Talk:List of uniform polyhedra
How many uniform polyhedral skeletons are there? By a polyhedral skeleton I mean a finite set of edges in 3D space where each vertex is shared by at least three edges. So the edges of every uniform regiment form a uniform skeleton. But there are also skeletons that do not belong to any polyhedral regiment but do belong to compounds (e, dri, dird and giddird). Are there any uniform skeletons that do not belong to any uniform polyhedron or compound? 73.220.135.34 23:50, 27 June 2021 (UTC)
I believe there are 48 (plus the prisms and antiprisms). Plasmath (talk) 00:44, 28 June 2021 (UTC)
there are 48 uniform polyhedral skeletons Cirrocumulus (talk) 12:45, 28 June 2021 (UTC)
This table is ridiculously wide[edit source]
I couldn't think of something funny to compare the size of my monitor to, but it's big enough that I haven't had problems with the sizes of infoboxes and tables before this. Is this table's size something we want to deal with, or can we live with needing GPS to know where on the table we are? There we go, I made the funny in the end. The New Kid (talk) 05:42, 30 June 2021 (UTC)