Michael Sarnowski
Paper T14B tests whether an internal triadic state can supply the actual information used by later partner condensation and relational phase transport. The upstream stage constructs a symmetric candidate cost field from the cuboctahedral registry and evaluates global mutual pairings. A sanitized handoff then passes each directional cost row, a diffuse normalized candidate distribution, and the resulting radial phases into downstream calculations while withholding explicit winner, antipode, target, and expected answer fields. The downstream condensation map does not independently discover a new ordering. It conserves unit weight and deterministically sharpens the ranking already contained in the transmitted directional cost state. The production audit separately records the global matching partner, the directional row minimum, the second minimum, the row cost gap, and their agreement with the downstream endpoint. In every native case, the global partner, directional minimum, and condensed endpoint agreed. Scrambling the association between costs and physical positions caused the downstream endpoint to follow the altered upstream ranking rather than independently reconstruct the physical antipode. Flattened costs remained unresolved, while the construction-enforced no-exclusivity control retained a multipartner state. The actual radial phases associated with the selected endpoint were passed into a local transport ledger. Exact ledger accounting preserved the incoming relation as an algebraic identity, whereas omitted, quantized, and delayed ledger information produced substantial additional phase error. Separate optimized and fixed-setting phase witnesses measured the remaining ensemble coherence. The revised production run used sixty seeds per grid cell and three workers, completed all expected evaluator, handoff, condensation, and transport records, passed every scientific and evidence-completeness gate, and issued a supported decision. The results establish an intervention-sensitive computational handoff from an upstream directional candidate-cost state to a target-free condensed endpoint and from the resulting radial phases to a locally ledgered relation. They do not derive the candidate cost law, the one-radial-capacity rule, the condensation map from a microscopic action, a local replacement for global matching, carrier-resolved separation, or distributed Bell-outcome formation.