  We investigate Klein-Gordon (KG) oscillators in traversable wormhole (TWH)
spacetime in rainbow gravity. We discuss a conditional exact solution for the
corresponding KG-oscillators through some parametric correlation between the
frequency of the KG-oscillators and the TWH throat radius. We report/discuss
the effects of throat radius, rainbow parameter, and oscillator frequency on
the spectroscopic structure of a vast number of $\left( n,m\right) $-states
(the radial and magnetic quantum numbers, respectively). In the process, we use
two loop quantum gravity motivated rainbow functions pairs. We observe that
rainbow gravity affects on both particles and anti-particles alike.
