  In this study we employ staggered fermions to calculate the two-pion taste
singlet states at rest. Leveraging the Clebsch-Gordan coefficients of the
symmetry group associated with staggered fermions, we effectively compute the
$\pi\pi$ contributions to the resting $\rho$-meson correlator. To discern the
distinct energy states involved, we adopt a generalized eigenvalue
problem-solving approach. This work will provide insight into the important
role played by the two-pion contribution to the anomalous magnetic moment of
the muon.
  In this paper we present our group theoretic considerations and preliminary
results on the contribution of two-pion states to the rho meson correlation
function.
