On the Subject of Facets & Logic
Liberal status: Destroyed
- On the module is a floating polyhedron with a button on each face.
- Each button is labelled with the non-overlapping parts of two overlaid symbols denoting different truth values.
- The primary value depends on the properties of the polyhedron.
Primary properties are sorted into four groups.
Inversions of symbols denote negations of the primary value. - The secondary value depends on the primary values of the buttons on adjacent faces.
- The primary value depends on the properties of the polyhedron.
- Press all buttons whose secondary values are true.
If there are no such buttons, press all buttons whose primary values are true instead. - Select the ring from a particular direction to roll the polyhedron in that direction.
| On Face | |
|---|---|
| The shape of the face on which the button is located is... | |
| triangular | |
| quadrilateral | |
| pentagonal | |
| Adjacent to Face | |
|---|---|
| The face on which the button is located is adjacent to at least.. | |
| one triangle | |
| one quadrilateral | |
| one pentagon | |
| two distinct polygons | |
| Global | |
|---|---|
| The whole polyhedron... | |
| has fewer than 25 faces | |
| has fewer than 25 vertices | |
| has more faces than vertices | |
| has identical faces | |
| contains all serial number letters in its name | |
| contains all present indicator label letters in its name | |
| Adjacent to Group | |
|---|---|
| Of the buttons on adjacent faces, at least... | |
| one belongs to the On Face group | |
| one belongs to the Adjacent to Face group | |
| one belongs to the Adjacent to Group group | |
| one belongs to the Global group | |
| three belong to distinct groups | |