  In this paper, we study the holographic quantum error correcting code
properties in different boundary fractal-like structures. We construct and
explore different examples of the uberholographic bulk reconstruction
corresponding to these structures in higher dimensions for Cantor-like sets,
thermal states and $T\overline{T}$-deformed conformal field theories. We show
how the growth of the system dimension emphasizes the role of the Cantor set,
due to the special bound naturally arising in this context.
