  We construct the most general single-mode superstrata in 5 dimensions with
ambipolar, two centered Gibbons Hawking bases, via dimensional reduction of
superstrata in 6 dimensions. Previously, asymptotically $\text{AdS}_{3}\times
\mathbb{S}^{2}$ 5-dimensional superstrata have been produced, giving microstate
geometries of black strings in 5 dimensions. Our construction produces
asymptotically $\text{AdS}_{2}\times \mathbb{S}^{3}$ geometries as well, the
first instances of superstrata describing the microstate geometries of black
holes in 5 dimensions. New examples of superstrata with separable massless wave
equations in both 5 and 6 dimensions are uncovered. A $\mathbb{Z}_{2}$ symmetry
which identifies distinct 6-dimensional superstrata when reduced to 5
dimensions is found. Finally we use the mathematical structure of the
underlying hyper-K\"{a}hler bases to produce prepotentials for the superstrata
fluxes in 5 dimensions and uplift them to apply in 6 dimensions as well.
