## On the Interpretation of Facets & Logic

Really throwing a curve ball on this one, huh?

The module presents itself one of 12 different polyhedrons with buttons on each of its faces. Each button has a black and white image resulted from 2 images XORed on top of each other, via transparency. Selecting the border surrounding the polyhedron will rotate the polyhedron to get a better view.

This table has names of each polyhedron that can be displayed.

Polyhedron | Vertices | Faces |
---|---|---|

Deltoidal Icositetrahedron | 26 | 24 |

Disphenocingulum | 16 | 24 |

Gyroelongated Triangular Bicupola | 18 | 26 |

Icosidodecahedron | 30 | 32 |

Pentagonal Icositetrahedron | 38 | 24 |

Rhombic Triacontahedron | 32 | 30 |

Rhombicuboctahedron | 24 | 26 |

Snub Square Antiprism | 16 | 26 |

Tetrakis Hexahedron | 14 | 24 |

Triakis Octahedron | 14 | 24 |

Triaugmented Dodecahedron | 23 | 24 |

Truncated Icosahedron | 60 | 32 |

Page 2 contains all possible conditions that can show up on the module. The right side of the table corresponds to the groupings of each condition. Pages 3 to 6 will contain ALL 252 combinations that show up on the module, with pages 5 and 6 showing inverted variants of pages 3 and 4.

Each button has an initial boolean state determined by its initial condition, and a final state which is determined by its final condition and adjacent faces' initial states. Buttons that must be pressed have a final state that is true. **Symbols that are inverted, ONLY invert the initial boolean state from the initial conditions, NOT the final boolean states from the final conditions.**