Abstract

We assemble the affine matching, variable-deficit cellulation, and guarded-flow programmes of series VIII into a self-contained local Grade S package on a prescribed conical spacetime. For a compact deficit interval about $\pi /2$, an explicit polyhedral graph family has uniformly spacelike regular faces, strict temporal ordering, and exactly one transverse three-to-six particle-link incidence. We give its vertices, finite lengths, areas, adapted Lorentz-affine charts, and winding-marked peripheral certificates. A guarded five-command history preserves complete matching outputs, and finite canonical restrictions admit exact NOT–CNOT–Toffoli implementations with retained histories and clean work.

The main additional contribution is an operationally explicit assembly that keeps three otherwise easily conflated objects separate: a catalogue of prescribed conical geometries, a description-register update, and the fixed metric carrying the laboratory. A nonzero source-table replacement changes a catalogue entry, not the laboratory deficit. The source expectation is a semantic input; it is not acquired by the finite circuit. An affine-label obstruction and a finite-promise discrimination bound make that boundary quantitative.

One destructive clock controls the complete recorded protocol. Its instrument identity includes arbitrary untouched references, and a regular laboratory supports exact transport of a quantum payload together with the complete classical certificate history, buffered across the prescribed incidence. Joint-output support is bounded by complete scheduled ancestry; a separately verified causal embedding gives physical containment. These combined certificates may provide a reproducible benchmark for testing future matter–geometry interfaces without confusing code correctness, source acquisition, or geometric consistency with gravitational dynamics. The novelty claimed is this supported assembly and its corrected interfaces, not the general principles of affine holonomy, reversible computation, channel locality, or measurement theory. No spacetime emergence, Einstein dynamics, continuum-field instrument, or inherited quantum response coefficient is constructed.