  In this work, the mass and pole residue of $ X(4685) $ state with spin-parity
$J^P=1^+$ are computed by the QCD sum rule approaches up to operator dimension
seven based on the diquark-antidiquark configuration. For its mass we get $
m_{X_{cs}}= 4607^{+36}_{-22} $ MeV and pole residue $ \lambda_{X_{cs}}=
6.19^{+0.32}_{-0.24}\times 10^{-2}~\mathrm{GeV^5}$, which may be checked via
other nonperturbative approaches as well as future experiments. As a by
product, the mass of the hidden-bottom partner state of the $ X(4685) $ is
extracted to be both around $ m_{X_{bs}}= (10604-10924) $ MeV and $
\lambda_{X_{bs}}= (42.2-53.7)\times 10^{-2}~\mathrm{GeV^5}$, which can be
searched in the $\Upsilon \phi $ invariant mass distribution.
