We present nonequilibrium physics in spin ice as a unique setting that combines kinematic constraints, emergent topological defects, and magnetic long-range Coulomb interactions. In spin ice, magnetic frustration leads to highly degenerate yet locally constrained ground states. Together, they form a highly unusual magnetic state-a "Coulomb phase"-whose excitations are point-like defects-magnetic monopoles-in the absence of which effectively no dynamics is possible. Hence, when they are sparse at low temperature, dynamics becomes very sluggish. When quenching the system from a monopole-rich to a monopole-poor state, a wealth of dynamical phenomena occur, the exposition of which is the subject of this article. Most notably, we find reaction diffusion behavior, slow dynamics owing to kinematic constraints, as well as a regime corresponding to the deposition of interacting dimers on a honeycomb lattice. We also identify potential avenues for detecting the magnetic monopoles in a regime of slow-moving monopoles. The interest in this model system is further enhanced by its large degree of tunability and the ease of probing it in experiment: With varying magnetic fields at different temperatures, geometric properties-including even the effective dimensionality of the system-can be varied. By monitoring magnetization, spin correlations or zero-field NMR, the dynamical properties of the system can be extracted in considerable detail. This establishes spin ice as a laboratory of choice for the study of tunable, slow dynamics. nonequilibrium dynamics and quenches | frustrated magnetism | kinetically constrained models | reaction-diffusion processes T he nature and origin of unusual-in particular, slowdynamics in disorder-free systems (1) are among the most fascinating aspects of disciplines as diverse as the physics of structural glasses and polymers (2), chemical reactions, and biological matter (3). Kinetically constrained models, following the original idea by Fredrickson and Andersen (4), represent one paradigm in which unusual dynamics is generated by short-distance ingredients alone without disorder (5). Another is provided by reaction-diffusion systems, in which spatial and temporal fluctuations feed off each other to provide a wide variety of dynamical phenomena (6) especially due to the slow decay of long wavelength fluctuations.Spin ice systems (7) allow combining both aspects, thanks to the nature of their emergent topological excitations, which take the form of magnetic monopoles (8, 9) with long-range Coulomb interactions. The ground-state correlations in these localized spin systems lead to kinematic constraints in the reaction-diffusion behavior of these mobile excitations (10,11,12).Understanding the dynamics of spin ice systems, and in particular proposing new ways to probe their out-of-equilibrium properties, is of direct experimental relevance. For instance, modeling the emergent excitations near equilibrium (13, 14) allowed gaining insight on the observed spin freezing at low temperatures (15, 16) and e...