  The notion that hadron masses scale according to the scaling of the quark
condensate in hadronic matter, partly supported by a number of observations in
finite nuclei, can be interpreted in terms of Harada-Yamawaki's ``vector
manifestation" (VM) of chiral symmetry. In this scenario, near chiral
restoration, the vector meson masses drop to zero {\it in the chiral limit}
with vanishing widths. This scenario appears to differ from the standard linear
sigma model scenario. We exploit a link between the VM and color-flavor locking
inferred by us from lattice data on quark number susceptibility (QNS) measured
as a function of temperature to suggest that local flavor symmetry gets mapped
to color gauge symmetry at the chiral phase transition.
