  In this note we revisit the emergent conformal symmetry in the near-ring
region of warped spacetime. In particular, we propose a novel construction of
the emergent near-ring $sl(2,R)_{\text{QNM}}$ symmetry. We show that each
eikonal QNM family falls into one highest-weight representation of this
algebra, and $sl(2,R)_{\text{QNM}}$ can be related to the near-ring isometry
group $sl(2,R)_{\text{ISO}}$ in a simple way. Furthermore we find that the
coherent state space of $sl(2,R)_{\text{QNM}}$ can be identified with the phase
space of the photon ring.
