
CW 324a The Fourth Dimension Lecture 5: Relationships of cube to tesseract (Berlin, May 31, 1905) by Rudolf Steiner
Rudolf Steiner Audio
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Constructing Geometric Figures by Intersecting Surfaces
Exploring how different geometric figures can be formed by intersecting the surfaces of an octahedron at varying angles, including the formation of a tetrahedron and the revelation that half of a cube is always another cube. Additionally, they discuss the creation of a rhombic dodecahedron through intersecting axes at different angles.
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