List of Wenninger polyhedron models

This is an indexed list of the uniform and stellated polyhedra from the book Polyhedron Models, by Magnus Wenninger.
The book was written as a guide book to building polyhedra as physical models. It includes templates of face elements for construction and helpful hints in building, and also brief descriptions on the theory behind these shapes. It contains the 75 nonprismatic uniform polyhedra, as well as 44 stellated forms of the convex regular and quasiregular polyhedra.
Models listed here can be cited as "Wenninger Model Number N", or W_N for brevity.
The polyhedra are grouped in 5 tables: Regular, Semiregular, regular star polyhedra, Stellations and compounds, and uniform star polyhedra. ''The four regular star polyhedra are listed twice because they belong to both the uniform polyhedra and stellation groupings.''

[Platonic solids] (regular convex polyhedra) W1 to W5

Index	Name	Picture	Dual name	Dual picture	Wythoff symbol	Vertex figure and Schläfli symbol	Symmetry group	U#	K#	V	E	F	Faces by type
1	Tetrahedron		Tetrahedron		32 3		T_d	U01	K06	4	6	4	4
2	Octahedron		Hexahedron		42 3		O_h	U05	K10	6	12	8	8
3	Hexahedron		Octahedron		32 4		O_h	U06	K11	8	12	6	6
4	Icosahedron		Dodecahedron		52 3		I_h	U22	K27	12	30	20	20
5	Dodecahedron		Icosahedron		32 5		I_h	U23	K28	20	30	12	12

Index	Name	Picture	Dual name	Dual picture	Wythoff symbol	Vertex figure	Symmetry group	U#	K#	V	E	F	Faces by type
6	Truncated tetrahedron		triakis tetrahedron		2 33	3.6.6	T_d	U02	K07	12	18	8	4 + 4
7	Truncated octahedron		tetrakis hexahedron		2 43	4.6.6	O_h	U08	K13	14	36	24	6 + 8
8	Truncated hexahedron		triakis octahedron		2 34	3.8.8	O_h	U09	K14	24	36	14	8 + 6
9	Truncated icosahedron		pentakis dodecahedron		2 53	5.6.6	I_h	U25	K30	60	90	32	12 + 20
10	Truncated dodecahedron		triakis icosahedron		2 35	3.10.10	I_h	U26	K31	60	90	32	20 + 12
11	Cuboctahedron		rhombic dodecahedron		23 4	3.4.3.4	O_h	U07	K12	12	24	14	8 + 6
12	Icosidodecahedron		rhombic triacontahedron		23 5	3.5.3.5	I_h	U24	K29	30	60	32	20 + 12
13	Small rhombicuboctahedron		deltoidal icositetrahedron		3 42	3.4.4.4	O_h	U10	K15	24	48	26	8+
14	Small rhombicosidodecahedron		deltoidal hexecontahedron		3 52	3.4.5.4	I_h	U27	K32	60	120	62	20 + 30 + 12
15	Truncated cuboctahedron		disdyakis dodecahedron		2 3 4	4.6.8	O_h	U11	K16	48	72	26	12 + 8 + 6
16	Truncated icosidodecahedron		disdyakis triacontahedron		2 3 5	4.6.10	I_h	U28	K33	120	180	62	30 + 20 + 12
17	Snub cube		pentagonal icositetrahedron		2 3 4	3.3.3.3.4	O	U12	K17	24	60	38	+ 6
18	Snub dodecahedron		pentagonal hexecontahedron		2 3 5	3.3.3.3.5	I	U29	K34	60	150	92	+ 12