# Chiral hexagonal prismatic symmetry

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### Convex polytopes with (G

Chiral hexagonal prismatic symmetry | |
---|---|

Rank | 3 |

Space | Spherical |

Order | 12 |

**Chiral hexagonal prismatic symmetry**, also known as **kihippic symmetry** and notated as **(G _{2}×A_{1})+**, is a 3D spherical symmetry group. It is the symmetry group of the hexagonal gyroprism.

### Subgroups[edit | edit source]

- Chiral hexagonal pyramidal symmetry
- Chiral triangular prismatic symmetry
- Chiral triangular pyramidal symmetry
- Chiral digonal prismatic symmetry
- Chiral digonal pyramidal symmetry
- Identity symmetry (3D)

### Convex polytopes with (G_{2}×A_{1})+ symmetry[edit | edit source]

- Hexagonal prism (isogonal)/Hexagonal tegum (isotopic)
- Hexagonal gyroprism (isogonal)/Hexagonal gyrotegum (isotopic)