動態幾何(3D)作業 (依照名稱分類) :
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Desargues Theorem
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Treble
perspective triangle Theorem
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The tangent cones (each cone is tangent of two balls) of three balls
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The tangent lines (on the ball) of the circle on the ball
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Three-Circle Theorem on the Sphere
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Solid with
Elliptic Crossections
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Torus
Generated by Villarceau Circles
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Trace of the conic
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Coaxal Circles on
the Sphere
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Intersection of the plane and the ball
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The circle (on the ball) tangent to two circles
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The circle (on the ball) tangent to two lines
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Conic section
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Edges Meeting a
Plane in a Conic
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Hyperbolic Paraboloid
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Intersection conic of the Hyperbolic Paraboloid and the plane
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Buckyball with
a Different Construction
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Chang of the
several special polyhedron
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Five
Octahedra About an Icosidodecahedron
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Tangent of the
Villarceaux Circle
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Deltoidal Icositetrahedron
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Desargues Theorem Extended
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Square Orthobicupola
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Tangent of the Intersection Curve by conic and cylinder
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Triangular Cupola
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Cuboctahedron
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Pentagonal Cupola
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Square Cupola
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Tetrahedron Cuboctahedron
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Cube Square Orthobicupola
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Five Cubes in a
Dodecahedron
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Rhombic Dodecahedron
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Stella Octangula
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Three Tetrahedra
Triangular Cupola
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Truncated Octahedron
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Truncated Tetrahedron
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Great Rhombicuboctahedron
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Tangent of the Region Enclosed by Two Parabolic Cylinders
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Truncated Icosidodecahedron
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Regular
Dodecahedron made by the cube
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Regular Dodecahedron made by the cube and the regular decagon
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Regular Dodecahedron made by the square and the regular decagon
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Regular
hexagon in the Regular octahedron
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Regular
octahedron cut by the plane
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Regular octahedron made by the Regular hexagon
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Regular
tetrahedron made by squares
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Regular
tetrahedron made by the square
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The
cube made by the Triangular Gyrobicupola
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Three
squares in the Regular tetrahedron
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Triangular
Gyrobicupola in the cube
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Use Regular Decagon to make a Regular Dodecahedron