{
  "key": "compose-p",
  "idea": "P per-spread picker equality audit and timing: MA on spread 1; B_RC on spreads 2, 3 and 4.",
  "code": 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",
  "code_sha256": "44f64ab14cfb4f0d0b88c5c42b1125d4950eb688117398a3ba0688c734ef1700",
  "part_sha256": {
    "MA": "5d1bd5272884f513b19f0e66a7c235f6c188a08e4f7787ac9346f1614dda3ed3",
    "MB": "4f9167dddd457f394e988bf9c9e2576dd6120834bfb8d93573ce9451fd587598",
    "RC": "3c07bdcd221ac25729c3ebc92b21ac9e2014510ecb85816c4391ed81e933291f",
    "W": "accbde6a21b3b86b3bb95db393a74b6c9f20fde939f031db29d7d00dda13ca19",
    "B_RC": "02696ea6fd0922f64167a1153748f6a38bf2fd5d87c7a4ac6cb974bb9482f57c",
    "PICK": "02850f3f52a6708ee22fde23e33e8d0332ea2cb44d0dc48589f8fb28d9649467",
    "P": "44f64ab14cfb4f0d0b88c5c42b1125d4950eb688117398a3ba0688c734ef1700",
    "MA_renamed": "9a209cd1f6bb8f7e92b63d8c84151266bbe5949cacb491cfcc3edc54ca7b8ba6",
    "MB_renamed": "444e482bc55a4e84cf10f2be4952efadac8e17b969abe697d4abe06d19f81166",
    "W_renamed": "5dc6c036e3c8ad6c10cd751e3847a803a4ab024a6c7678e71d854d0a87e24617",
    "NL": "75a11da44c802486bc6f65640aa48a730f0f684c5c07a42ba3cd1735eb3fb070"
  },
  "audit": {
    "seeds": [
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      460005,
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      460069,
      460070,
      460071,
      460072,
      460073,
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      460075,
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      460078,
      460079,
      460080,
      460081,
      460082,
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      460085,
      460086,
      460087,
      460088,
      460089,
      460090,
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      460095,
      460096,
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      460099,
      460100,
      460101,
      460102,
      460103,
      460104,
      460105,
      460106,
      460107,
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      460109,
      460110,
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      460113,
      460114,
      460115,
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      460118,
      460119,
      460120,
      460121,
      460122,
      460123,
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      460125,
      460126,
      460127,
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      460129,
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      460134,
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      460138,
      460139,
      460140,
      460141,
      460142,
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      460144,
      460145,
      460146,
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      460148,
      460149,
      460150,
      460151,
      460152,
      460153,
      460154,
      460155,
      460156,
      460157,
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      460160,
      460161,
      460162,
      460163,
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      460165,
      460166,
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      460169,
      460170,
      460171,
      460172,
      460173,
      460174,
      460175,
      460176,
      460177,
      460178,
      460179,
      460180,
      460181,
      460182,
      460183,
      460184,
      460185,
      460186,
      460187,
      460188,
      460189,
      460190,
      460191,
      460192,
      460193,
      460194,
      460195,
      460196,
      460197,
      460198,
      460199
    ],
    "n_by_spread": {
      "1": 44,
      "2": 54,
      "3": 60,
      "4": 42
    },
    "mismatches": [],
    "all_equal": true
  },
  "seconds_per_simulation": {
    "P": {
      "overall": 0.2484175141698506,
      "by_spread": {
        "1": 0.21271033047510587,
        "2": 0.24318697937134723,
        "3": 0.2574226436341026,
        "4": 0.2796855425944419
      }
    },
    "MA": {
      "overall": 0.25029950609445223,
      "by_spread": {
        "1": 0.21144680613493125,
        "2": 0.24570187451846087,
        "3": 0.26208063485149374,
        "4": 0.28008339128254667
      }
    },
    "B_RC": {
      "overall": 0.24717629366437904,
      "by_spread": {
        "1": 0.20878915238757723,
        "2": 0.24293559134875303,
        "3": 0.2568243382993387,
        "4": 0.2790608046911768
      }
    }
  },
  "python_version": "3.14.4",
  "check_values": {
    "310000": 17.5126554022,
    "310001": 24.2585786274,
    "310002": 2.3761435866,
    "310003": 249.5411334743
  },
  "failures": [],
  "notes": "Code is gzip+base64. Unmodified simulator b244530ee2a6247b5f930830eeca9dd950da0e7e, default ChallengeConfig/ParameterVariance, 2000 steps. Serial chunks of 50 seeds; sample_config, load_strategy_factory and SimulationEngine called per file per seed. Exact Python float equality. Timings: mean perf_counter wall seconds including sampling/loading/engine, audit seeds only; sequential order P, MA, B_RC. No tuning or finalist seeds used."
}
