Stone/profinite shape and two-readout principle

The ultrametric cylinder topology is compact, Hausdorff, and totally disconnected: a Stone/profinite shape. This does not contradict the later geometric readout, because τ carries two compatible readouts of the same earned structure. The profinite readout preserves refinement, limit, and address information; the geometric readout gives the body on which incidence, fiber structure, and later carrier projection can be read. The fine Stone/profinite topology and coarse geometric readout are parallel consequences of the same address/coherence data. The two-readout principle prevents either side from being collapsed into the other: geometry is not topology, but it is canonically read from the same address structure.