We establish an asymptotic formula for the ground-state energy of the
spherical pure $(p,q)$-spin glass model for $p,q\ge 97$. We achieve this
through understanding the concentration of the complexity of critical points
with values within a region of the ground state energy. More specifically, we
show that the second moment of this count coincides with the square of the
first moment up to a sub-exponential factor.
