In this talk I will present static localised black holes in the confining background of the AdS soliton. From the dual CFT perspective, these correspond to balls of deconfined plasma in the confining vacuum. At leading order in the large N expansion, these plasma-balls are stable thanks to the balance between the pressure of the deconfined phase and the tension of the wall. The dual black holes are interesting in their own right: when they are small (compared to typical length scale of the background), they are approximately like asymptotically flat Schwarzschild black holes. As they become large, they look like pancakes which extend along the IR bottom of the geometry. In particular, in the infinite mass limit they tend to the domain wall solution of Aharony et al., at the deconfinement temperature. One can use these new black holes to compute standard probes of confinement, such as Wilson loops.