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<p>if a symmetry group contains a 3-fold axis of rotation, it contains rotations in two opposite directions. (The structure <b><i>is</i></b> chiral for 11 pairs of <b><i><a href="page.php?w=space_group">space group</a>s</i></b> with a screw axis.)</p>

<p><big>Infinite isometry groups</big></p>
<p>There are many <b>infinite isometry groups</b>; for example, the "<a href="page.php?w=cyclic_group">cyclic group</a>" (meaning that it is generated by one element - not to be confused with a <a href="page.php?w=torsion_group">torsion group</a>) generated by a rotation</p><p>
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