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Permutahedron
by pff000
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The boundary and internal edges of a 3D permutahedron.
The 4! vertices are given by the permutations of [1, 3, 4.2, 7], with an edge connecting two vertices if they agree in two of the four coordinates. The 4D vertices live in a 3D hyperplane, namely the sum of the coordinates is 15.2.
Designed with OpenSCAD.
Printed with a raft to ensure adhesion to the bed. Printed without any support using the orientation in the STL file.
Designed with Allen Knutson.
The 4! vertices are given by the permutations of [1, 3, 4.2, 7], with an edge connecting two vertices if they agree in two of the four coordinates. The 4D vertices live in a 3D hyperplane, namely the sum of the coordinates is 15.2.
Designed with OpenSCAD.
Printed with a raft to ensure adhesion to the bed. Printed without any support using the orientation in the STL file.
Designed with Allen Knutson.
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