D4.16 dual (no ontology, empty)

From Hi.gher. Space

This page is empty, but exists for ontology purposes.

Incidence matrix

Dual: D4.16

#TXIDVaVbVcVdVeVfEaEbEcEdEeEfEgEhEiEj4a4b3a3b3c3d3e3fC1aC2aC2bC3aTypeName
0 Va = point ;
1 Vb = point ;
2 Vc = point ;
3 Vd = point ;
4 Ve = point ;
5 Vf = point ;
6 Ea 010100 = digon ;
7 Eb 001100 = digon ;
8 Ec 110000 = digon ;
9 Ed 101000 = digon ;
10 Ee 010001 = digon ;
11 Ef 100001 = digon ;
12 Eg 001001 = digon ;
13 Eh 001010 = digon ;
14 Ei 000011 = digon ;
15 Ej 000002 = digon ;
16 4a 0201012000200000 = square ;
17 4b 1111001111000000 = square ;
18 3a 0010110000001110 = triangle ;
19 3b 1100010010110000 = triangle ;
20 3c 1010010001011000 = triangle ;
21 3d 1000020000020001 = triangle ;
22 3e 0000120000000021 = triangle ;
23 3f 0000030000000003 = triangle ;
24 C1a 221101212222100012022000 = transposed diminished cube ;
25 C2a 210002002024000100040200 = triangular bipyramid ;
26 C2b 101012000102212100202110 = triangular bipyramid ;
27 C3a 000013000000003300000031 = tetrahedron ;
28 H4.1a 6321233266612626336612126616362 = D4.16 dual ;

Usage as facets

This polytope does not currently appear as facets in any higher-dimensional polytopes in the database.

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