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inputs clipped [-4,4]; hidden ReLU clipped [0,4]; output in bps added to T fees and clamped [0,0.1]; weights rounded 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spot = post-trade reserveY/reserveX; initialSpot set in afterInitialize. Solidity atanh series through z^15 after binary range reduction.","spot_over_pHat_minus_one":"(spot-pHat)/pHat using the callback-updated pHat also used by IA","spot_over_fastHat_minus_one":"(spot-fastHat)/fastHat using the callback-updated posterior fastHat","last_first_move_over_sigmaHat":"On firstInStep only: move=trunc(clip(spot/previousFirstSpot-1,-2,2)*1e9)/1e9; previousFirstSpot initialized to initialSpot, then replaced by spot. Every callback input=last stored move/current updated sigmaHat.","first_move_sign_product":"On firstInStep only: sign(newMove*previousMove), or 0 if either move is 0; held between first callbacks. Both moves use only this strategy post-trade reserves.","packing":"slots[6]: sigma low80, initialSpot next80. slots[7]: lambda low80, lastFirstSpot next80, int32 move*1e9 bits160..191, sign code bits192..193. No new storage words. Existing sigma/lambda reads mask uint80; existing writes preserve high bits. Values outside the simulator range (spot >= 2^80 raw WAD) are unsupported."},"dropped_inputs":[],"notes":["All experiment results are local measurements, not claims certified by source URLs. Sources identify the exact supplied code and pinned simulator.","Segment 6 startup briefly overlapped segment 5 exit. Retained checkpoint CMA iteration/generation count and unique ordered monitor rows were checked; an exclusive process lock was added. Search minutes come from retained checkpoint evaluation time, not a sum of command runtimes.","No real confirmation seeds were used for search or selection. Holdout was evaluated once after freezing.","Real retail/arb decomposition uses kit harness.decompose, checking recovered arb volume against Rust accumulated arb_volume_y on every market.","Replica RNG intentionally differs from Rust; Gate B measures calibration rather than bitwise market equality.","Ports use float64; Solidity uses signed 1e6 head arithmetic and WAD state. Gate C measures frozen fee parity.","The 2^80 price pack bounds cover the challenge market range, not arbitrary token pairs.","Only result.json and sources.json are delivered; code and port are zlib/base64 encoded in result. Runtime used the goal SETUP dependencies.","The replica holdout gain over HA is +0.5422, below the goal brief approximate +3.1 target. A top-10 leaderboard result is not established by this item."],"blocked":null,"dependency_versions":{"numpy":"2.5.4","numba":"0.68.1","cma":"4.5.0","py-solc-x":"2.1.0","pyrevm":"0.3.7","amm-sim-rs":"0.1.0.post1","python":"3.12.16"},"reproduction":{"harness_zb64":"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source strings with zlib.decompress(base64.b64decode(value)); hash decoded UTF-8 bytes. Kit sim.py plus frozen port.py is the replica; TH_FROZEN is the frozen candidate. Adapted harness.policy expects flat 218 weights. Search source expects the measured scratch gates and IA artifact for guard/restart bookkeeping."}}