| { |
| "L0": { |
| "per_sample_mean": -0.06693259160551113, |
| "per_sample_std": 0.17915141812323954, |
| "mean_delta_alignment": -0.21907664847614594, |
| "permutation_mean": -0.00014122786524239928, |
| "permutation_std": 0.002333104843273759, |
| "n_samples": 1039 |
| }, |
| "L1": { |
| "per_sample_mean": -0.04609187138908602, |
| "per_sample_std": 0.10260726576565447, |
| "mean_delta_alignment": -0.09758014505949081, |
| "permutation_mean": 0.0001173526979982853, |
| "permutation_std": 0.0016657664673402905, |
| "n_samples": 1039 |
| }, |
| "L2": { |
| "per_sample_mean": 0.0065082709519947764, |
| "per_sample_std": 0.08015464105962673, |
| "mean_delta_alignment": -0.08288659746356439, |
| "permutation_mean": 1.8115712009603158e-05, |
| "permutation_std": 0.0019095512107014656, |
| "n_samples": 1039 |
| }, |
| "L3": { |
| "per_sample_mean": 0.02326313315228428, |
| "per_sample_std": 0.10621475803524265, |
| "mean_delta_alignment": 0.07564431200414876, |
| "permutation_mean": 6.196841422934085e-05, |
| "permutation_std": 0.002923776628449559, |
| "n_samples": 1039 |
| }, |
| "L4": { |
| "per_sample_mean": 0.03989600864607891, |
| "per_sample_std": 0.09543817267196375, |
| "mean_delta_alignment": 0.08410282089956035, |
| "permutation_mean": 0.00020760581537615508, |
| "permutation_std": 0.002550837118178606, |
| "n_samples": 1039 |
| }, |
| "L5": { |
| "per_sample_mean": 0.07915123971331439, |
| "per_sample_std": 0.08817531844515906, |
| "mean_delta_alignment": 0.11662331587340771, |
| "permutation_mean": 1.6480778867844492e-05, |
| "permutation_std": 0.0025063403882086277, |
| "n_samples": 1039 |
| }, |
| "L6": { |
| "per_sample_mean": 0.13839147986725245, |
| "per_sample_std": 0.092174563908712, |
| "mean_delta_alignment": 0.1759245553720367, |
| "permutation_mean": 0.00013487703108694404, |
| "permutation_std": 0.0026108508463948965, |
| "n_samples": 1039 |
| }, |
| "L7": { |
| "per_sample_mean": 0.17746188734632068, |
| "per_sample_std": 0.09231624931789016, |
| "mean_delta_alignment": 0.21454425516670697, |
| "permutation_mean": 0.0004954636679030955, |
| "permutation_std": 0.0027877846732735634, |
| "n_samples": 1039 |
| }, |
| "L8": { |
| "per_sample_mean": 0.10761113877237645, |
| "per_sample_std": 0.10846065428506091, |
| "mean_delta_alignment": 0.11714758282388373, |
| "permutation_mean": 0.0004502157389651984, |
| "permutation_std": 0.00293330498971045, |
| "n_samples": 1039 |
| }, |
| "L9": { |
| "per_sample_mean": 0.10334215323192746, |
| "per_sample_std": 0.11132260731378821, |
| "mean_delta_alignment": 0.1531455167628818, |
| "permutation_mean": 0.00040550206904299557, |
| "permutation_std": 0.0030799563974142075, |
| "n_samples": 1039 |
| }, |
| "L10": { |
| "per_sample_mean": 0.07767627971633277, |
| "per_sample_std": 0.11066934677980676, |
| "mean_delta_alignment": 0.09216720249040009, |
| "permutation_mean": 0.00044259632704779506, |
| "permutation_std": 0.00308485166169703, |
| "n_samples": 1039 |
| }, |
| "L11": { |
| "per_sample_mean": 0.07297687350481115, |
| "per_sample_std": 0.11018679883863776, |
| "mean_delta_alignment": 0.06038505065691444, |
| "permutation_mean": 0.00019791966769844294, |
| "permutation_std": 0.003181235631927848, |
| "n_samples": 1039 |
| }, |
| "L12": { |
| "per_sample_mean": 0.05660063242516234, |
| "per_sample_std": 0.119972657823174, |
| "mean_delta_alignment": 0.09553137038061482, |
| "permutation_mean": 4.4078577047912404e-05, |
| "permutation_std": 0.0034426457714289427, |
| "n_samples": 1039 |
| }, |
| "L13": { |
| "per_sample_mean": 0.05739232488718363, |
| "per_sample_std": 0.1289648701600777, |
| "mean_delta_alignment": 0.11238466277104978, |
| "permutation_mean": -9.434327512281016e-05, |
| "permutation_std": 0.0035893453750759363, |
| "n_samples": 1039 |
| }, |
| "L14": { |
| "per_sample_mean": 0.05669719484968929, |
| "per_sample_std": 0.1376198482292792, |
| "mean_delta_alignment": 0.1566944586868355, |
| "permutation_mean": -0.00015220040222629905, |
| "permutation_std": 0.004073093179613352, |
| "n_samples": 1039 |
| }, |
| "L15": { |
| "per_sample_mean": 0.07370595825978557, |
| "per_sample_std": 0.12763857603586393, |
| "mean_delta_alignment": 0.10491617607610798, |
| "permutation_mean": 0.00034093306749127805, |
| "permutation_std": 0.0036907766479998827, |
| "n_samples": 1039 |
| }, |
| "L16": { |
| "per_sample_mean": 0.05423388555183475, |
| "per_sample_std": 0.12074234893463588, |
| "mean_delta_alignment": 0.0165202696936959, |
| "permutation_mean": 0.000248211610596627, |
| "permutation_std": 0.0033134864643216133, |
| "n_samples": 1039 |
| }, |
| "L17": { |
| "per_sample_mean": 0.12717174032338796, |
| "per_sample_std": 0.11385142736602935, |
| "mean_delta_alignment": 0.11855327927134371, |
| "permutation_mean": 9.610530105419457e-05, |
| "permutation_std": 0.003093897132202983, |
| "n_samples": 1039 |
| }, |
| "L18": { |
| "per_sample_mean": 0.45534947688876865, |
| "per_sample_std": 0.1224315999946342, |
| "mean_delta_alignment": 0.384820261560899, |
| "permutation_mean": 0.0008787765400484204, |
| "permutation_std": 0.0044394745491445065, |
| "n_samples": 1039 |
| }, |
| "L19": { |
| "per_sample_mean": 0.3704033351460287, |
| "per_sample_std": 0.11063684109576429, |
| "mean_delta_alignment": 0.2901362528271959, |
| "permutation_mean": 0.0007582450634799898, |
| "permutation_std": 0.0037023520562797785, |
| "n_samples": 1039 |
| }, |
| "L20": { |
| "per_sample_mean": 0.29198042840156363, |
| "per_sample_std": 0.1098305885498718, |
| "mean_delta_alignment": 0.2067725775954866, |
| "permutation_mean": 0.00048717440222389996, |
| "permutation_std": 0.0036186727229505777, |
| "n_samples": 1039 |
| }, |
| "L21": { |
| "per_sample_mean": 0.2661087102854142, |
| "per_sample_std": 0.09493171303615913, |
| "mean_delta_alignment": 0.2092066000320234, |
| "permutation_mean": 9.763766138348728e-05, |
| "permutation_std": 0.0032645550090819597, |
| "n_samples": 1039 |
| }, |
| "L22": { |
| "per_sample_mean": 0.25070793408460385, |
| "per_sample_std": 0.09253033423750454, |
| "mean_delta_alignment": 0.11684212864423899, |
| "permutation_mean": 5.135049286764115e-05, |
| "permutation_std": 0.0031302927527576685, |
| "n_samples": 1039 |
| }, |
| "L23": { |
| "per_sample_mean": 0.4002175844015412, |
| "per_sample_std": 0.10264089041903149, |
| "mean_delta_alignment": 0.25656485561450615, |
| "permutation_mean": 0.00018948882643599063, |
| "permutation_std": 0.003988092299550772, |
| "n_samples": 1039 |
| }, |
| "L24": { |
| "per_sample_mean": 0.2344468647406389, |
| "per_sample_std": 0.0966793597479544, |
| "mean_delta_alignment": 0.12446890844395354, |
| "permutation_mean": 1.0792701914397185e-06, |
| "permutation_std": 0.0030956994742155075, |
| "n_samples": 1039 |
| }, |
| "L25": { |
| "per_sample_mean": 0.23937090422327573, |
| "per_sample_std": 0.10019084210091589, |
| "mean_delta_alignment": 0.09615335832880856, |
| "permutation_mean": 0.0001477238693041727, |
| "permutation_std": 0.003418919164687395, |
| "n_samples": 1039 |
| }, |
| "L26": { |
| "per_sample_mean": 0.4466002148641515, |
| "per_sample_std": 0.12204134331472051, |
| "mean_delta_alignment": 0.38173255075335416, |
| "permutation_mean": 0.00022744112357031554, |
| "permutation_std": 0.004501088056713343, |
| "n_samples": 1039 |
| }, |
| "L27": { |
| "per_sample_mean": 0.4188226003726878, |
| "per_sample_std": 0.10778538625953485, |
| "mean_delta_alignment": 0.3300268575120077, |
| "permutation_mean": 0.00024093972751870751, |
| "permutation_std": 0.004082749132066965, |
| "n_samples": 1039 |
| }, |
| "L28": { |
| "per_sample_mean": 0.43130103174930473, |
| "per_sample_std": 0.10449586500041061, |
| "mean_delta_alignment": 0.37881477735872204, |
| "permutation_mean": 0.000321739527862519, |
| "permutation_std": 0.004137320443987846, |
| "n_samples": 1039 |
| }, |
| "L29": { |
| "per_sample_mean": 0.4141752368629811, |
| "per_sample_std": 0.10071927398268347, |
| "mean_delta_alignment": 0.35972160555396027, |
| "permutation_mean": 0.00010804968042066321, |
| "permutation_std": 0.003948290832340717, |
| "n_samples": 1039 |
| }, |
| "L30": { |
| "per_sample_mean": 0.3767561166815252, |
| "per_sample_std": 0.10177726664216499, |
| "mean_delta_alignment": 0.35756945420210634, |
| "permutation_mean": 0.00014708784874528646, |
| "permutation_std": 0.0037999015767127275, |
| "n_samples": 1039 |
| }, |
| "L31": { |
| "per_sample_mean": 0.32503611937925375, |
| "per_sample_std": 0.09669134653781242, |
| "mean_delta_alignment": 0.28198081014623233, |
| "permutation_mean": 0.00024542195023968816, |
| "permutation_std": 0.0033745577093213797, |
| "n_samples": 1039 |
| }, |
| "L32": { |
| "per_sample_mean": 0.27004592168020286, |
| "per_sample_std": 0.0909361777452034, |
| "mean_delta_alignment": 0.2177296112032279, |
| "permutation_mean": 0.0001342324394499883, |
| "permutation_std": 0.0028578389901667833, |
| "n_samples": 1039 |
| }, |
| "L33": { |
| "per_sample_mean": 0.20171621720403157, |
| "per_sample_std": 0.10268094257720999, |
| "mean_delta_alignment": 0.17764818015648293, |
| "permutation_mean": 0.00018150094547308981, |
| "permutation_std": 0.0026410790160298347, |
| "n_samples": 1039 |
| }, |
| "L34": { |
| "per_sample_mean": 0.20730342042618508, |
| "per_sample_std": 0.11129523210270442, |
| "mean_delta_alignment": 0.1872613105739457, |
| "permutation_mean": 0.00021203179494477808, |
| "permutation_std": 0.0027116399724036455, |
| "n_samples": 1039 |
| }, |
| "L35": { |
| "per_sample_mean": 0.18974375581404995, |
| "per_sample_std": 0.13899350947528027, |
| "mean_delta_alignment": 0.13721433633421262, |
| "permutation_mean": 0.0003514579439070076, |
| "permutation_std": 0.0036380235105752945, |
| "n_samples": 1039 |
| } |
| } |