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<p>polyhedra does not guarantee that the point group will be the same--two non-centrosymmetric shapes can be oriented in space in a manner which contains an inversion center between the two. Two tetrahedra facing each other can have an inversion center in the middle, because the orientation allows for each atom to have a reflected pair. The inverse is also true, as multiple centrosymmetric polyhedra can be arranged to form a noncentrosymmetric point group.</p>

<p><big>Inversion with respect to the origin</big></p>
<p>Inversion with respect to the origin</p><p>
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