  We calculate the mass of the vector meson in the chiral symmetry restored
vacuum. This is accomplished by separating the four quark operators appearing
in the vector and axial vector meson sum rules into chiral symmetric and
symmetry breaking parts depending on the contribution of the fermion zero
modes. We then identify each part from the fit to the vector and axial vector
meson masses. By taking the chiral symmetry breaking part to be zero while
keeping the symmetric operator to the vacuum value, we find that the chiral
symmetric part of the vector and axial vector meson mass to be between 550 and
600 MeV. This demonstrates that chiral symmetry breaking, while responsible for
the mass difference between chiral partner, accounts only for a small fraction
of the symmetric part of the mass.
