18-sided solid
32 vertices
48 edges
18 faces 6 kites (6 ki.) 6 central- symmetric hexagons (6 p.he.) 6 mirror symmetric hexagons (6 m.he.) |
| vertex
3 paper strips (each divided into 2 parts)
8 x 1/2 ki. 1 p.he. 6 x 1/2 p.he.
2 m.he. 4 x 1/2 m.he. |
pattern download
1 pair of paper strips, 1921 x 1997 pix, 126 kb: st2.gif |
Plaiting-Scheme
|
a1 | a2 | a3 | a4 | a5 | a6 |
a7 | a8 | a9 | a10 | a11 | a12 |
I |
↑↑ i4 III | ↓↑ i2 III | ↓↑ i8 III |
↑↑ i7 III | ↑↑ i10 III | ↓↑ i9 III |
↑↑ i1 III | ↓↑ i3 II | i12 III |
↑↑ i5 II | ↑↑ i11 III | ↓↑ i6 III |
II |
↑↑ i4 I | ↓↑ i2 I | ↓↑ i8 I |
↑↑ i7 I | ↑↑ i10 I | ↓↑ i9 I |
↑↑ i1 I | ↓↑ i3 III | i12 I |
↑↑ i5 III | ↑↑ i11 I | ↓↑ i6 I |
III |
↑↑ i4 II | ↓↑ i2 II | ↓↑ i8 II |
↑↑ i7 II | ↑↑ i10 II | ↓↑ i9 II |
↑↑ i1 II | ↓↑ i3 I | i12 II |
↑↑ i5 I | ↑↑ i11 II | ↓↑ i6 II |
The inner- and outer quadrilaterals i1,a1,i5,a5,i7,a7,i10, and a10 are triangles (half kites), which are treated virtually as quadrilaterals by adding the kite midpoint as an additional vertex.
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