Interactive examples of Anti-Self-Polar polyhedra

The table below contains examples on the two-dimensional sphere computed by Qingsong Wang in collaboration with Mikhail Katz and Facundo Mémoli . For more discussion and theoretical properties of ASPs, see the arXiv preprint "Extremal spherical polytopes and Borsuk's conjecture"

Name	n: Number of points	(Spherical) Diameter	f: Max vertices in a facet	r: Facets with max vertices	t: Triangles in diameter graph	Symmetry group
B2	7	2.076537	4	3	4	$\mathbb{Z}_3$
B3	10	2.093032	4	6	4	$\mathbb{Z}_3$
B4	13	2.094297	4	9	4	$S_3$
C1	8	2.087071	5	1	4	$\mathbb{Z}_2$
C2	9	2.093346	5	1	3	$\mathbb{Z}_2$
C3	9	2.090792	5	1	4	$\mathbb{Z}_2$
C4	9	2.090160	6	1	5	$\mathbb{Z}_2$
C5	10	2.093172	5	1	4	$\mathbb{Z}_2$
C6	10	2.093556	5	2	4	$\mathbb{Z}_2$
C7	10	2.092404	5	3	4	$\mathbb{Z}_2$
C8	10	2.091741	7	1	6	$\mathbb{Z}_2$
D1	10	2.094094	5	1	3	{e}
D2	10	2.093599	6	1	4	{e}
E1	11	2.366612	5	1	0	$D_5$