  The swampland program of delineating the space of effective field theories
consistent with quantum gravity appears similar to the bootstrap program of
delineating the space of quantum field theories consistent with conformal
symmetry. With this in mind we rewrite the effective field theory of the Large
Volume Scenario in AdS space solely in terms of $R_{AdS}$, in a form suitable
for holographic analysis. This rewritten EFT takes a remarkably universal (and
previously unnoticed) form, which is uniquely determined in the large-volume
limit up to terms suppressed by $\mathcal{O} \left( 1/\ln R_{AdS} \right)$,
with no reference to any of the fluxes, brane or instanton configurations that
enter the microphysics of moduli stabilisation. The putative dual 3d CFT will
have two low-lying single trace scalars, an even-parity scalar $\Phi$ dual to
the volume modulus with $\Delta_{\Phi} = \frac{3}{2}\left( 1 + \sqrt{19}
\right) \simeq 8.038$ and an odd-parity scalar $a$ dual to the volume axion
with $\Delta_a = 3$. On the AdS side the higher-point interactions are likewise
uniquely determined. As the AdS theory is both subject to swampland constraints
and holographically related to a CFT, we argue that holography will lead to a
`bootland' --- a map between swampland constraints on the AdS side and
bootstrap constraints on the CFT side. We motivate this with a discussion of
swampland quantum gravity constraints on the axion decay constant in the
$\mathcal{V} \to \infty$ limit and the $\langle \Phi \Phi a a \rangle$ 4-point
function on the CFT side.
