Sierpinski Pyramid
Let’s remove the central portion of a regular tetrahedron such that what remains are 4 tetrahedrons each with half of the side length of the original.
Let’s remove the central portion of a regular tetrahedron such that what remains are 4 tetrahedrons each with half of the side length of the original.
For any point inside a square, the sum of the distances from this point to the four sides is half of the perimeter.
Cutting 3D shapes parallel to the base such that the top and bottom resulting portions have the same volume.