Ranked by target-spread mean/SE; values below rounded for display only. Inputs: `.imd/reads/artifacts/item-` for every key below; JSON rows retain supplied statistics. N hash: `bf0d179f3e47d28819f6fa7e0d25548c2ced43374c216d36460b00a26a26ffae`. Top code is losslessly compressed to meet the byte cap; decoding is specified in notes. Queue-postjump has a requester-reported source warning; its screen is provisional. |key|spread|diff ± SE|overall diff ± SE|flag| |---|---:|---:|---:|---| |c-s3-retreat-strength|3|0.940 ± 0.496|0.250 ± 0.133|—| |c-s1-queue-postjump|1|0.496 ± 0.262|0.130 ± 0.069|—| |c-s3-retreat-flow|3|0.518 ± 0.425|0.138 ± 0.113|—| |c-s2-mask-jumpscale|2|0.291 ± 0.282|0.070 ± 0.068|—| |c-s3-retreat-sjb|3|0.627 ± 0.845|0.167 ± 0.224|—| |c-s4-flowscales-tail|4|0.016 ± 0.027|0.004 ± 0.006|—| |c-s3-retreat-jumpscale|3|-0.067 ± 0.348|-0.018 ± 0.092|—| |c-s3-flow-queue|3|-0.870 ± 1.657|-0.231 ± 0.440|—| |c-s3-retreat-queue|3|-1.147 ± 1.901|-0.305 ± 0.505|—| |c-s2-siderisk-sjb|2|-2.614 ± 1.971|-0.627 ± 0.474|—| |c-s2-mask-siderisk|2|-0.384 ± 0.223|-0.092 ± 0.054|—| ```json { "rows": [ { "key": "c-s3-retreat-strength", "idea": "Retune spread-3 retreat-crossing strength over 0.3, 0.5 and 0.7.", "code_sha256": "40829d7aec82edcfcc6eaf2ff9c5c53aeacbe39a70183aab89a687e1b2ec297f", "target_spreads": [ 3 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": 0.25013800058460006, "se": 0.13287275302414361, "retail_diff": 0.0360649323475998, "arb_diff": 0.2140730682355998, "tuning_mean": 0.19721612423050008, "tuning_se": 0.09347718270270387, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": 0.9403684232503761, "se": 0.49597595279893797, "sum_d": 125.06900029230002, "sum_d2": 4436.249049473891 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.13.5", "flag": null }, { "key": "c-s1-queue-postjump", "idea": "Combine the s1-queue-safety posterior edge bound with the frozen f-post-jump new-order filter, on spread 1 only.", "code_sha256": "64209895ae3ee232d7839aa00e33cdd29f8a33ec3d7de2dbbf15c5482fc69837", "target_spreads": [ 1 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": 0.13003984339800015, "se": 0.06924607231672811, "retail_diff": -0.024454371181199832, "arb_diff": 0.15449421458680018, "tuning_mean": 0.013225074618500096, "tuning_se": 0.01454317662409944, "by_spread": { "1": { "n": 131, "mean_diff": 0.49633528014503875, "se": 0.26239564633731804, "sum_d": 65.01992169900008, "sum_d2": 1204.8123039932264 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s3-retreat-flow", "idea": "c-s3-retreat-flow: combine retreat-crossing with s3-flow-transfer at competitor spread 3", "code_sha256": "2ba30ce3ec28cec6072b24013e6311863e1a26fdb16aa4501cd2007cead498a0", "target_spreads": [ 3 ], "complete": true, "h_n": 500, "incumbent_mean": 95.542015, "mean_diff": 0.137683, "se": 0.113239, "retail_diff": -0.042139, "arb_diff": 0.179822, "tuning_mean": 0.192095, "tuning_se": 0.095003, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": 0.517604, "se": 0.425143, "sum_d": 68.841303, "sum_d2": 3208.814643 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s2-mask-jumpscale", "idea": "combine s2-flow-jump-mask with f-jump-scale overlay on spread 2 only", "code_sha256": "ea581e581f03cdc185e7fbfb7ede1391fd5de271ccc104740d9d15ba6e66e3f4", "target_spreads": [ 2 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": 0.06994790022839993, "se": 0.06767435003165599, "retail_diff": -0.06114255476160224, "arb_diff": 0.13109045499139782, "tuning_mean": -0.05460850721050003, "tuning_se": 0.1113048799879159, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.29144958428499973, "se": 0.28191493484489943, "sum_d": 34.973950114199965, "sum_d2": 1145.1108585988516 }, "3": { "n": 133, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s3-retreat-sjb", "idea": "Combine retreat-crossing with side-jump-budget restricted to spread 3.", "code_sha256": "f1baca11040c7b3de2cf50fe178dc410e33575f3097e54d266984cc80ee60417", "target_spreads": [ 3 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": 0.16683302287220012, "se": 0.22445216046667046, "retail_diff": -0.2644421998458001, "arb_diff": 0.43127522271319996, "tuning_mean": 0.07224616976449999, "tuning_se": 0.135272456190735, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": 0.6271918153090229, "se": 0.8448543595916004, "sum_d": 83.41651143610005, "sum_d2": 12583.42032713026 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.13.5", "flag": null }, { "key": "c-s4-flowscales-tail", "idea": "combine the f-flow-scales overlay with s4-uncertainty-tail (spread 4 only)", "code_sha256": "2711d665c72e0b629231bd67ed9120c3288245b2d7702822c4e7a80598723ff1", "target_spreads": [ 4 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": 0.003644392131199968, "se": 0.006286683109173195, "retail_diff": -0.013065499641799832, "arb_diff": 0.01670989177359985, "tuning_mean": 0.026616993206000132, "tuning_se": 0.024069003588841828, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "4": { "n": 116, "mean_diff": 0.015708586772413654, "se": 0.02715778153845071, "sum_d": 1.822196065599984, "sum_d2": 9.867475733536283 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s3-retreat-jumpscale", "idea": "combine retreat-crossing with the f-jump-scale overlay on spread 3 only", "code_sha256": "783aca101796b454b2a003ecd1ff047bce3aa6274929c507be46c34b00a80afe", "target_spreads": [ 3 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": -0.01791441657119973, "se": 0.09233145844100062, "retail_diff": -0.0954051099780003, "arb_diff": 0.07749069340959987, "tuning_mean": 0.04330039220250038, "tuning_se": 0.16755264799374836, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": -0.06734743071879598, "se": 0.3480382498388099, "sum_d": -8.957208285599865, "sum_d2": 2127.1724685121785 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s3-flow-queue", "idea": "combine s3-flow-transfer with s3-queue-transfer", "code_sha256": "6945293013379ab8f64d042ff22c834476c40e8ea183b8426301248348d04146", "target_spreads": [ 3 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": -0.23145625657439978, "se": 0.43999761774048235, "retail_diff": 0.11464640946179978, "arb_diff": -0.3461026660364, "tuning_mean": 0.14747445121699998, "tuning_se": 0.10504261958825298, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": -0.8701363029112774, "se": 1.657449399348991, "sum_d": -115.7281282871999, "sum_d2": 48329.46295186999 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s3-retreat-queue", "idea": "Spread 3: combine retreat-crossing with s3-queue-transfer.", "code_sha256": "97fdbf55d800b1bbf54dba4999970f239d943817d6b26756eb45b8b1a30b3d48", "target_spreads": [ 3 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": -0.30514844199639934, "se": 0.5047543617757296, "retail_diff": 0.09325377849139997, "arb_diff": -0.39840222048440005, "tuning_mean": 0.27558690149649956, "tuning_se": 0.11773373127190381, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "3": { "n": 133, "mean_diff": -1.1471745939714262, "se": 1.9009174654369991, "sum_d": -152.57422099819968, "sum_d2": 63613.410735866644 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.14.4", "flag": null }, { "key": "c-s2-siderisk-sjb", "idea": "combine s2-side-risk with side-jump-budget restricted to spread 2", "code_sha256": "ea52674c2ee4e641dfc8fb090c88b39592f29ff1e663e18d4dfd960592196667", "target_spreads": [ 2 ], "complete": true, "h_n": 500, "incumbent_mean": 95.54201511346659, "mean_diff": -0.6274739580523998, "se": 0.47421009411728793, "retail_diff": -0.49078500493219956, "arb_diff": -0.1366889531284001, "tuning_mean": -0.10835911013449985, "tuning_se": 0.15341127575644867, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": -2.6144748252183323, "se": 1.9711321748536372, "sum_d": -313.7369790261999, "sum_d2": 56303.22751801738 }, "3": { "n": 133, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.12.3", "flag": null }, { "key": "c-s2-mask-siderisk", "idea": "Combine s2-flow-jump-mask with s2-side-risk on spread 2.", "code_sha256": "fdcd403f3b64c9449164db0df99b3b2ca594dc0bb7011bb6c73ee4e49815803f", "target_spreads": [ 2 ], "complete": true, "h_n": 500, "incumbent_mean": 95.5420151134666, "mean_diff": -0.09224284209840013, "se": 0.053758707524199076, "retail_diff": -0.18821978446779966, "arb_diff": 0.09597694236119994, "tuning_mean": -0.05330375614400008, "tuning_se": 0.08229763035421168, "by_spread": { "1": { "n": 131, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "2": { "n": 120, "mean_diff": -0.3843451754100006, "se": 0.22259962749953108, "sum_d": -46.121421049200066, "sum_d2": 725.3090303099536 }, "3": { "n": 133, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 }, "4": { "n": 116, "mean_diff": 0.0, "se": 0.0, "sum_d": 0.0, "sum_d2": 0.0 } }, "failures": [], "check_values_ok": true, "python_version": "3.14.4", "flag": null } ], "top": [ { "key": "c-s3-retreat-strength", "code_sha256": "40829d7aec82edcfcc6eaf2ff9c5c53aeacbe39a70183aab89a687e1b2ec297f", "code": { "encoding": "zlib+base64", "utf8_bytes": 47380, "data": "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" } }, { "key": "c-s1-queue-postjump", "code_sha256": "64209895ae3ee232d7839aa00e33cdd29f8a33ec3d7de2dbbf15c5482fc69837", "code": { "encoding": "zlib+base64", "utf8_bytes": 48882, "data": "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" } } ], "notes": "Sources: each row is copied from .imd/reads/artifacts/item-: paired.overall, paired.by_spread, and tuning.selected variant (tuning_mean means paired mean_diff). All 11 input code SHA-256 values verified; flags/check_values_ok are merge validations, not simulations. Reported checks agree to 6 decimals with the common expected vector [17.116002,20.017111,2.390311,241.484752]. Incumbent means agree within reporting precision (5e-7); retreat-flow reports six decimals. All report tuning 320000–320199 and holdout 430000–430499, with zero off-target differences. Ranking uses target-spread mean_diff/se. No promotion: these are screens, not reserved finalist 900000–903999 evidence. Retreat-strength leads, with positive retail and arb differences; queue-postjump is close but its source citation was flagged by the requester as unverifiable: retain its reported screen provisionally, do not treat that citation as corroboration. Queue grafts lose arb edge on holdout; s2 risk grafts lose retail edge. The s4 overlay reportedly fired on only 3/116 target seeds (item-c-s4-flowscales-tail paired.overlay_fired), with no convincing gain. Full top code is losslessly zlib+base64 encoded because its raw UTF-8 totals 96,262 bytes, exceeding the entire 64,000-byte cap. Decode code.data with base64.b64decode then zlib.decompress; SHA-256 applies to decoded UTF-8 bytes. No simulations run; no missing values fabricated." } ```