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", 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"quartile": 3}, {"n": 128, "mean_diff": 0.991802855282228, "se": 0.1041159758623193, "sum": 126.95076547612518, "sumsq": 302.1273894817137, "worst5": [{"seed": 8200060, "diff": -0.8576469674712826}, {"seed": 8199933, "diff": -0.7586629393127851}, {"seed": 8200031, "diff": -0.5980883781770672}], "quartile": 4}]}, "start_vs_IB": {"n": 512, "mean_diff": 0.8519967155286405, "se": 0.04118403676526566, "sum": 436.22231835066395, "sumsq": 815.4205281997201, "worst5": [{"seed": 8199971, "diff": -2.2231289441382955}, {"seed": 8200084, "diff": -1.9078765276883587}, {"seed": 8199962, "diff": -1.5901654720134957}, {"seed": 8199802, "diff": -1.574702734193238}, {"seed": 8200070, "diff": -1.1316220183907717}], "retail_volume_delta_mean": 478.5469309068777, "arb_volume_delta_mean": 206.6573094551946, "pnl_delta_mean": 0.8688059948872322, "retail_edge_delta": null, "arb_edge_delta": null, "quartile_basis": "IB retail volume (submission), equal-sized sorted seed groups", "quartiles": [{"n": 128, "mean_diff": 0.7467515039573271, "se": 0.05224828328236344, "sum": 95.58419250653787, "sumsq": 115.75461927919369, "worst5": [{"seed": 8199971, "diff": -2.2231289441382955}, {"seed": 8200157, "diff": -0.7664758831892868}, {"seed": 8200171, "diff": -0.4532560715604177}], "quartile": 1}, {"n": 128, "mean_diff": 0.8337192530427129, "se": 0.08764675134988083, "sum": 106.71606438946725, "sumsq": 213.84906581913017, "worst5": [{"seed": 8200070, "diff": -1.1316220183907717}, {"seed": 8199731, "diff": -0.7104251073936894}, {"seed": 8199715, "diff": -0.6960724119300039}], "quartile": 2}, {"n": 128, "mean_diff": 0.8673716927699364, "se": 0.06995299809762827, "sum": 111.02357667455186, "sumsq": 175.8461747404962, "worst5": [{"seed": 8200084, "diff": -1.9078765276883587}, {"seed": 8200077, "diff": -0.47147328576522796}, {"seed": 8199824, "diff": -0.44123138261079475}], "quartile": 3}, {"n": 128, "mean_diff": 0.9601444123445857, "se": 0.10867014867340893, "sum": 122.89848478010697, "sumsq": 309.9706683609001, "worst5": [{"seed": 8199962, "diff": -1.5901654720134957}, {"seed": 8199802, "diff": -1.574702734193238}, {"seed": 8200060, "diff": -1.0748819369971443}], "quartile": 4}]}}, "gas": {"afterSwap_peak": {"IB": 237052, "frozen": 237613, "START": 237608}, "oog": {"IB": 0, "frozen": 0, "START": 0}, "detail": {"IB": {"afterSwap_peak": 237052, "oog": 0, "revert": 0, "other_halt": 0, "tx_error": 0, "bad_return": 0, "afterSwap_calls": 5527491, "afterSwap_ok": 5527491}, "frozen": {"afterSwap_peak": 237613, "oog": 0, "revert": 0, "other_halt": 0, "tx_error": 0, "bad_return": 0, "afterSwap_calls": 5568637, "afterSwap_ok": 5568637}, "START": {"afterSwap_peak": 237608, "oog": 0, "revert": 0, "other_halt": 0, "tx_error": 0, "bad_return": 0, "afterSwap_calls": 5591428, "afterSwap_ok": 5591428}}}, "valid": true, "hashes": {"start": "e7b20742e25c7b6cead3f9ee3d69a750a0524e1e92e3ce2a3354db6e23c80ad9", "ib": "afd5183e9ff3235334e041c00b0cd19079599a2c6464db95f8c1586712105557", "kit": "48cd6a10f39fc22a79c5f12398474bd65282803d59314819acd586f187015808", "ib_code": "301941829a44bb60977bb28181a5e4bfa6544f3696763f987054789b2611d686", "start_code": "ef01fb9098ad10227d50168a593b28f2289f29128e1a5a9e5c8bb8fea01159ae", "repo_commit": "6b6921f8d463314aa7c96234e1be25a25245f704", "wheel_sha256": "aedb68280aca34c110968f00148387c95885207913fb2cf19a1ab4c5cfd6887a"}, "notes": ["Replica = KIT-B sim.py (scalar market replica, independent RNG paths from Rust) with its strategy import pointed at START port (frozen_policy vector) or IB port (TH_VALUES with IB params W1,b1,W2,b2 written at HEAD0).", "Best = best scheduled ES-mean monitor vs START (gen 1358); holdout and real seeds did not select weights.", "Frozen Solidity changes numeric literals only (non-numeric token structure equal to START); weights at 1e-6, constants WAD integers; port = START port with FROZEN_PARAMS replaced.", "Real retail/arb EDGE deltas are null: run_batch results expose edges, pnl and retail/arb volumes but no edge split; volume and pnl deltas are given instead. Replica holdout gives the retail/arb edge split.", "Search ran 66.6 minutes of the brief's window; it stopped about 35-40 minutes before the time limit to leave room for freeze, gates, holdout and real runs. The monitor curve was still rising when it stopped.", "Locally measured; no leaderboard score is claimed."]}