| { |
| "L0": { |
| "per_sample_mean": -0.2042935454217354, |
| "per_sample_std": 0.1390113043090955, |
| "mean_delta_alignment": -0.3435449004173279, |
| "permutation_mean": -0.00022754058591090143, |
| "permutation_std": 0.004212706815451384, |
| "n_samples": 1039 |
| }, |
| "L1": { |
| "per_sample_mean": 0.045628259453111976, |
| "per_sample_std": 0.12537461077197443, |
| "mean_delta_alignment": 0.12158222496509552, |
| "permutation_mean": 0.00020960553956683725, |
| "permutation_std": 0.003803038503974676, |
| "n_samples": 1039 |
| }, |
| "L2": { |
| "per_sample_mean": -0.004701047363185902, |
| "per_sample_std": 0.1272406423470019, |
| "mean_delta_alignment": 0.17443670332431793, |
| "permutation_mean": 0.0003474096884019673, |
| "permutation_std": 0.001966413576155901, |
| "n_samples": 1039 |
| }, |
| "L3": { |
| "per_sample_mean": 0.022616803280425694, |
| "per_sample_std": 0.09447847282324719, |
| "mean_delta_alignment": 0.09144620597362518, |
| "permutation_mean": 0.00011675788118736818, |
| "permutation_std": 0.0019038105383515358, |
| "n_samples": 1039 |
| }, |
| "L4": { |
| "per_sample_mean": 0.08411893513040504, |
| "per_sample_std": 0.11323473579776107, |
| "mean_delta_alignment": 0.10934903472661972, |
| "permutation_mean": -3.5515633499016985e-05, |
| "permutation_std": 0.002414767164736986, |
| "n_samples": 1039 |
| }, |
| "L5": { |
| "per_sample_mean": 0.09507687219490966, |
| "per_sample_std": 0.10317447541924962, |
| "mean_delta_alignment": 0.11470208317041397, |
| "permutation_mean": 4.205061122775078e-05, |
| "permutation_std": 0.00246335007250309, |
| "n_samples": 1039 |
| }, |
| "L6": { |
| "per_sample_mean": 0.09619421890165471, |
| "per_sample_std": 0.09515812867146818, |
| "mean_delta_alignment": 0.031094564124941826, |
| "permutation_mean": -0.0004196245572529733, |
| "permutation_std": 0.0025984388776123524, |
| "n_samples": 1039 |
| }, |
| "L7": { |
| "per_sample_mean": 0.08622465691992187, |
| "per_sample_std": 0.08395382407653011, |
| "mean_delta_alignment": 0.04014500603079796, |
| "permutation_mean": -0.000468931975774467, |
| "permutation_std": 0.0022787651978433132, |
| "n_samples": 1039 |
| }, |
| "L8": { |
| "per_sample_mean": 0.08325447179866718, |
| "per_sample_std": 0.0844980417069388, |
| "mean_delta_alignment": 0.021012144163250923, |
| "permutation_mean": -0.0005393995088525116, |
| "permutation_std": 0.002247732598334551, |
| "n_samples": 1039 |
| }, |
| "L9": { |
| "per_sample_mean": 0.08926974637225482, |
| "per_sample_std": 0.07077205982288287, |
| "mean_delta_alignment": 0.03875679150223732, |
| "permutation_mean": -0.0004317804123274982, |
| "permutation_std": 0.0020460430532693863, |
| "n_samples": 1039 |
| }, |
| "L10": { |
| "per_sample_mean": 0.11874444669053907, |
| "per_sample_std": 0.07370301432332593, |
| "mean_delta_alignment": 0.09706801921129227, |
| "permutation_mean": -7.325925980694592e-05, |
| "permutation_std": 0.00199153576977551, |
| "n_samples": 1039 |
| }, |
| "L11": { |
| "per_sample_mean": 0.1473820779653095, |
| "per_sample_std": 0.07227900149274749, |
| "mean_delta_alignment": 0.0891328901052475, |
| "permutation_mean": -1.1977099347859621e-05, |
| "permutation_std": 0.002107321983203292, |
| "n_samples": 1039 |
| }, |
| "L12": { |
| "per_sample_mean": 0.2785699338965025, |
| "per_sample_std": 0.09847948276168693, |
| "mean_delta_alignment": 0.27232682704925537, |
| "permutation_mean": 0.00027353232144378126, |
| "permutation_std": 0.0029040274675935507, |
| "n_samples": 1039 |
| }, |
| "L13": { |
| "per_sample_mean": 0.41837918126276186, |
| "per_sample_std": 0.1123442709671876, |
| "mean_delta_alignment": 0.4965746998786926, |
| "permutation_mean": 0.0008669375674799085, |
| "permutation_std": 0.004664853680878878, |
| "n_samples": 1039 |
| }, |
| "L14": { |
| "per_sample_mean": 0.7829016061845712, |
| "per_sample_std": 0.06527840419108695, |
| "mean_delta_alignment": 0.838385283946991, |
| "permutation_mean": 0.0011643164325505495, |
| "permutation_std": 0.00897859688848257, |
| "n_samples": 1039 |
| }, |
| "L15": { |
| "per_sample_mean": 0.7350632700212192, |
| "per_sample_std": 0.06157319419765215, |
| "mean_delta_alignment": 0.8135618567466736, |
| "permutation_mean": 0.0015423181466758251, |
| "permutation_std": 0.008071651682257652, |
| "n_samples": 1039 |
| }, |
| "L16": { |
| "per_sample_mean": 0.7450478739527353, |
| "per_sample_std": 0.05960483992660611, |
| "mean_delta_alignment": 0.802376389503479, |
| "permutation_mean": 0.0014330230187624693, |
| "permutation_std": 0.007858602330088615, |
| "n_samples": 1039 |
| }, |
| "L17": { |
| "per_sample_mean": 0.8009276871387493, |
| "per_sample_std": 0.05545709848024247, |
| "mean_delta_alignment": 0.8526456356048584, |
| "permutation_mean": 0.001539789023809135, |
| "permutation_std": 0.008744217455387115, |
| "n_samples": 1039 |
| }, |
| "L18": { |
| "per_sample_mean": 0.7805176808411852, |
| "per_sample_std": 0.0560111759831894, |
| "mean_delta_alignment": 0.8561234474182129, |
| "permutation_mean": 0.0015409142943099141, |
| "permutation_std": 0.008411353453993797, |
| "n_samples": 1039 |
| }, |
| "L19": { |
| "per_sample_mean": 0.7742691525079748, |
| "per_sample_std": 0.055756177773020964, |
| "mean_delta_alignment": 0.8485927581787109, |
| "permutation_mean": 0.0013701836578547955, |
| "permutation_std": 0.008778744377195835, |
| "n_samples": 1039 |
| }, |
| "L20": { |
| "per_sample_mean": 0.7574355223281551, |
| "per_sample_std": 0.05959063777190494, |
| "mean_delta_alignment": 0.8372385501861572, |
| "permutation_mean": 0.0012666881084442139, |
| "permutation_std": 0.00865139439702034, |
| "n_samples": 1039 |
| }, |
| "L21": { |
| "per_sample_mean": 0.7479535955308262, |
| "per_sample_std": 0.062077289510127295, |
| "mean_delta_alignment": 0.8317980170249939, |
| "permutation_mean": 0.0013498739572241902, |
| "permutation_std": 0.008408581838011742, |
| "n_samples": 1039 |
| }, |
| "L22": { |
| "per_sample_mean": 0.7311322098890098, |
| "per_sample_std": 0.06172962424124252, |
| "mean_delta_alignment": 0.8147427439689636, |
| "permutation_mean": 0.0012525334022939205, |
| "permutation_std": 0.008228839375078678, |
| "n_samples": 1039 |
| }, |
| "L23": { |
| "per_sample_mean": 0.7040549292515056, |
| "per_sample_std": 0.06268336636408035, |
| "mean_delta_alignment": 0.7867419719696045, |
| "permutation_mean": 0.0011545835295692086, |
| "permutation_std": 0.007883626036345959, |
| "n_samples": 1039 |
| }, |
| "L24": { |
| "per_sample_mean": 0.7013246193456466, |
| "per_sample_std": 0.060733303837430384, |
| "mean_delta_alignment": 0.7787428498268127, |
| "permutation_mean": 0.001164303976111114, |
| "permutation_std": 0.007246154360473156, |
| "n_samples": 1039 |
| }, |
| "L25": { |
| "per_sample_mean": 0.6895473833779399, |
| "per_sample_std": 0.06172028214607763, |
| "mean_delta_alignment": 0.7638623714447021, |
| "permutation_mean": 0.0011478326050564647, |
| "permutation_std": 0.007018514443188906, |
| "n_samples": 1039 |
| }, |
| "L26": { |
| "per_sample_mean": 0.688022068119944, |
| "per_sample_std": 0.06421985265269944, |
| "mean_delta_alignment": 0.7587525844573975, |
| "permutation_mean": 0.001119552762247622, |
| "permutation_std": 0.006318456493318081, |
| "n_samples": 1039 |
| }, |
| "L27": { |
| "per_sample_mean": 0.6746369702696685, |
| "per_sample_std": 0.06579496586135064, |
| "mean_delta_alignment": 0.7436444163322449, |
| "permutation_mean": 0.0011101168347522616, |
| "permutation_std": 0.006113047711551189, |
| "n_samples": 1039 |
| }, |
| "L28": { |
| "per_sample_mean": 0.6588114888996202, |
| "per_sample_std": 0.06876520008195558, |
| "mean_delta_alignment": 0.7341298460960388, |
| "permutation_mean": 0.0011288926471024752, |
| "permutation_std": 0.005858733784407377, |
| "n_samples": 1039 |
| }, |
| "L29": { |
| "per_sample_mean": 0.6438922892119359, |
| "per_sample_std": 0.07982395318275486, |
| "mean_delta_alignment": 0.7275486588478088, |
| "permutation_mean": 0.001231522997841239, |
| "permutation_std": 0.005563640035688877, |
| "n_samples": 1039 |
| }, |
| "L30": { |
| "per_sample_mean": 0.6219433396767836, |
| "per_sample_std": 0.09910047890012066, |
| "mean_delta_alignment": 0.6916726231575012, |
| "permutation_mean": 0.0013386596692726016, |
| "permutation_std": 0.005227900110185146, |
| "n_samples": 1039 |
| }, |
| "L31": { |
| "per_sample_mean": 0.6149858176507436, |
| "per_sample_std": 0.10385669542759533, |
| "mean_delta_alignment": 0.6844429969787598, |
| "permutation_mean": 0.0012717322679236531, |
| "permutation_std": 0.004885328933596611, |
| "n_samples": 1039 |
| } |
| } |
