Tetrahedral Intersected Paraboloids - Solid

sketchfab

Four identical, symmetrical parabolahedra converge at their individual axes, each boasting tetrahedral symmetry. Their core centers are situated on the vertices of the internal tetrahedron, which in turn is nestled within all four parabolahedra. Each distinct parabolahedron is colored with a unique solid hue. Observe this model alongside its transparent counterpart to appreciate the striking contrast. Zooming in on the central region reveals the tetrahedral axes of symmetry. This intricate shape boasts 144 faces, comprising 12 distinct types. The model was crafted using vZome's advanced capabilities. I have also generated a dual model of this complex geometric entity.