Compound of Six Decagonal Prisms - Cartesian Coordinates

Cartesian Coordinates

Cartesian coordinates for the vertices of this compound are all the cyclic permutations of

(±√(τ−1/√5), ±2τ, ±√(τ/√5))

(±(√(τ−1/√5)−τ2), ±1, ±(√(τ/√5)+τ))

(±(√(τ−1/√5)−τ), ±τ2, ±(√(τ/√5)+1))

(±(√(τ−1/√5)+τ), ±τ2, ±(√(τ/√5)−1))

(±(√(τ−1/√5)+τ2), ±1, ±(√(τ/√5)−τ))

where τ = (1+√5)/2 is the golden ratio (sometimes written φ).