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No Rust engine, board entry or Solidity port; replica absolute scores are not board scores.","The tell uses IEEE-754 reserve-grid artifacts. Its reliability on actual engine callbacks or integer-scaled contract inputs has not been established.","ULP follows the mathematical power-of-two definition via frexp/ldexp; nonpositive or nonfinite reserves are rejected. Only valid replica callbacks were scored.","Gas is unmeasured and no defensible numeric EVM estimate is asserted.","Only one prescribed setting was evaluated. Bitwise/scramble checks cover six reference-generated tuning tapes, not all possible inputs.","Local first-96 check differs slightly from the supplied orchestrator report: 456/672163 misreads versus 459/672194; measured gains +2.9788276 versus Gaussian and -0.0312077 versus flag. 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","code_sha256":"cced9873cd59c069b75604136f762155f8c9516d8ad6f47e58af23000c343212","code_format":{"encoding":"base64(zlib(tar))","tar_bytes":92160,"files":["README.tell.txt","SHA256SUMS","audit.py","checks.json","confirmation_decision.json","evalpol.py","freeze.json","gates.py","latt.py","manifest.json","pair.py","par.py","real.py","replica2.py","reproduce.py","run.py","summarize.py","tellpol.py"],"tables_included":false,"dependencies":"Python 3 standard library; pinned tables/reference DATA supplied separately"}}