{
  "id": "SRC-00",
  "uri": "https://cosmological-constant.org/claims/#SRC-00",
  "record_type": "Scientific claim",
  "status": "Selected",
  "dependencies": [
    "SAD-01"
  ],
  "downstream_claims": [
    "SRC-01",
    "NUM-01"
  ],
  "technical_statement": "The strict compact channel declares the one-cap Einstein curvature charge as its source coordinate: C_+(h)=(1/(4 kappa^2)) Int_cap sqrt(g-hat) R[g-hat] = 12 pi^2 x_h with x_h=M_P^2/h^2, reference value C_+0=C_+(M_P)=12 pi^2, and conjugate derivative D_+=C_+0 d/dC_+. A constant rescaling of C_+ cancels between C_+0 and d/dC_+.",
  "public_statement": "The strict channel reads the connected response through the one-cap Einstein curvature charge, whose overall normalisation cancels by construction.",
  "qualifier": "Within the operator basis retained through four derivatives, the curvature charge is the only nonconstant local geometric coordinate; six- and higher-derivative directions belong to the correction budget. A truncation clause, not a coordinate-invariant consequence of the anomaly.",
  "source_in_paper": "CC Paper I v1.0, Sec. 11, Proposition 4",
  "external_foundations": "",
  "limits_open_issues": "A different source coordinate would define a quantitatively different channel; the swap audit tabulates the alternatives.",
  "relations": "",
  "version_history": "v1.2; v1.3 (2026-08-01): restated for the paired-cap revision: the inverse-curvature source derivative is replaced by the one-cap Einstein curvature charge.; v1.3a (2026-08-02): aligned with the release manuscript (two-part matching hypothesis; citations updated)",
  "register_version": "v1.6"
}