symmetry again, re staggered ethene



 Peter Shenkin wites: "...consider ethane in the staggered conformation.
 This
 conf is an energetic minimum, and point-group symmetry.  If I simply stretch
 or compress the C-C bond, I do not change the point group, but I am no longer
 at a minimum, nor at any other stationary point.
     Doesn't this demonstrate that symmetric structures need not be stationary
 points?"
 Yes, but wer're not really asking if a symmetric structure of *arbitrary*
 geometry is a stationary point, but rather if such a structure, optimized
 within the limits of its symmetry (keeping the Sch:/nfliess point group, e.g.
 C2v, Cs, etc) must go to a stationary point.
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