  We use vortex matter in type-II superconductors as a playground to study how
different types of disorder affect the long wavelength density fluctuations of
the system. We find that irrespective of the vortex-vortex interaction, in the
case of samples with weak and dense point defects the system presents the
hidden order of hyperuniformity characterized by an algebraic suppression of
density fluctuations when increasing the system size. We also reveal that, on
the contrary, for samples with planar defects hyperuniformity is suppressed
since density fluctuations have a tendency to unboundedness on increasing the
system size. Although some of these results were known from previous works,
this paper makes the fundamental discovery that the ability of planar disorder
to suppress hyperuniformity grows on increasing the softness of the structure
for more diluted systems.
