{
  "verificationStatus": "PASS",
  "wholeFreshRunPass": true,
  "finalIdentityCheckUtc": "2026-09-13T17:16:21.213916+00:00",
  "sourceBuild": {
    "sourceCount": 3399,
    "projectSourceCount": 222,
    "elapsedSeconds": 13182.938000000024,
    "sessionCount": 2,
    "coordinatorInterruptionCount": 1,
    "failedOrInterruptedModuleAttempts": 0
  },
  "closure": {
    "project": 222,
    "mathlib": 2920,
    "otherDependencies": 257,
    "freshWithAuditRoot": 3400,
    "retainedToolchain": 1552,
    "importedWithAuditRoot": 4952
  },
  "officialReplay": {
    "nativeExitCode": 0,
    "elapsedSeconds": 1063.5996963,
    "arguments": [
      "--fresh",
      "--verbose",
      "PL1FreshAudit"
    ]
  },
  "inspection": {
    "importedModuleCount": 4952,
    "projectModuleCount": 222,
    "exactFinalTypes": {
      "PL1.theoremAReal": "PL1.TheoremARealStatement",
      "PL1.theoremAComplexStrong": "PL1.TheoremAComplexStrongStatement",
      "PL1.theoremBReal": "PL1.TheoremBRealStatement",
      "PL1.theoremBComplexStrong": "PL1.TheoremBComplexStrongStatement"
    },
    "reviewedDefinitionCount": 23,
    "claimRecordCount": 157,
    "distinctClaimCount": 155,
    "projectConstants": {
      "total": 5701,
      "eligible": 5683,
      "unsafe": 0,
      "partial": 18,
      "axioms": 0
    },
    "allImportedConstants": {
      "total": 438918,
      "eligible": 435310,
      "unsafe": 653,
      "partial": 2955,
      "axioms": 15
    },
    "skippedImportedDeclarationCount": 3608,
    "projectRecursionCompanionCount": 18,
    "allEligibleProjectReachability": {
      "label": "ALL_ELIGIBLE_PROJECT",
      "roots": 5683,
      "visited": 60990,
      "axioms": [
        "propext",
        "Classical.choice",
        "Quot.sound"
      ]
    },
    "allowedReachableAxioms": [
      "Classical.choice",
      "Quot.sound",
      "propext"
    ],
    "elapsedSeconds": 391.98399999999674
  },
  "widgetBuild": {
    "proofWidgetsRevision": "a8acbfd87375ff4abe14ce09db5b7664d383bc7f",
    "lockfileSha256": "70DAF3B3B5B1FCE3E962A7ED82217E198D43E674F2A2BE71CC4D256FD90CCDD1",
    "nodeVersion": "v24.19.0",
    "npmVersion": "11.6.2",
    "sourceFileCount": 27,
    "assetCount": 22,
    "npmInstallNativeExit": 0,
    "npmBuildNativeExit": 0,
    "checkedIncludeStrUses": 19,
    "elapsedSeconds": 282.860054,
    "installElapsedSeconds": 48.636044,
    "buildElapsedSeconds": 103.075283
  },
  "identityCheckpointCount": 4,
  "scalarEndpoints": {
    "PL1.theoremAReal": "PL1.TheoremARealStatement",
    "PL1.theoremAComplexStrong": "PL1.TheoremAComplexStrongStatement",
    "PL1.theoremBReal": "PL1.TheoremBRealStatement",
    "PL1.theoremBComplexStrong": "PL1.TheoremBComplexStrongStatement"
  },
  "genericEndpoints": {
    "PL1.theoremA": "∀ (K : Type u) [RCLike K], PL1.TheoremAStatement K",
    "PL1.theoremB": "∀ (K : Type u) [RCLike K], PL1.TheoremBStatement K"
  },
  "theoremACopy": "There is a bounded projection on actual L¹([0,1]; K), of norm at most 4 + 3√2, whose closed infinite-dimensional range has the Schur property, fails RNP, and admits no equivalent real Banach-lattice norm; the projection is Dunford–Pettis.",
  "theoremBCopy": "There is a bounded projection on actual L¹([0,1]; K), of norm at most 4 + 3√2, whose closed infinite-dimensional range contains an isomorphic copy of ℓ², contains no isomorphic copy of L¹([0,1]; K), fails the Schur property, and admits no equivalent real Banach-lattice norm.",
  "scalarQualification": "Both A and B have real and complex endpoints. The complex nonlattice conclusion concerns the underlying real space, with its inherited norm; this is the explicitly reviewed stronger clause."
}
