  Using a recently developed algorithm that chooses preferred coordinates and a
preferred co-frame, we will determine the completely general Bianchi type I
teleparallel geometry. In using this algorithm, any remaining gauge freedom is
allocated to the choice of spin connection. We then solve the symmetry
constraints placed on the spin connection to derive a general class of Bianchi
type I teleparallel geometries. We find that this general class of Bianchi type
I teleparallel geometries breaks naturally into two sub-classes. We then
illustrate some simple power-law solutions in $F(T)$ teleparallel gravity for
each case to illustrate the differences.
