How many noble polyhedra are there?
4
51
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resolved Dec 31
Resolved
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A noble polyhedron is a polyhedron that is isogonal and isohedral.
This market counts fissary noble polyhedra but does not count compounds, polyhedra with faces with more than two edges per vertex, polyhedra with faces whose vertices do not lie in a single plane, or polyhedra whose vertices do not lie in a sphere. In addition, the disphenoid, the regular polyhedra, and the crown polyhedra are not counted. In the case that the number of noble polyhedra by this market's criteria exceeds 1000, it resolves as 1000.
Probably use "Limit" instead of "Quick"
More info: https://polytope.miraheze.org/wiki/List_of_noble_polyhedra
Also check out the Polytope Discord: https://discord.com/invite/PTYzHyft
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