  Keeping in mind our conjecture of modelling cuprates and related systems by
quantum groups and our claim that the existence of stripes is intimately
related to quantum groups and more strongly is a consequence of the underlying
quantum group structure we note that a recent claim that {\em magnetic
fluctuations} also displays a one-dimensional character makes our conjecture
more viable. The recent strong claim by Mook et al., if true further supports
our intuition. For the fluctuations associated with a striped phase are
expected to be one-dimensional, whereas the magnetic fluctuations are {\em
taken} to display two-dimensional symmetry. It is claimed by Mook et al. that
this apparent two-dimensionality results from measurements on twinned crystals,
and that similar measurements on substantial detwinned crystals of
YBa$_{2}$Cu$_{3}$O$_{6.6}$ reveal the one-dimensional character of the magnetic
fluctuations thus making the stripe scenario more stronger, in other words
there are also magnetic stripes. As noted before in our conjecture that one of
the main reason for quantum groups to model cuprates is that they are directly
related to the symmetries of one-dimensional systems. Thus now if the magnetic
fluctuations are also shown exhibiting one-dimensional behavior that all the
more {\em directly strengthens our conjecture}. However we note that our
conjecture is more generic and not tied to the one-dimensional character of the
now claimed magnetic fluctuations. Simply the one-dimesional nature of magnetic
fluctuations as noted by Mook et al., makes our conjecture more {\em obvious}
and clearer.
