| { |
| "L0": { |
| "per_sample_mean": -0.07038462967360587, |
| "per_sample_std": 0.18171404328288077, |
| "mean_delta_alignment": -0.172096140887503, |
| "permutation_mean": -0.0004999052616767585, |
| "permutation_std": 0.0024427061434835196, |
| "n_samples": 1039 |
| }, |
| "L1": { |
| "per_sample_mean": -0.04568231285402248, |
| "per_sample_std": 0.10196588842417235, |
| "mean_delta_alignment": -0.07784336406838498, |
| "permutation_mean": -7.055915193632245e-05, |
| "permutation_std": 0.00192861573304981, |
| "n_samples": 1039 |
| }, |
| "L2": { |
| "per_sample_mean": 0.011049278751294096, |
| "per_sample_std": 0.08409900977671617, |
| "mean_delta_alignment": -0.040564311670215465, |
| "permutation_mean": -0.00022091575374361128, |
| "permutation_std": 0.0019113911548629403, |
| "n_samples": 1039 |
| }, |
| "L3": { |
| "per_sample_mean": 0.02283708404754877, |
| "per_sample_std": 0.12179826443760422, |
| "mean_delta_alignment": 0.13986676257464006, |
| "permutation_mean": -0.0001953672181116417, |
| "permutation_std": 0.0030575392302125692, |
| "n_samples": 1039 |
| }, |
| "L4": { |
| "per_sample_mean": 0.04456733560264367, |
| "per_sample_std": 0.11110389896238099, |
| "mean_delta_alignment": 0.07269945120151845, |
| "permutation_mean": -4.65748380520381e-05, |
| "permutation_std": 0.002842321526259184, |
| "n_samples": 1039 |
| }, |
| "L5": { |
| "per_sample_mean": 0.0871299376267521, |
| "per_sample_std": 0.10034457055124935, |
| "mean_delta_alignment": 0.05622266021944623, |
| "permutation_mean": -0.00013611747999675572, |
| "permutation_std": 0.00283323903568089, |
| "n_samples": 1039 |
| }, |
| "L6": { |
| "per_sample_mean": 0.13492019158039337, |
| "per_sample_std": 0.0953105913106549, |
| "mean_delta_alignment": 0.09122310634383445, |
| "permutation_mean": -0.0002092520153382793, |
| "permutation_std": 0.00285981222987175, |
| "n_samples": 1039 |
| }, |
| "L7": { |
| "per_sample_mean": 0.17222467461998717, |
| "per_sample_std": 0.09375477543412472, |
| "mean_delta_alignment": 0.20641690037896118, |
| "permutation_mean": 0.00041522804531268775, |
| "permutation_std": 0.002906343201175332, |
| "n_samples": 1039 |
| }, |
| "L8": { |
| "per_sample_mean": 0.09519994098137274, |
| "per_sample_std": 0.10682774303193793, |
| "mean_delta_alignment": 0.08334898174332932, |
| "permutation_mean": 0.00043215558980591595, |
| "permutation_std": 0.0028912886045873165, |
| "n_samples": 1039 |
| }, |
| "L9": { |
| "per_sample_mean": 0.09477276050849706, |
| "per_sample_std": 0.12187373916438411, |
| "mean_delta_alignment": 0.0838089155994534, |
| "permutation_mean": 0.000490359088871628, |
| "permutation_std": 0.0033838253002613783, |
| "n_samples": 1039 |
| }, |
| "L10": { |
| "per_sample_mean": 0.06087591404703027, |
| "per_sample_std": 0.11442580793367849, |
| "mean_delta_alignment": 0.03915460135678905, |
| "permutation_mean": 0.0003828140033874661, |
| "permutation_std": 0.0029045811388641596, |
| "n_samples": 1039 |
| }, |
| "L11": { |
| "per_sample_mean": 0.06459232821285062, |
| "per_sample_std": 0.10206048445541827, |
| "mean_delta_alignment": -0.000144306346083117, |
| "permutation_mean": 0.0003060326853301376, |
| "permutation_std": 0.002803873736411333, |
| "n_samples": 1039 |
| }, |
| "L12": { |
| "per_sample_mean": 0.04967113717210849, |
| "per_sample_std": 0.11163452486197452, |
| "mean_delta_alignment": -0.002018693925974302, |
| "permutation_mean": 2.1244068193482235e-05, |
| "permutation_std": 0.0032961140386760235, |
| "n_samples": 1039 |
| }, |
| "L13": { |
| "per_sample_mean": 0.04981325856694549, |
| "per_sample_std": 0.12053304615981741, |
| "mean_delta_alignment": -0.012103152564133513, |
| "permutation_mean": -3.354092768859118e-05, |
| "permutation_std": 0.0037175973411649466, |
| "n_samples": 1039 |
| }, |
| "L14": { |
| "per_sample_mean": 0.049100228143521246, |
| "per_sample_std": 0.12997212222336557, |
| "mean_delta_alignment": 0.004555457305719393, |
| "permutation_mean": -1.9945990459291352e-07, |
| "permutation_std": 0.0038179976399987936, |
| "n_samples": 1039 |
| }, |
| "L15": { |
| "per_sample_mean": 0.07597673325109065, |
| "per_sample_std": 0.1188060282725716, |
| "mean_delta_alignment": 0.03847861660948201, |
| "permutation_mean": -2.5403234758414328e-05, |
| "permutation_std": 0.003360202768817544, |
| "n_samples": 1039 |
| }, |
| "L16": { |
| "per_sample_mean": 0.04834188009856017, |
| "per_sample_std": 0.12177006285328694, |
| "mean_delta_alignment": -0.019660897076878396, |
| "permutation_mean": 3.808445683262107e-07, |
| "permutation_std": 0.003856232389807701, |
| "n_samples": 1039 |
| }, |
| "L17": { |
| "per_sample_mean": 0.10457063478529068, |
| "per_sample_std": 0.1149496156326445, |
| "mean_delta_alignment": 0.06580824371074138, |
| "permutation_mean": -6.038517676643096e-05, |
| "permutation_std": 0.003350036684423685, |
| "n_samples": 1039 |
| }, |
| "L18": { |
| "per_sample_mean": 0.3701006104175586, |
| "per_sample_std": 0.12339163996882938, |
| "mean_delta_alignment": 0.2690916369225051, |
| "permutation_mean": 0.0006221676012501121, |
| "permutation_std": 0.003875336144119501, |
| "n_samples": 1039 |
| }, |
| "L19": { |
| "per_sample_mean": 0.30955355459173445, |
| "per_sample_std": 0.10837946154961905, |
| "mean_delta_alignment": 0.18276835697017735, |
| "permutation_mean": 0.0004093312018085271, |
| "permutation_std": 0.00350983371026814, |
| "n_samples": 1039 |
| }, |
| "L20": { |
| "per_sample_mean": 0.2614648752506102, |
| "per_sample_std": 0.10394701269066019, |
| "mean_delta_alignment": 0.17093232438402606, |
| "permutation_mean": 0.00034263069392181933, |
| "permutation_std": 0.0036811716854572296, |
| "n_samples": 1039 |
| }, |
| "L21": { |
| "per_sample_mean": 0.2854849998148999, |
| "per_sample_std": 0.09393085371816781, |
| "mean_delta_alignment": 0.2432601572034138, |
| "permutation_mean": 0.0001485560496803373, |
| "permutation_std": 0.003636673092842102, |
| "n_samples": 1039 |
| }, |
| "L22": { |
| "per_sample_mean": 0.2628653657741852, |
| "per_sample_std": 0.09260954416597608, |
| "mean_delta_alignment": 0.12474252540291947, |
| "permutation_mean": 8.770999556872994e-06, |
| "permutation_std": 0.0034101337660104036, |
| "n_samples": 1039 |
| }, |
| "L23": { |
| "per_sample_mean": 0.4193924509788414, |
| "per_sample_std": 0.1021250506975684, |
| "mean_delta_alignment": 0.2827898488062459, |
| "permutation_mean": 0.0002176351408706978, |
| "permutation_std": 0.004401250742375851, |
| "n_samples": 1039 |
| }, |
| "L24": { |
| "per_sample_mean": 0.27014236320823043, |
| "per_sample_std": 0.09717710271414481, |
| "mean_delta_alignment": 0.20427871238367126, |
| "permutation_mean": 5.854712435393594e-05, |
| "permutation_std": 0.0034465172793716192, |
| "n_samples": 1039 |
| }, |
| "L25": { |
| "per_sample_mean": 0.2699793410524224, |
| "per_sample_std": 0.10133620296420777, |
| "mean_delta_alignment": 0.15920196497570047, |
| "permutation_mean": 0.00020143621077295393, |
| "permutation_std": 0.003727470524609089, |
| "n_samples": 1039 |
| }, |
| "L26": { |
| "per_sample_mean": 0.5112361233892982, |
| "per_sample_std": 0.11705173988179979, |
| "mean_delta_alignment": 0.5114954597485749, |
| "permutation_mean": 0.00038652890361845493, |
| "permutation_std": 0.0054456875659525394, |
| "n_samples": 1039 |
| }, |
| "L27": { |
| "per_sample_mean": 0.4620584544651318, |
| "per_sample_std": 0.10791111904352761, |
| "mean_delta_alignment": 0.43190817806908227, |
| "permutation_mean": 0.00026612207875587046, |
| "permutation_std": 0.0048553296364843845, |
| "n_samples": 1039 |
| }, |
| "L28": { |
| "per_sample_mean": 0.4671434289466543, |
| "per_sample_std": 0.1069784937504825, |
| "mean_delta_alignment": 0.47998936283706045, |
| "permutation_mean": 0.00036616221768781543, |
| "permutation_std": 0.0049934689886868, |
| "n_samples": 1039 |
| }, |
| "L29": { |
| "per_sample_mean": 0.4381387356249212, |
| "per_sample_std": 0.10626284684294464, |
| "mean_delta_alignment": 0.45726282733007734, |
| "permutation_mean": 0.00018235077732242644, |
| "permutation_std": 0.004645592998713255, |
| "n_samples": 1039 |
| }, |
| "L30": { |
| "per_sample_mean": 0.40248642364629794, |
| "per_sample_std": 0.1104508520229543, |
| "mean_delta_alignment": 0.464498729567158, |
| "permutation_mean": 0.00028223407571204007, |
| "permutation_std": 0.004568049218505621, |
| "n_samples": 1039 |
| }, |
| "L31": { |
| "per_sample_mean": 0.34255535316969965, |
| "per_sample_std": 0.10263285172900766, |
| "mean_delta_alignment": 0.38419407031757813, |
| "permutation_mean": 0.0003746770089492202, |
| "permutation_std": 0.003908252343535423, |
| "n_samples": 1039 |
| }, |
| "L32": { |
| "per_sample_mean": 0.28507283966740926, |
| "per_sample_std": 0.09482178603957299, |
| "mean_delta_alignment": 0.3144364705621415, |
| "permutation_mean": 0.000250284094363451, |
| "permutation_std": 0.0032375778537243605, |
| "n_samples": 1039 |
| }, |
| "L33": { |
| "per_sample_mean": 0.21332759678279092, |
| "per_sample_std": 0.10451926092963708, |
| "mean_delta_alignment": 0.2601118315495245, |
| "permutation_mean": 0.00021413348440546542, |
| "permutation_std": 0.002829834586009383, |
| "n_samples": 1039 |
| }, |
| "L34": { |
| "per_sample_mean": 0.21619435457821534, |
| "per_sample_std": 0.11313111625818137, |
| "mean_delta_alignment": 0.2653877255362229, |
| "permutation_mean": 0.00027427927125245333, |
| "permutation_std": 0.002840578556060791, |
| "n_samples": 1039 |
| }, |
| "L35": { |
| "per_sample_mean": 0.2040960020859635, |
| "per_sample_std": 0.1390097018070135, |
| "mean_delta_alignment": 0.24602505938330818, |
| "permutation_mean": 0.0005100231501273811, |
| "permutation_std": 0.0037284563295543194, |
| "n_samples": 1039 |
| } |
| } |