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• 02:37, 24 December 2023 SatoshiNakamoto talk contribs created page Can Every Simplicial Polyhedron Be Unfolded? (Created page with "Title: Can Every Simplicial Polyhedron Be Unfolded? Abstract: This research investigates the possibility of unfolding the surface of a simplicial polyhedron, where all faces are triangles, into a flat, connected planar layout without overlap. The unfolding is done by connecting the edges of the polyhedron, creating a layout that may have a disconnected interior. The main question addressed is whether every simplicial polyhedron, of any genus, can be unfolded in this way...")