TRANSFORMSSG example

Symmetry operators:
x,y,-z,-t,u 1/2+x,-y,z,1/2+t,u -x,-y,-z,-t,-u

magnetic

q vectors (optional):
q₁ = a₁^* + a₂^* + a₃^*
q₂ = a₁^* + a₂^* + a₃^*
q₃ = a₁^* + a₂^* + a₃^*

New basis vectors of the reciprocal lattice:
a₁^*' = a₁^* + a₂^* + a₃^*
a₂^*' = a₁^* + a₂^* + a₃^*
a₃^*' = a₁^* + a₂^* + a₃^*

New q vectors:
q₁' = q₁ + q₂ + q₃ + a₁^* + a₂^* + a₃^*
q₂' = q₁ + q₂ + q₃ + a₁^* + a₂^* + a₃^*
q₃' = q₁ + q₂ + q₃ + a₁^* + a₂^* + a₃^*

Old superspace origin in new coordinate system (the "s" subscript in a_si' indicates superspace rather than external-space basis vectors):
τ = a_s1' + a_s2' + a_s3' + a_s4' + a_s5' + a_s6'