctWithShape( grid, 1.0, myShape, edge2faceIDsMap, numOfThreads );
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GridInitAndIntersectWithShape( grid, 1.0, 4.0, myShape, edge2faceIDsMap, numOfThreads );
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Hexahedron hex( &grid );
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int nbAdded = hex.MakeElements( helper, edge2faceIDsMap, numOfThreads );
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CPPUNIT_ASSERT_MESSAGE( "Number of computed elements does not match", nbAdded == 1024 );
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@ -155,9 +163,151 @@ bool testNRTM1()
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return true;
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}
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// Test fitting of the given shape
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bool testShape (const TopoDS_Shape theShape,
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const bool toAddEdges,
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const bool toCreateFaces,
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const double theGridSpacing,
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const double theSizeThreshold,
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const int theNbCreatedExpected)
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{
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std::unique_ptr<SMESH_Mesh> aMesh( new SMESH_Mesh_Test() );
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aMesh->ShapeToMesh( theShape );
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SMESH_MesherHelper helper( *aMesh );
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Grid grid;
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grid._helper = &helper;
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grid._toAddEdges = toAddEdges;
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grid._toCreateFaces = toCreateFaces;
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grid._toConsiderInternalFaces = false;
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grid._toUseThresholdForInternalFaces = false;
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grid._toUseQuanta = false;
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grid._sizeThreshold = theSizeThreshold;
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grid.InitGeometry( theShape );
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std::map< TGeomID, vector< TGeomID > > edge2faceIDsMap;
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GridInitAndIntersectWithShape( grid, theGridSpacing, theSizeThreshold,
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theShape, edge2faceIDsMap, 1 );
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Hexahedron hex( &grid );
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int nbAdded = hex.MakeElements( helper, edge2faceIDsMap, 1 );
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if (nbAdded != theNbCreatedExpected) {
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std::stringstream buffer;
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buffer << "Number of computed elements does not match: obtained " << nbAdded << " != expected " << theNbCreatedExpected;
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//CPPUNIT_ASSERT_MESSAGE(buffer.str().c_str(), nbAdded == theNbCreatedExpected );
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//MESSAGE(buffer.str().c_str());
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//CppUnitTestFramework::Logger::WriteMessage(buffer.str().c_str());
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std::cerr << buffer.str() << std::endl;
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return false;
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}
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return true;
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}
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// Test some primitive shapes
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bool testPrimitives()
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{
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bool isOK = true;
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// Test fitting of a box
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BRepPrimAPI_MakeBox aMakeBox (10, 20, 30);
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aMakeBox.Build();
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CPPUNIT_ASSERT_MESSAGE( "Could not create the box!", aMakeBox.IsDone() );
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TopoDS_Shape aShape = aMakeBox.Shape();
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// Test exact fitting of a box
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/6))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/true, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/6))
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isOK = false;
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// TODO: debug this case
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//if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/true,
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// /*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/8))
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// isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/5, /*theSizeThreshold*/4, /*theNbCreatedExpected*/48))
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isOK = false;
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// Test not exact fitting of a box
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/7, /*theSizeThreshold*/4, /*theNbCreatedExpected*/12))
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isOK = false;
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// Test fitting of a cylinder
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gp_Ax2 anAxes (gp::Origin(), gp::DZ());
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BRepPrimAPI_MakeCylinder aMakeCyl (anAxes, 20., 30.);
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aMakeCyl.Build();
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CPPUNIT_ASSERT_MESSAGE( "Could not create the cylinder!", aMakeCyl.IsDone() );
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aShape = aMakeCyl.Shape();
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// test for different threshold values
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/48))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/2, /*theNbCreatedExpected*/36))
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isOK = false;
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// Test fitting of a sphere
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BRepPrimAPI_MakeSphere aMakeSph (anAxes, 30.);
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aMakeSph.Build();
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CPPUNIT_ASSERT_MESSAGE( "Could not create the sphere!", aMakeSph.IsDone() );
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aShape = aMakeSph.Shape();
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// test for different threshold values
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/136))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/2, /*theNbCreatedExpected*/88))
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isOK = false;
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// Test fitting of a cone
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BRepPrimAPI_MakeCone aMakeCon (anAxes, 30., 0., 40.);
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aMakeCon.Build();
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CPPUNIT_ASSERT_MESSAGE( "Could not create the cone!", aMakeCon.IsDone() );
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aShape = aMakeCon.Shape();
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// test for different threshold values
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/100, /*theNbCreatedExpected*/72))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/40))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/1.5, /*theNbCreatedExpected*/32))
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isOK = false;
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// truncated cone
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aMakeCon = BRepPrimAPI_MakeCone(anAxes, 30., 15., 20.);
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aMakeCon.Build();
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CPPUNIT_ASSERT_MESSAGE( "Could not create the cone!", aMakeCon.IsDone() );
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aShape = aMakeCon.Shape();
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// test for different threshold values
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/100, /*theNbCreatedExpected*/56))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/4, /*theNbCreatedExpected*/36))
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isOK = false;
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if (!testShape (aShape, /*toAddEdges*/false, /*toCreateFaces*/false,
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/*gridSpacing*/10, /*theSizeThreshold*/1.5, /*theNbCreatedExpected*/28))
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isOK = false;
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return isOK;
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}
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// Entry point for test
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int main()
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{
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auto t0 = testNRTM1();
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return 0;
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}
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bool isOK = testNRTM1();
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if (!testPrimitives())
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isOK = false;
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return isOK ? 0 : 1;
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}
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@ -1,8 +1,8 @@
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DBRep_DrawableShape
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CASCADE Topology V3, (c) Open Cascade
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CASCADE Topology V1, (c) Matra-Datavision
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Locations 0
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Curve2ds 32
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Curve2ds 36
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1 0 0 1 0
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1 0 0 1 0
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1 10 0 0 -1
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@ -13,29 +13,33 @@ Curve2ds 32
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1 0 0 0 1
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1 0 0 0 1
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1 0 0 1 0
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1 0 10 1 0
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1 0 0 1 0
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1 10 0 0 1
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1 0 0 1 0
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1 0 10 1 0
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1 10 0 0 1
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1 0 0 1 0
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1 10 0 0 1
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1 0 10 1 0
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1 10 0 0 -1
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1 10 0 0 1
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1 0 0 0 1
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1 0 10 1 0
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1 0 -10 1 0
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1 0 10 1 0
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1 0 0 0 -1
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1 0 -10 1 0
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1 10 0 0 1
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1 0 0 0 -1
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2 5 5 1 0 -0 1 1
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1 0 6 1 0
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2 5 5 1 0 -0 1 1
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1 0 6 1 0
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1 6.2831853071795862 -0 0 1
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1 0 -0 0 1
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1 0 9 1 0
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2 0 0 1 0 -0 1 1
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1 6.2831853071795862 -0 0 1
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1 0 -0 0 1
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1 0 0 1 0
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2 0 0 1 0 -0 1 1
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Curves 16
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Curves 17
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1 -5 -5 0 0 0 1
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1 -5 -5 10 -0 1 0
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1 -5 5 0 0 0 1
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@ -51,82 +55,11 @@ Curves 16
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2 0 0 0 0 0 1 1 0 -0 -0 1 0 1
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1 1 -2.4492935982947064e-16 -6 0 0 1
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2 0 0 3 0 0 1 1 0 -0 -0 1 0 1
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1 1 -2.4492935982947064e-16 -6 0 0 1
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2 0 0 -6 0 0 1 1 0 -0 -0 1 0 1
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Polygon3D 0
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PolygonOnTriangulations 36
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2 1 2
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p 0.0640000008 1 0 10
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2 1 3
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p 0.0640000008 1 0 10
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2 2 4
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p 0.0640000008 1 0 10
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2 1 2
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p 0.0640000008 1 0 10
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2 3 4
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p 0.0640000008 1 0 10
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2 1 3
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p 0.0640000008 1 0 10
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2 1 3
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p 0.0640000008 1 0 10
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2 1 2
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p 0.0640000008 1 0 10
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2 1 2
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p 0.0640000008 1 0 10
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2 1 3
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p 0.0640000008 1 0 10
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2 2 4
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p 0.0640000008 1 0 10
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2 1 2
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p 0.0640000008 1 0 10
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2 3 4
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p 0.0640000008 1 0 10
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2 1 3
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p 0.0640000008 1 0 10
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2 2 4
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p 0.0640000008 1 0 10
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2 3 4
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p 0.0640000008 1 0 10
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2 3 4
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p 0.0640000008 1 0 10
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2 2 4
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p 0.0640000008 1 0 10
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2 1 2
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p 0.0640000008 1 0 10
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2 2 4
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p 0.0640000008 1 0 10
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2 2 4
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p 0.0640000008 1 0 10
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2 3 4
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p 0.0640000008 1 0 10
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2 3 4
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p 0.0640000008 1 0 10
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2 1 3
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p 0.0640000008 1 0 10
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37 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 1
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p 0.0640000008 1 6 9
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p 0.0640000008 1 0 0.174532925199433 0.349065850398866 0.523598775598299 0.698131700797732 0.872664625997165 1.0471975511966 1.22173047639603 1.39626340159546 1.5707963267949 1.74532925199433 1.91986217719376 2.0943951023932 2.26892802759263 2.44346095279206 2.61799387799149 2.79252680319093 2.96705972839036 3.14159265358979 3.31612557878922 3.49065850398866 3.66519142918809 3.83972435438752 4.01425727958696 4.18879020478639 4.36332312998582 4.53785605518525 4.71238898038469 4.88692190558412 5.06145483078355 5.23598775598299 5.41052068118242 5.58505360638185 5.75958653158128 5.93411945678072 6.10865238198015 6.28318530717959
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37 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 1
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p 0.0640000008 1 0 0.174532925199433 0.349065850398866 0.523598775598299 0.698131700797732 0.872664625997165 1.0471975511966 1.22173047639603 1.39626340159546 1.5707963267949 1.74532925199433 1.91986217719376 2.0943951023932 2.26892802759263 2.44346095279206 2.61799387799149 2.79252680319093 2.96705972839036 3.14159265358979 3.31612557878922 3.49065850398866 3.66519142918809 3.83972435438752 4.01425727958696 4.18879020478639 4.36332312998582 4.53785605518525 4.71238898038469 4.88692190558412 5.06145483078355 5.23598775598299 5.41052068118242 5.58505360638185 5.75958653158128 5.93411945678072 6.10865238198015 6.28318530717959
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2 38 1
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p 0.0640000008 1 0 6
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2 74 37
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p 0.0640000008 1 0 6
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||||
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1 -2.44929359829471e-16 0 0.984807753012208 0.17364817766693 0 0.939692620785908 0.342020143325669 0 0.866025403784439 0.5 0 0.766044443118978 0.642787609686539 0 0.642787609686539 0.766044443118978 0 0.5 0.866025403784439 0 0.342020143325669 0.939692620785908 0 0.17364817766693 0.984807753012208 0 6.12323399573677e-17 1 0 -0.17364817766693 0.984807753012208 0 -0.342020143325669 0.939692620785908 0 -0.5 0.866025403784439 0 -0.642787609686539 0.766044443118978 0 -0.766044443118978 0.64278760968654 0 -0.866025403784438 0.500000000000001 0 -0.939692620785908 0.34202014332567 0 -0.984807753012208 0.173648177666932 0 -1 1.45473230946492e-15 0 -0.984807753012208 -0.173648177666929 0 -0.939692620785909 -0.342020143325667 0 -0.86602540378444 -0.499999999999998 0 -0.766044443118979 -0.642787609686538 0 -0.642787609686541 -0.766044443118977 0 -0.500000000000002 -0.866025403784437 0 -0.342020143325671 -0.939692620785908 0 -0.173648177666933 -0.984807753012208 0 -2.84823227897248e-15 -1 0 0.173648177666927 -0.984807753012209 0 0.342020143325666 -0.93969262078591 0 0.499999999999997 -0.86602540378444 0 0.642787609686536 -0.76604444311898 0 0.766044443118976 -0.642787609686542 0 0.866025403784437 -0.500000000000004 0 0.939692620785907 -0.342020143325673 0 0.984807753012207 -0.173648177666935 0 6 5 5.98480775301221 5.17364817766693 5.93969262078591 5.34202014332567 5.86602540378444 5.5 5.76604444311898 5.64278760968654 5.64278760968654 5.76604444311898 5.5 5.86602540378444 5.34202014332567 5.93969262078591 5.17364817766693 5.98480775301221 5 6 4.82635182233307 5.98480775301221 4.65797985667433 5.93969262078591 4.5 5.86602540378444 4.35721239031346 5.76604444311898 4.23395555688102 5.64278760968654 4.13397459621556 5.5 4.06030737921409 5.34202014332567 4.01519224698779 5.17364817766693 4 5 4.01519224698779 4.82635182233307 4.06030737921409 4.65797985667433 4.13397459621556 4.5 4.23395555688102 4.35721239031346 4.35721239031346 4.23395555688102 4.5 4.13397459621556 4.65797985667433 4.06030737921409 4.82635182233307 4.01519224698779 5 4 5.17364817766693 4.01519224698779 5.34202014332567 4.06030737921409 5.5 4.13397459621556 5.64278760968654 4.23395555688102 5.76604444311898 4.35721239031346 5.86602540378444 4.5 5.93969262078591 4.65797985667433 5.98480775301221 4.82635182233307 22 23 24 27 24 25 27 25 26 27 22 24 17 18 19 31 27 28 31 28 29 31 29 30 15 16 17 33 31 32 33 27 31 13 14 15 13 19 20 13 17 19 13 15 17 35 33 34 11 12 13 8 9 10 8 10 11 8 11 13 4 1 2 4 2 3 4 35 36 4 36 1 4 33 35 6 8 13 6 4 5 6 33 4 6 7 8 6 20 21 6 21 22 6 22 27 6 27 33 6 13 20
|
||||
36 34 1 0 1.57009245868378e-16
|
||||
1 -2.44929359829471e-16 3 0.984807753012208 0.17364817766693 3 0.939692620785908 0.342020143325669 3 0.866025403784439 0.5 3 0.766044443118978 0.642787609686539 3 0.642787609686539 0.766044443118978 3 0.5 0.866025403784439 3 0.342020143325669 0.939692620785908 3 0.17364817766693 0.984807753012208 3 6.12323399573677e-17 1 3 -0.17364817766693 0.984807753012208 3 -0.342020143325669 0.939692620785908 3 -0.5 0.866025403784439 3 -0.642787609686539 0.766044443118978 3 -0.766044443118978 0.64278760968654 3 -0.866025403784438 0.500000000000001 3 -0.939692620785908 0.34202014332567 3 -0.984807753012208 0.173648177666932 3 -1 1.45473230946492e-15 3 -0.984807753012208 -0.173648177666929 3 -0.939692620785909 -0.342020143325667 3 -0.86602540378444 -0.499999999999998 3 -0.766044443118979 -0.642787609686538 3 -0.642787609686541 -0.766044443118977 3 -0.500000000000002 -0.866025403784437 3 -0.342020143325671 -0.939692620785908 3 -0.173648177666933 -0.984807753012208 3 -2.84823227897248e-15 -1 3 0.173648177666927 -0.984807753012209 3 0.342020143325666 -0.93969262078591 3 0.499999999999997 -0.86602540378444 3 0.642787609686536 -0.76604444311898 3 0.766044443118976 -0.642787609686542 3 0.866025403784437 -0.500000000000004 3 0.939692620785907 -0.342020143325673 3 0.984807753012207 -0.173648177666935 3 1 -2.22044604925031e-16 0.984807753012208 0.17364817766693 0.939692620785908 0.342020143325669 0.866025403784439 0.5 0.766044443118978 0.642787609686539 0.642787609686539 0.766044443118978 0.5 0.866025403784439 0.342020143325669 0.939692620785908 0.173648177666931 0.984807753012208 0 1 -0.17364817766693 0.984807753012208 -0.342020143325669 0.939692620785908 -0.5 0.866025403784439 -0.642787609686539 0.766044443118978 -0.766044443118978 0.64278760968654 -0.866025403784438 0.500000000000001 -0.939692620785908 0.34202014332567 -0.984807753012208 0.173648177666932 -1 1.55431223447522e-15 -0.984807753012208 -0.173648177666929 -0.939692620785909 -0.342020143325667 -0.86602540378444 -0.499999999999998 -0.766044443118979 -0.642787609686538 -0.642787609686541 -0.766044443118977 -0.500000000000002 -0.866025403784437 -0.342020143325671 -0.939692620785908 -0.173648177666933 -0.984807753012208 -2.88657986402541e-15 -1 0.173648177666927 -0.984807753012209 0.342020143325666 -0.93969262078591 0.499999999999997 -0.86602540378444 0.642787609686537 -0.76604444311898 0.766044443118976 -0.642787609686542 0.866025403784437 -0.500000000000004 0.939692620785907 -0.342020143325673 0.984807753012207 -0.173648177666935 21 22 23 27 25 26 15 16 17 33 31 32 13 14 15 1 30 31 1 33 34 1 34 35 1 35 36 1 31 33 8 9 10 8 10 11 7 8 11 4 1 2 4 2 3 6 4 5 6 11 12 6 12 13 6 17 18 6 18 19 6 19 20 6 20 21 6 23 24 6 24 25 6 27 28 6 28 29 6 29 30 6 25 27 6 21 23 6 15 17 6 13 15 6 30 1 6 1 4 6 7 11
|
||||
36 34 1 0 1.57009245868378e-16
|
||||
1 -2.44929359829471e-16 -6 0.984807753012208 0.17364817766693 -6 0.939692620785908 0.342020143325669 -6 0.866025403784439 0.5 -6 0.766044443118978 0.642787609686539 -6 0.642787609686539 0.766044443118978 -6 0.5 0.866025403784439 -6 0.342020143325669 0.939692620785908 -6 0.17364817766693 0.984807753012208 -6 6.12323399573677e-17 1 -6 -0.17364817766693 0.984807753012208 -6 -0.342020143325669 0.939692620785908 -6 -0.5 0.866025403784439 -6 -0.642787609686539 0.766044443118978 -6 -0.766044443118978 0.64278760968654 -6 -0.866025403784438 0.500000000000001 -6 -0.939692620785908 0.34202014332567 -6 -0.984807753012208 0.173648177666932 -6 -1 1.45473230946492e-15 -6 -0.984807753012208 -0.173648177666929 -6 -0.939692620785909 -0.342020143325667 -6 -0.86602540378444 -0.499999999999998 -6 -0.766044443118979 -0.642787609686538 -6 -0.642787609686541 -0.766044443118977 -6 -0.500000000000002 -0.866025403784437 -6 -0.342020143325671 -0.939692620785908 -6 -0.173648177666933 -0.984807753012208 -6 -2.84823227897248e-15 -1 -6 0.173648177666927 -0.984807753012209 -6 0.342020143325666 -0.93969262078591 -6 0.499999999999997 -0.86602540378444 -6 0.642787609686536 -0.76604444311898 -6 0.766044443118976 -0.642787609686542 -6 0.866025403784437 -0.500000000000004 -6 0.939692620785907 -0.342020143325673 -6 0.984807753012207 -0.173648177666935 -6 1 -2.22044604925031e-16 0.984807753012208 0.17364817766693 0.939692620785908 0.342020143325669 0.866025403784439 0.5 0.766044443118978 0.642787609686539 0.642787609686539 0.766044443118978 0.5 0.866025403784439 0.342020143325669 0.939692620785908 0.173648177666931 0.984807753012208 0 1 -0.17364817766693 0.984807753012208 -0.342020143325669 0.939692620785908 -0.5 0.866025403784439 -0.642787609686539 0.766044443118978 -0.766044443118978 0.64278760968654 -0.866025403784438 0.500000000000001 -0.939692620785908 0.34202014332567 -0.984807753012208 0.173648177666932 -1 1.55431223447522e-15 -0.984807753012208 -0.173648177666929 -0.939692620785909 -0.342020143325667 -0.86602540378444 -0.499999999999998 -0.766044443118979 -0.642787609686538 -0.642787609686541 -0.766044443118977 -0.500000000000002 -0.866025403784437 -0.342020143325671 -0.939692620785908 -0.173648177666933 -0.984807753012208 -2.88657986402541e-15 -1 0.173648177666927 -0.984807753012209 0.342020143325666 -0.93969262078591 0.499999999999997 -0.86602540378444 0.642787609686537 -0.76604444311898 0.766044443118976 -0.642787609686542 0.866025403784437 -0.500000000000004 0.939692620785907 -0.342020143325673 0.984807753012207 -0.173648177666935 21 22 23 27 25 26 15 16 17 33 31 32 13 14 15 1 30 31 1 33 34 1 34 35 1 35 36 1 31 33 8 9 10 8 10 11 7 8 11 4 1 2 4 2 3 6 4 5 6 11 12 6 12 13 6 17 18 6 18 19 6 19 20 6 20 21 6 23 24 6 24 25 6 27 28 6 28 29 6 29 30 6 25 27 6 21 23 6 15 17 6 13 15 6 30 1 6 1 4 6 7 11
|
||||
Triangulations 0
|
||||
|
||||
TShapes 58
|
||||
Ve
|
||||
@ -180,8 +93,6 @@ Ed
|
||||
1 1 0 0 10
|
||||
2 1 1 0 0 10
|
||||
2 2 2 0 0 10
|
||||
6 1 1 0
|
||||
6 2 2 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -198,8 +109,6 @@ Ed
|
||||
1 2 0 0 10
|
||||
2 3 1 0 0 10
|
||||
2 4 3 0 0 10
|
||||
6 3 1 0
|
||||
6 4 3 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -216,8 +125,6 @@ Ed
|
||||
1 3 0 0 10
|
||||
2 5 1 0 0 10
|
||||
2 6 4 0 0 10
|
||||
6 5 1 0
|
||||
6 6 4 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -227,8 +134,6 @@ Ed
|
||||
1 4 0 0 10
|
||||
2 7 1 0 0 10
|
||||
2 8 5 0 0 10
|
||||
6 7 1 0
|
||||
6 8 5 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -239,7 +144,7 @@ Wi
|
||||
-56 0 -54 0 +52 0 +51 0 *
|
||||
Fa
|
||||
0 1e-07 1 0
|
||||
2 1
|
||||
|
||||
0101000
|
||||
+50 0 *
|
||||
Ve
|
||||
@ -254,8 +159,6 @@ Ed
|
||||
1 5 0 0 10
|
||||
2 9 2 0 0 10
|
||||
2 10 5 0 0 10
|
||||
6 9 2 0
|
||||
6 10 5 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -270,10 +173,8 @@ Ve
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 6 0 0 10
|
||||
2 11 6 0 0 10
|
||||
2 12 2 0 0 10
|
||||
6 11 2 0
|
||||
6 12 6 0
|
||||
2 11 2 0 0 10
|
||||
2 12 6 0 0 10
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -283,8 +184,6 @@ Ed
|
||||
1 7 0 0 10
|
||||
2 13 2 0 0 10
|
||||
2 14 3 0 0 10
|
||||
6 13 2 0
|
||||
6 14 3 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -295,7 +194,7 @@ Wi
|
||||
-47 0 -45 0 +44 0 +56 0 *
|
||||
Fa
|
||||
0 1e-07 2 0
|
||||
2 2
|
||||
|
||||
0101000
|
||||
+43 0 *
|
||||
Ve
|
||||
@ -308,10 +207,8 @@ Ve
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 8 0 0 10
|
||||
2 15 4 0 0 10
|
||||
2 16 3 0 0 10
|
||||
6 15 3 0
|
||||
6 16 4 0
|
||||
2 15 3 0 0 10
|
||||
2 16 4 0 0 10
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -319,10 +216,8 @@ Ed
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 9 0 0 10
|
||||
2 17 6 0 0 10
|
||||
2 18 3 0 0 10
|
||||
6 17 3 0
|
||||
6 18 6 0
|
||||
2 17 3 0 0 10
|
||||
2 18 6 0 0 10
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -333,7 +228,7 @@ Wi
|
||||
-54 0 -40 0 +39 0 +44 0 *
|
||||
Fa
|
||||
0 1e-07 3 0
|
||||
2 3
|
||||
|
||||
0101000
|
||||
+38 0 *
|
||||
Ve
|
||||
@ -348,8 +243,6 @@ Ed
|
||||
1 10 0 0 10
|
||||
2 19 4 0 0 10
|
||||
2 20 5 0 0 10
|
||||
6 19 4 0
|
||||
6 20 5 0
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -357,10 +250,8 @@ Ed
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 11 0 0 10
|
||||
2 21 6 0 0 10
|
||||
2 22 4 0 0 10
|
||||
6 21 4 0
|
||||
6 22 6 0
|
||||
2 21 4 0 0 10
|
||||
2 22 6 0 0 10
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -371,16 +262,14 @@ Wi
|
||||
-35 0 -34 0 +40 0 +52 0 *
|
||||
Fa
|
||||
0 1e-07 4 0
|
||||
2 4
|
||||
|
||||
0101000
|
||||
+33 0 *
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 12 0 0 10
|
||||
2 23 6 0 0 10
|
||||
2 24 5 0 0 10
|
||||
6 23 5 0
|
||||
6 24 6 0
|
||||
2 23 5 0 0 10
|
||||
2 24 6 0 0 10
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -401,10 +290,8 @@ Ed
|
||||
1 13 0 0 6.28318530717959
|
||||
2 25 5 0 0 6.28318530717959
|
||||
2 26 7 0 0 6.28318530717959
|
||||
6 25 7 0
|
||||
6 26 8 0
|
||||
6 27 5 0
|
||||
6 28 9 0
|
||||
2 27 8 0 0 6.28318530717959
|
||||
2 28 9 0 0 6.28318530717959
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -415,7 +302,7 @@ Wi
|
||||
-28 0 *
|
||||
Fa
|
||||
0 1e-07 5 0
|
||||
2 5
|
||||
|
||||
0101000
|
||||
+30 0 +27 0 *
|
||||
Wi
|
||||
@ -424,7 +311,7 @@ Wi
|
||||
-45 0 -39 0 +34 0 +31 0 *
|
||||
Fa
|
||||
0 1e-07 6 0
|
||||
2 6
|
||||
|
||||
0101000
|
||||
+25 0 *
|
||||
Ve
|
||||
@ -437,8 +324,7 @@ Ve
|
||||
Ed
|
||||
1e-07 1 1 0
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1 14 0 6 9
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3 27 28CN 7 0 6 9
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7 29 30 7 0
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3 29 30CN 7 0 6 9
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||||
0
|
||||
|
||||
0101000
|
||||
@ -446,10 +332,8 @@ Ed
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 15 0 0 6.28318530717959
|
||||
2 29 7 0 0 6.28318530717959
|
||||
2 30 8 0 0 6.28318530717959
|
||||
6 31 7 0
|
||||
6 32 10 0
|
||||
2 31 7 0 0 6.28318530717959
|
||||
2 32 10 0 0 6.28318530717959
|
||||
0
|
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|
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0101000
|
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@ -460,7 +344,7 @@ Wi
|
||||
+22 0 +28 0 -22 0 -21 0 *
|
||||
Fa
|
||||
0 1e-07 7 0
|
||||
2 7
|
||||
|
||||
0101000
|
||||
+20 0 *
|
||||
Wi
|
||||
@ -468,8 +352,8 @@ Wi
|
||||
0101100
|
||||
+21 0 *
|
||||
Fa
|
||||
0 1e-07 8 0
|
||||
2 10
|
||||
0 1e-07 10 0
|
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|
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0101000
|
||||
+18 0 *
|
||||
Sh
|
||||
@ -485,8 +369,8 @@ Wi
|
||||
0101100
|
||||
+28 0 *
|
||||
Fa
|
||||
0 1e-07 5 0
|
||||
2 9
|
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0 1e-07 8 0
|
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|
||||
0101000
|
||||
+14 0 *
|
||||
Sh
|
||||
@ -506,20 +390,17 @@ Ve
|
||||
*
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 14 0 0 6
|
||||
3 27 28CN 7 0 0 6
|
||||
7 33 34 8 0
|
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1 16 0 0 6
|
||||
3 33 34CN 9 0 0 6
|
||||
0
|
||||
|
||||
0101000
|
||||
+10 0 -29 0 *
|
||||
Ed
|
||||
1e-07 1 1 0
|
||||
1 16 0 0 6.28318530717959
|
||||
2 31 7 0 0 6.28318530717959
|
||||
2 32 9 0 0 6.28318530717959
|
||||
6 35 8 0
|
||||
6 36 11 0
|
||||
1 17 0 0 6.28318530717959
|
||||
2 35 9 0 0 6.28318530717959
|
||||
2 36 11 0 0 6.28318530717959
|
||||
0
|
||||
|
||||
0101000
|
||||
@ -529,8 +410,8 @@ Wi
|
||||
0101100
|
||||
-28 0 +9 0 +8 0 -9 0 *
|
||||
Fa
|
||||
0 1e-07 7 0
|
||||
2 8
|
||||
0 1e-07 9 0
|
||||
|
||||
0101000
|
||||
+7 0 *
|
||||
Wi
|
||||
@ -538,8 +419,8 @@ Wi
|
||||
0101100
|
||||
-8 0 *
|
||||
Fa
|
||||
0 1e-07 9 0
|
||||
2 11
|
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0 1e-07 11 0
|
||||
|
||||
0101000
|
||||
-5 0 *
|
||||
Sh
|
||||
@ -555,4 +436,6 @@ Co
|
||||
1100000
|
||||
+15 0 +11 0 +2 0 *
|
||||
|
||||
+1 0
|
||||
+1 0
|
||||
0
|
||||
|
||||
|
||||
Loading…
Reference in New Issue
Block a user