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Elastic scattering between dark matter particles and a relativistic speciessuch as photons or neutrinos leads to a transfer of energy from the latter dueto their intrinsically different temperature scaling relations. In this work,we point out that this siphoning of energy from the radiation bath manifests asa change in the effective number of neutrinos $N_{\rm eff}$, and compute theexpected shift $\Delta N_{\rm eff}$ for dark matter-photon and darkmatter-neutrino elastic scattering as a function of the dark matter mass$m_\psi$ and scattering cross section $\sigma_{\psi-X}$. For$(m_\psi,\sigma_{\psi-X})$-parameter regions already explored by nonlinearprobes such as the Lyman-$\alpha$ forest through collisional and/orfree-streaming damping, we find shifts of $|\Delta N_{\rm eff}| \simeqO(10^{-2})$, which may be within the reach of the proposed CMB-S4 experiment.For most of the as-yet-unexplored parameter space, however, we expect $|\DeltaN_{\rm eff}| \lesssim O(10^{-3})$. An ideal 21 cm tomography survey of the darkages limited only by cosmic variance is potentially sensitive to $|\DeltaN_{\rm eff}| \simeq O(10^{-6})$, in which case dark matter masses up to$m_{\psi} \sim 10 \, \textrm{MeV}$ may be probed via their effect on $N_{\rmeff}$.

Trading kinetic energy: How late kinetic decoupling of dark matter changes $N_{\textrm{eff}}$