  The tentative hints for a diphoton resonance at a mass of $\sim 750$ GeV from
the ATLAS and CMS experiments at the LHC may be interpreted as first contact
with a "dark" sector with a spontaneously broken conformal symmetry. The
implied TeV scale of the dark sector may be motivated by the interaction
strength required to accommodate a viable thermal relic dark matter (DM)
candidate. We model the conformal dynamics using a Randall-Sundrum type 5D
geometry whose IR boundary is identified with the dynamics of the composite
dark sector, while the Standard Model (SM) matter content resides on the UV
boundary, corresponding to "elementary" fields. We allow the gauge fields to
reside in the 5D bulk, which can be minimally chosen to be $SU(3)_c\times
U(1)_Y$. The "dark" radion is identified as the putative 750 GeV resonance.
Heavy vector-like fermions, often invoked to explain the diphoton excess, are
not explicitly present in our model and are not predicted to appear in the
spectrum of TeV scale states. Our minimal setup favors scalar DM of
$\mathcal{O}(\text{TeV})$ mass. A generic expectation in this scenario,
suggested by DM considerations, is the appearance of vector bosons at $\sim$
few TeV, corresponding to the gluon and hypercharge Kaluza-Klein (KK) modes
that couple to UV boundary states with strengths that are suppressed uniformly
compared to their SM values. Our analysis suggests that these KK modes could be
within the reach of the LHC in the coming years.
