#but above that? I'm told spherical polygons with more than three sides can be broken up into triangles
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Is there a way to derive the dihedral angle of a regular polyhedron using only the Schläfli symbol without just looking it up how do you figure out anything about a spherical regular polygon with n vertices without knowing the angles only the sides am I just trying to do the impossible or are the articles I find just misleadingly short
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