  We study the interplay of natural supersymmetry and a supersymmetric solution
to the discrepancy observed in measurements of the muon magnetic moment. The
strongest constraints on the parameter space currently come from chargino
searches in the trilepton channel and slepton searches in the dilepton channel
at the LHC, and vast regions are currently allowed, especially at large
$\tan{\beta}$. With light top squarks in the spectrum, as required from
naturalness arguments, the situation changes dramatically; stop-assisted
chargino and neutralino production via $\tilde{t} \rightarrow b
\tilde{\chi}_{1}^{\pm}$ and $\tilde{t} \rightarrow t \tilde{\chi}_{1}^0$ are
already probing the entire parameter space compatible with the muon magnetic
moment at $\tan{\beta} \sim \mathcal{O}(10)$, while upcoming stop searches will
probe most of the parameter space at larger $\tan{\beta} \sim 40$. Direct
Higgsino searches as well as compressed slepton and stop searches are crucial
to close out corners of parameter space. We consider one such example: in the
presence of light sleptons and charginos as required to obtain appreciable
contributions to the muon magnetic moment, compressed stops can dominantly
undergo the following decay $\tilde{t} \, \rightarrow \, b \tilde{\ell} \nu
(\tilde{\nu} \ell) \, \rightarrow \, b \ell \nu \tilde{\chi}_{1}^0$,
facilitated by off-shell charginos. We find that the enhanced branching to
leptons leads to a $5 \sigma$ mass reach (with $3000$ fb$^{-1}$ of data at
LHC14) of $m_{\tilde{t}} \, \sim \, 350$ GeV, with the mass difference between
stops and the lightest neutralino being $\sim 80$ GeV. This will further close
out a significant part of the parameter space compatible with naturalness and
the muon magnetic moment.
