From fdecfec0f8a63e388610a73daf7e2e4459b68271 Mon Sep 17 00:00:00 2001 From: wisygig Date: Tue, 18 Jul 2017 20:30:43 -0400 Subject: [PATCH 1/4] Initial migration: added nb_util directory --- circle.yml | 3 +- nb_util/README.md | 6 + nb_util/__init__.py | 1 + nb_util/jupyter_template.py | 157 +++++++++++++++++++++++++ nb_util/tests/__init__.py | 1 + nb_util/tests/test_jupyter_template.py | 145 +++++++++++++++++++++++ requirements.txt | 3 + 7 files changed, 315 insertions(+), 1 deletion(-) create mode 100644 nb_util/README.md create mode 100644 nb_util/__init__.py create mode 100644 nb_util/jupyter_template.py create mode 100644 nb_util/tests/__init__.py create mode 100644 nb_util/tests/test_jupyter_template.py diff --git a/circle.yml b/circle.yml index 2538423..752cbe5 100644 --- a/circle.yml +++ b/circle.yml @@ -11,6 +11,7 @@ dependencies: test: override: - docker run $AWS_ECR_ENDPOINT.dkr.ecr.us-east-1.amazonaws.com/cognoma-ml-workers:$CIRCLE_SHA1 python test_ml_task_runner.py + - pytest nb_util deployment: production: @@ -18,4 +19,4 @@ deployment: commands: - chmod +x ecr_push.sh ecs_deploy.sh - ./ecr_push.sh - - ./ecs_deploy.sh --timeout 180 --cluster $AWS_CLUSTER_NAME --service-name $AWS_SERVICE_NAME --image $AWS_ECR_ENDPOINT.dkr.ecr.us-east-1.amazonaws.com/cognoma-ml-workers:$CIRCLE_SHA1 \ No newline at end of file + - ./ecs_deploy.sh --timeout 180 --cluster $AWS_CLUSTER_NAME --service-name $AWS_SERVICE_NAME --image $AWS_ECR_ENDPOINT.dkr.ecr.us-east-1.amazonaws.com/cognoma-ml-workers:$CIRCLE_SHA1 diff --git a/nb_util/README.md b/nb_util/README.md new file mode 100644 index 0000000..4778bbd --- /dev/null +++ b/nb_util/README.md @@ -0,0 +1,6 @@ +# nbcopy +Tools for making and filling Jupyter notebook templates. + +## Installation + +## Usage diff --git a/nb_util/__init__.py b/nb_util/__init__.py new file mode 100644 index 0000000..e118bbf --- /dev/null +++ b/nb_util/__init__.py @@ -0,0 +1 @@ +"""nb_util package.""" diff --git a/nb_util/jupyter_template.py b/nb_util/jupyter_template.py new file mode 100644 index 0000000..fb9b327 --- /dev/null +++ b/nb_util/jupyter_template.py @@ -0,0 +1,157 @@ +# -*- coding: utf-8 -*- +"""Document use of this module. + +The docstring for a module should generally list the classes, exceptions and +functions (and any other objects) that are exported by the module, with a +one-line summary of each. (These summaries generally give less detail than the +summary line in the object's docstring.) The docstring for a package (i.e., the +docstring of the package's __init__.py module) should also list the modules and +subpackages exported by the package. + + +1. make template: encode then replace +2. fill template: substitute then decode + +""" + +import nbformat +import re +from collections import namedtuple +# consider looking into nbconvert + + +Cell = namedtuple('Cell', ['type', 'source']) + +new_cell = { + 'code': nbformat.v4.new_code_cell, + 'markdown': nbformat.v4.new_markdown_cell, + 'raw': nbformat.v4.new_raw_cell, +} + + +def each_cell(func): + """Extend a function defined on a source cell to work on a notebook of + cells. + + Args: + func - function which maps str to str + + """ + return lambda cells: [Cell(c.type, func(c.source)) for c in cells] + + +class JupyterTemplate(object): + """The docstring for a class should summarize its behavior and list the + public methods and instance variables. + + Public methods: + + """ + def __init__(self, cells, keywords): + """Create a JupyterTemplate. + + Keyword argumnets: + cells - iterator of Cell + keywords - iterator of str + + """ + self.cells = cells + self.keywords = sorted(keywords) + + def _get_cells_from_nb(cls, fname): + """ + Extract cells from a file. + + Args: + fname - file name + + """ + nb = nbformat.read(fname, nbformat.NO_CONVERT) + return [Cell(c['cell_type'], c['source']) for c in nb['cells']] + + def _make_template_cell(self, cell): + return new_cell + + def fill_template(self, keywords): + """Replace keywords to create a template. + + Args: + keywords - dictionary of strings + + """ + substitute = _substitute(keywords) + new_cells = substitute(self.cells) + new_cells = _decode(new_cells) + return create_nb(new_cells) + + +@each_cell +def _encode(s): + """Encode source cells + + Args: + s - jupyter notebook cell source + + """ + return s.replace('{', '{{').replace('}', '}}') + + +@each_cell +def _decode(s): + """Decode source cells. + + Args: + s - jupyter notebook cell source + + """ + return s.replace('{{', '{').replace('}}', '}') + + +def _substitute(values): + """Substitute values into each source cell. + + Args: + values - dict of the form {str: str} + + """ + return each_cell(lambda s: s.format(**values)) + + +def _replace(keywords): + """Replace keywords with specified values. + + Args: + keywords (dict of str: str): + + """ + def f(s): + for k, v in keywords.items(): + s = re.sub(r'\b' + k + r'\b', '{' + v + '}', s, count=0) + return s + return each_cell(f) + + +def create_template(fname, new_keywords): + """Replace keywords to create a template. + + Args: + fname - file namedtuple + keywords - dict whose keys + + """ + cells = JupyterTemplate._get_cells_from_nb(fname) + new_cells = _encode(cells) + new_cells = _replace(new_keywords)(new_cells) + return JupyterTemplate(new_cells, new_keywords.values()) + + +def create_nb(cells): + """Return a Jupyter notebook as a string. + + Args: + cells - iterator of Cells + + """ + nbjson = nbformat.v4.new_notebook() + nbjson.cells = [new_cell[c.type](c.source) for c in cells] + return nbformat.writes(nbjson, version=nbformat.current_nbformat) diff --git a/nb_util/tests/__init__.py b/nb_util/tests/__init__.py new file mode 100644 index 0000000..a455c2c --- /dev/null +++ b/nb_util/tests/__init__.py @@ -0,0 +1 @@ +"""Tests for the module.""" diff --git a/nb_util/tests/test_jupyter_template.py b/nb_util/tests/test_jupyter_template.py new file mode 100644 index 0000000..4dafbe2 --- /dev/null +++ b/nb_util/tests/test_jupyter_template.py @@ -0,0 +1,145 @@ +import pytest +import nb_util.jupyter_template as jt +from unittest.mock import Mock + + +@pytest.fixture() +def template_cells(): + return [jt.Cell('markdown', '# Addition'), + jt.Cell('code', 'x, y = {var1}, {var2}'), + jt.Cell('code', "{{'ans': x + y}}")] + + +@pytest.fixture() +def filled_template(): + return """{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Addition" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "x, y = 1, 2" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "{'ans': x + y}" + ] + } + ], + "metadata": {}, + "nbformat": 4, + "nbformat_minor": 2 +}""" + + +@pytest.fixture() +def new_values(): + return {'var1': 1, 'var2': 2} + + +@pytest.fixture() +def keywords(): + return ['var1', 'var2'] + + +@pytest.fixture() +def new_keywords(): + return {'x': 'var1', 'y': 'var2'} + + +@pytest.fixture +def small_cells(): + return [jt.Cell('markdown', '# Tiny document {x} y xy')] + + +@pytest.fixture +def small_notebook(): + return """{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Tiny document {x} y xy" + ] + } + ], + "metadata": {}, + "nbformat": 4, + "nbformat_minor": 2 +}""" + + +@pytest.fixture +def small_template(): + return jt.JupyterTemplate( + cells=[jt.Cell('markdown', + '# Tiny document {{{var1}}} {var2} xy')], + keywords=['var1', 'var2']) + + +def test_JupyterTemplate_init_(template_cells, keywords): + template = jt.JupyterTemplate(template_cells, keywords) + assert template.cells == template_cells + assert template.keywords == keywords + + +def test_create_template(small_cells, new_keywords, small_template, + monkeypatch): + fake_read = Mock(return_value=small_cells) + monkeypatch.setattr(jt.JupyterTemplate, '_get_cells_from_nb', fake_read) + new_template = jt.create_template('filename', new_keywords) + assert new_template.cells == small_template.cells + assert new_template.keywords == small_template.keywords + + +def test_fill_template(template_cells, keywords, new_values, filled_template): + template = jt.JupyterTemplate(template_cells, keywords) + assert template.fill_template(new_values) == filled_template + + +def test_encode(small_cells): + new_cells = jt._encode(small_cells) + assert new_cells == [jt.Cell('markdown', '# Tiny document {{x}} y xy')] + + +def test_decode(small_cells): + new_cells = jt._decode(small_cells) + assert new_cells == small_cells + + +def test_encode_and_decode(small_cells): + new_cells = jt._encode(small_cells) + assert small_cells == jt._decode(new_cells) + + +def test_substitute(new_values, template_cells): + new_cells = jt._substitute(new_values)(template_cells) + assert new_cells == [jt.Cell('markdown', '# Addition'), + jt.Cell('code', 'x, y = 1, 2'), + jt.Cell('code', "{'ans': x + y}")] + + +def test_replace(new_keywords, small_cells): + new_cells = jt._replace(new_keywords)(small_cells) + assert new_cells == [jt.Cell('markdown', + '# Tiny document {{var1}} {var2} xy')] + + +def test_create_nb(small_cells, small_notebook): + nb = jt.create_nb(small_cells) + assert nb == small_notebook diff --git a/requirements.txt b/requirements.txt index 0d3c821..3e1a416 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,4 +1,5 @@ altair==1.2.0 +appnope==0.1.0 backoff==1.4.3 bleach==2.0.0 certifi==2017.4.17 @@ -33,8 +34,10 @@ pexpect==4.2.1 pickleshare==0.7.4 prompt-toolkit==1.0.14 ptyprocess==0.5.2 +py==1.4.34 Pygments==2.2.0 pyparsing==2.2.0 +pytest==3.1.3 python-dateutil==2.6.0 pytz==2017.2 pyzmq==16.0.2 From 14c9f95cb6457b518233f667c3363eb84f58d10a Mon Sep 17 00:00:00 2001 From: wisygig Date: Wed, 26 Jul 2017 13:29:21 -0400 Subject: [PATCH 2/4] begin working on documentation --- nb_util/README.md | 7 +++++-- 1 file changed, 5 insertions(+), 2 deletions(-) diff --git a/nb_util/README.md b/nb_util/README.md index 4778bbd..65bb6a9 100644 --- a/nb_util/README.md +++ b/nb_util/README.md @@ -1,6 +1,9 @@ # nbcopy Tools for making and filling Jupyter notebook templates. -## Installation - ## Usage + + +### Make a template: + +### Fill a template: From 4ff90533dfc75086cb90a7ad87334ea88f9a5580 Mon Sep 17 00:00:00 2001 From: wisygig Date: Wed, 26 Jul 2017 14:50:51 -0400 Subject: [PATCH 3/4] Completed documentation --- nb_util/README.md | 16 +- nb_util/examples/2.mutation-classifier.ipynb | 1105 ++++++++++++++++++ nb_util/examples/output.ipynb | 537 +++++++++ nb_util/jupyter_template.py | 46 +- nb_util/tests/test_jupyter_template.py | 2 +- 5 files changed, 1678 insertions(+), 28 deletions(-) create mode 100644 nb_util/examples/2.mutation-classifier.ipynb create mode 100644 nb_util/examples/output.ipynb diff --git a/nb_util/README.md b/nb_util/README.md index 65bb6a9..1e2c724 100644 --- a/nb_util/README.md +++ b/nb_util/README.md @@ -1,9 +1,19 @@ # nbcopy -Tools for making and filling Jupyter notebook templates. +Tool for making and filling Jupyter notebook templates. ## Usage + import jupyter_template as jt +Given a Jupyter notebook, we can create a template by replacing specific strings with keywords. -### Make a template: + fname = 'examples/2.mutation-classifier.ipynb' + new_keywords = {'7157': 'id', 'TP53': 'mutation'} + template = jt.create_template(fname, new_keywords) -### Fill a template: +Once we have a template, filling in the keywords is straightforward + + keywords = {'id': 'foo', 'mutation': 'bar'} + nb = template.fill_template(keywords) + with open('examples/output.ipynb', 'w') as f: + f.writelines(nb) + f.close() diff --git a/nb_util/examples/2.mutation-classifier.ipynb b/nb_util/examples/2.mutation-classifier.ipynb new file mode 100644 index 0000000..9e9cf89 --- /dev/null +++ b/nb_util/examples/2.mutation-classifier.ipynb @@ -0,0 +1,1105 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Create a logistic regression model to predict TP53 mutation from gene expression data in TCGA" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "import datetime\n", + "import json\n", + "import os\n", + "import time\n", + "\n", + "from sklearn.decomposition import PCA\n", + "from sklearn.linear_model import SGDClassifier\n", + "from sklearn.metrics import roc_auc_score, roc_curve\n", + "from sklearn.model_selection import train_test_split, StratifiedKFold\n", + "from dask_searchcv import GridSearchCV\n", + "from sklearn.pipeline import Pipeline, FeatureUnion\n", + "from sklearn.preprocessing import StandardScaler, FunctionTransformer\n", + "from vega import Vega\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "\n", + "from utils import fill_spec_with_data, get_model_coefficients" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "plt.style.use('seaborn-notebook')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Specify model configuration" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "# We're going to be building a 'TP53' classifier \n", + "mutation_id = '7157' # TP53" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "*Here is some [documentation](http://scikit-learn.org/stable/modules/generated/sklearn.linear_model.SGDClassifier.html) regarding the classifier and hyperparameters*\n", + "\n", + "*Here is some [information](https://ghr.nlm.nih.gov/gene/TP53) about TP53*" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load Data" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Wall time: 5min 38s\n" + ] + } + ], + "source": [ + "%%time\n", + "path = os.path.join('download', 'expression-matrix.tsv.bz2')\n", + "expression_df = pd.read_table(path, index_col=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Wall time: 3min 20s\n" + ] + } + ], + "source": [ + "%%time\n", + "path = os.path.join('download', 'mutation-matrix.tsv.bz2')\n", + "mutation_df = pd.read_table(path, index_col=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "path = os.path.join('download', 'covariates.tsv')\n", + "covariate_df = pd.read_table(path, index_col=0)\n", + "\n", + "# Select acronym_x and n_mutations_log1p covariates only\n", + "selected_cols = [col for col in covariate_df.columns if col.startswith('acronym_')]\n", + "selected_cols.append('n_mutations_log1p')\n", + "covariate_df = covariate_df[selected_cols]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "sample_id\n", + "TCGA-02-0047-01 0\n", + "TCGA-02-0055-01 1\n", + "TCGA-02-2483-01 1\n", + "TCGA-02-2485-01 1\n", + "TCGA-02-2486-01 0\n", + "TCGA-04-1348-01 1\n", + "Name: 7157, dtype: int64" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# The series holds TP53 Mutation Status for each sample\n", + "y = mutation_df[mutation_id]\n", + "y.head(6)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gene expression matrix shape: (7306, 20468)\n", + "Covariates matrix shape: (7306, 33)\n" + ] + } + ], + "source": [ + "print('Gene expression matrix shape: {}'.format(expression_df.shape))\n", + "print('Covariates matrix shape: {}'.format(covariate_df.shape))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Set aside 10% of the data for testing" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 0.645907\n", + "1 0.354093\n", + "Name: 7157, dtype: float64" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Typically, this type of split can only be done \n", + "# for genes where the number of mutations is large enough\n", + "X = pd.concat([covariate_df, expression_df], axis='columns')\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.1, random_state=0)\n", + "\n", + "# Here are the percentage of tumors with TP53\n", + "y.value_counts(True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Feature selection" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "def select_feature_set_columns(X, feature_set):\n", + " \"\"\"\n", + " Select the feature set for the different models within the pipeline\n", + " \"\"\"\n", + " n_covariates = len(covariate_df.columns)\n", + " if feature_set == 'covariates':\n", + " return X[:, :n_covariates]\n", + " if feature_set == 'expressions':\n", + " return X[:, n_covariates:]\n", + " raise ValueError('feature_set not supported: {}'.format(feature_set))\n", + "\n", + "# Creates the expression features by standarizing them and running PCA\n", + "# Because the expressions matrix is so large, we preprocess with PCA\n", + "# The amount of variance in the data captured by ~100 components is high\n", + "expression_features = Pipeline([\n", + " ('select_features', FunctionTransformer(select_feature_set_columns,\n", + " kw_args={'feature_set': 'expressions'})),\n", + " ('standardize', StandardScaler()),\n", + " ('pca', PCA())\n", + "])\n", + "\n", + "# Creates the covariate features by selecting and standardizing them\n", + "covariate_features = Pipeline([\n", + " ('select_features', FunctionTransformer(select_feature_set_columns,\n", + " kw_args={'feature_set': 'covariates'})),\n", + " ('standardize', StandardScaler())\n", + "])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Elastic net classifier and model paraemeters" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "# Parameter Sweep for Hyperparameters\n", + "n_components_list = [50, 100]\n", + "regularization_alpha_list = [10 ** x for x in range(-3, 1)]\n", + "regularization_l1_ratio = 0.15\n", + "\n", + "param_grids = {\n", + " 'full': {\n", + " 'features__expressions__pca__n_components' : n_components_list,\n", + " 'classify__alpha': regularization_alpha_list\n", + " },\n", + " 'expressions': {\n", + " 'features__expressions__pca__n_components' : n_components_list,\n", + " 'classify__alpha': regularization_alpha_list\n", + " },\n", + " 'covariates': {\n", + " 'classify__alpha': regularization_alpha_list\n", + " }\n", + "}\n", + "\n", + "# Classifier: Elastic Net\n", + "classifier = SGDClassifier(penalty='elasticnet',\n", + " l1_ratio=regularization_l1_ratio,\n", + " loss='log', \n", + " class_weight='balanced',\n", + " random_state=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define pipeline and cross validation" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "# Full model pipelines\n", + "pipeline_definitions = {\n", + " 'full': Pipeline([\n", + " ('features', FeatureUnion([\n", + " ('expressions', expression_features),\n", + " ('covariates', covariate_features)\n", + " ])),\n", + " ('classify', classifier)\n", + " ]),\n", + " 'expressions': Pipeline([\n", + " ('features', FeatureUnion([('expressions', expression_features)])),\n", + " ('classify', classifier)\n", + " ]),\n", + " 'covariates': Pipeline([\n", + " ('features', FeatureUnion([('covariates', covariate_features)])),\n", + " ('classify', classifier)\n", + " ])\n", + "}\n", + "\n", + "# Construct cross-validated grid searches\n", + "cv_pipelines = dict()\n", + "for model, pipeline in pipeline_definitions.items():\n", + " cv = StratifiedKFold(n_splits=3, random_state=0)\n", + " grid_search = GridSearchCV(\n", + " estimator=pipeline,\n", + " param_grid=param_grids[model],\n", + " cv=cv,\n", + " n_jobs=1, \n", + " scoring='roc_auc',\n", + " )\n", + " cv_pipelines[model] = grid_search" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fitting CV for model: full\n", + "\truntime: 0:03:09.570861\n", + "Fitting CV for model: expressions\n", + "\truntime: 0:03:14.775702\n", + "Fitting CV for model: covariates\n", + "\truntime: 0:00:27.543525\n" + ] + } + ], + "source": [ + "# Fit the models\n", + "for model, pipeline in cv_pipelines.items():\n", + " print('Fitting CV for model: {0}'.format(model))\n", + " start_time = time.perf_counter()\n", + " pipeline.fit(X=X_train, y=y_train)\n", + " end_time = time.perf_counter()\n", + " elapsed = datetime.timedelta(seconds=end_time - start_time)\n", + " print('\\truntime: {}'.format(elapsed))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# full\n", + "{'features__expressions__pca__n_components': 50, 'classify__alpha': 1}\n", + "cv_auroc = 87.803%\n", + "# expressions\n", + "{'features__expressions__pca__n_components': 100, 'classify__alpha': 1}\n", + "cv_auroc = 87.656%\n", + "# covariates\n", + "{'classify__alpha': 0.01}\n", + "cv_auroc = 84.206%\n" + ] + } + ], + "source": [ + "# Best Parameters\n", + "for model, pipeline in cv_pipelines.items():\n", + " print('#', model)\n", + " print(pipeline.best_params_)\n", + " print('cv_auroc = {:.3%}'.format(pipeline.best_score_))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize hyperparameters performance" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "cv_results_df = pd.DataFrame()\n", + "for model, pipeline in cv_pipelines.items():\n", + " df = pd.concat([\n", + " pd.DataFrame(pipeline.cv_results_),\n", + " pd.DataFrame.from_records(pipeline.cv_results_['params'])\n", + " ], axis='columns')\n", + " df['feature_set'] = model\n", + " cv_results_df = cv_results_df.append(df)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAdEAAAFXCAYAAAD9KnReAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Cross-validated performance heatmap\n", + "cv_score_mat = pd.pivot_table(cv_results_df,\n", + " values='mean_test_score', \n", + " index='feature_set',\n", + " columns='classify__alpha')\n", + "ax = sns.heatmap(cv_score_mat, annot=True, fmt='.1%')\n", + "ax.set_xlabel('Regularization strength multiplier (alpha)')\n", + "ax.set_ylabel('Feature Set');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Use optimal hyperparameters to output ROC curve" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "y_pred_dict = {\n", + " model: {\n", + " 'train': pipeline.decision_function(X_train),\n", + " 'test': pipeline.decision_function(X_test)\n", + " } for model, pipeline in cv_pipelines.items()\n", + "}\n", + "\n", + "def get_threshold_metrics(y_true, y_pred):\n", + " roc_columns = ['fpr', 'tpr', 'threshold']\n", + " roc_items = zip(roc_columns, roc_curve(y_true, y_pred))\n", + " roc_df = pd.DataFrame.from_items(roc_items)\n", + " auroc = roc_auc_score(y_true, y_pred)\n", + " return {'auroc': auroc, 'roc_df': roc_df}\n", + "\n", + "metrics_dict = { \n", + " model: {\n", + " 'train': get_threshold_metrics(y_train, y_pred_dict[model]['train']),\n", + " 'test': get_threshold_metrics(y_test, y_pred_dict[model]['test'])\n", + " } for model in y_pred_dict.keys()\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n" + ] + }, + "metadata": { + "jupyter-vega": "#8bcb5417-6b25-4b09-8c79-4ef1b95eaba9" + }, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "var spec = {\"signals\": [{\"name\": \"index_fpr\", \"streams\": [{\"type\": \"mousemove\", \"expr\": \"clamp(eventX(), 0, eventGroup('root').width)\", \"scale\": {\"name\": \"xscale\", \"invert\": true}}], \"init\": 0.4}], \"padding\": {\"left\": 70, \"top\": 10, \"bottom\": 60, \"right\": 190}, \"marks\": [{\"properties\": {\"update\": {\"x\": {\"signal\": \"index_fpr\", \"scale\": \"xscale\"}, \"y\": {\"value\": 0}, \"y2\": {\"field\": {\"group\": \"height\"}}, \"stroke\": {\"value\": \"red\"}}}, \"type\": \"rule\"}, {\"from\": {\"transform\": [{\"groupby\": \"legend\", \"type\": \"facet\"}], \"data\": \"roc\"}, \"marks\": [{\"properties\": {\"update\": {\"y\": {\"field\": \"true_positive_rate\", \"scale\": \"yscale\"}, \"strokeWidth\": {\"value\": 4}, \"x\": {\"field\": \"false_positive_rate\", \"scale\": \"xscale\"}, \"strokeOpacity\": {\"value\": 0.6}, \"strokeDash\": {\"field\": \"partition\", \"scale\": \"dashscale\"}, \"stroke\": {\"field\": \"feature_set\", \"scale\": \"colorscale\"}}}, \"type\": \"line\"}], \"type\": \"group\"}, {\"from\": {\"transform\": [{\"on\": \"legend_auc\", \"as\": [\"lookup\"], \"keys\": [\"legend\"], \"type\": \"lookup\", \"onKey\": \"legend\", \"default\": -1}, {\"groupby\": \"legend\", \"type\": \"facet\"}], \"data\": \"roc_index\"}, \"marks\": [{\"marks\": [{\"properties\": {\"update\": {\"fontWeight\": {\"value\": \"bold\"}, \"fill\": {\"value\": \"black\"}, \"x\": {\"value\": 0}, \"fontSize\": {\"value\": 11}, \"text\": {\"template\": \"{{parent.legend}}\"}, \"y\": {\"value\": 5}}}, \"type\": \"text\"}, {\"properties\": {\"update\": {\"x\": {\"value\": 0}, \"fill\": {\"value\": \"black\"}, \"text\": {\"template\": \"TPR: {{parent.agg_true_positive_rate|number: '.3p'}}, FPR: {{index_fpr|number: '.3p'}}, AUC {{parent.lookup.auc|number: '.3p'}}\"}, \"y\": {\"value\": 15}, \"fontSize\": {\"value\": 11}}}, \"type\": \"text\"}], \"properties\": {\"update\": {\"x\": {\"value\": 4}, \"y\": {\"field\": \"lookup.legend_index\", \"offset\": 5, \"scale\": \"legendrow\"}}}, \"type\": \"group\"}], \"properties\": {\"update\": {\"y\": {\"value\": 100}, \"strokeWidth\": {\"value\": 0.5}, \"x\": {\"offset\": 10, \"signal\": \"index_fpr\", \"scale\": \"xscale\"}, \"height\": {\"value\": 140}, \"stroke\": {\"value\": \"black\"}, \"width\": {\"value\": 200}}}, \"type\": \"group\"}], \"width\": 600, \"axes\": [{\"title\": \"False positive rate\", \"format\": \"%\", \"type\": \"x\", \"scale\": \"xscale\"}, {\"title\": \"True positive rate\", \"format\": \"%\", \"type\": \"y\", \"scale\": \"yscale\"}], \"scales\": [{\"domain\": {\"field\": \"false_positive_rate\", \"data\": \"roc\"}, \"round\": \"true\", \"zero\": \"true\", \"name\": \"xscale\", \"range\": \"width\", \"type\": \"linear\"}, {\"domain\": {\"field\": \"true_positive_rate\", \"data\": \"roc\"}, \"round\": \"true\", \"nice\": \"true\", \"zero\": \"true\", \"name\": \"yscale\", \"range\": \"height\", \"type\": \"linear\"}, {\"domain\": {\"field\": \"feature_set\", \"data\": \"roc\"}, \"name\": \"colorscale\", \"type\": \"ordinal\", \"range\": [\"#FF0000\", \"#5254a3\", \"#fd8d3c\"]}, {\"domain\": {\"field\": \"partition\", \"data\": \"roc\"}, \"name\": \"dashscale\", \"type\": \"ordinal\", \"range\": {\"field\": \"strokeDash\", \"data\": \"dash_data\"}}, {\"domain\": {\"field\": \"partition\", \"data\": \"roc\"}, \"name\": \"dashlegendscale\", \"type\": \"ordinal\", \"range\": {\"field\": \"strokeDash\", \"data\": \"dash_legend\"}}, {\"domain\": {\"field\": \"legend_index\", \"data\": \"legend_auc\"}, \"name\": \"legendrow\", \"type\": \"linear\", \"rangeMax\": 110, \"rangeMin\": 0}], \"height\": 400, \"data\": [{\"name\": \"roc\", \"transform\": [{\"groupby\": [\"partition\", \"feature_set\", \"false_positive_rate\"], \"type\": \"aggregate\", \"summarize\": [{\"field\": \"true_positive_rate\", \"ops\": [\"min\"], \"as\": [\"true_positive_rate\"]}]}, {\"field\": \"legend\", \"type\": \"formula\", \"expr\": \"datum.partition + ' (' + datum.feature_set + ')'\"}], \"format\": {\"type\": \"json\"}, \"values\": [{\"false_positive_rate\": 0.0, \"feature_set\": \"full\", \"true_positive_rate\": 0.003663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.002183406113537118, \"feature_set\": \"full\", \"true_positive_rate\": 0.003663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.002183406113537118, \"feature_set\": \"full\", \"true_positive_rate\": 0.07692307692307693, \"partition\": \"test\"}, {\"false_positive_rate\": 0.004366812227074236, \"feature_set\": \"full\", \"true_positive_rate\": 0.07692307692307693, \"partition\": \"test\"}, {\"false_positive_rate\": 0.004366812227074236, \"feature_set\": \"full\", \"true_positive_rate\": 0.10989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.006550218340611353, \"feature_set\": \"full\", \"true_positive_rate\": 0.10989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.006550218340611353, \"feature_set\": \"full\", \"true_positive_rate\": 0.12087912087912088, \"partition\": \"test\"}, {\"false_positive_rate\": 0.008733624454148471, \"feature_set\": \"full\", \"true_positive_rate\": 0.12087912087912088, \"partition\": \"test\"}, {\"false_positive_rate\": 0.008733624454148471, \"feature_set\": \"full\", \"true_positive_rate\": 0.14285714285714285, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"full\", \"true_positive_rate\": 0.14285714285714285, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"full\", \"true_positive_rate\": 0.14652014652014653, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"full\", \"true_positive_rate\": 0.14652014652014653, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"full\", \"true_positive_rate\": 0.20146520146520147, \"partition\": \"test\"}, {\"false_positive_rate\": 0.015283842794759825, \"feature_set\": \"full\", \"true_positive_rate\": 0.20146520146520147, \"partition\": \"test\"}, {\"false_positive_rate\": 0.015283842794759825, \"feature_set\": \"full\", \"true_positive_rate\": 0.2490842490842491, \"partition\": \"test\"}, {\"false_positive_rate\": 0.017467248908296942, \"feature_set\": \"full\", \"true_positive_rate\": 0.2490842490842491, \"partition\": \"test\"}, {\"false_positive_rate\": 0.017467248908296942, \"feature_set\": \"full\", \"true_positive_rate\": 0.2967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.019650655021834062, \"feature_set\": \"full\", \"true_positive_rate\": 0.2967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.019650655021834062, \"feature_set\": \"full\", \"true_positive_rate\": 0.31135531135531136, \"partition\": \"test\"}, {\"false_positive_rate\": 0.021834061135371178, \"feature_set\": \"full\", \"true_positive_rate\": 0.31135531135531136, \"partition\": \"test\"}, {\"false_positive_rate\": 0.021834061135371178, \"feature_set\": \"full\", \"true_positive_rate\": 0.3626373626373626, \"partition\": \"test\"}, {\"false_positive_rate\": 0.024017467248908297, \"feature_set\": \"full\", \"true_positive_rate\": 0.3626373626373626, \"partition\": \"test\"}, {\"false_positive_rate\": 0.024017467248908297, \"feature_set\": \"full\", \"true_positive_rate\": 0.3956043956043956, \"partition\": \"test\"}, {\"false_positive_rate\": 0.026200873362445413, \"feature_set\": \"full\", \"true_positive_rate\": 0.3956043956043956, \"partition\": \"test\"}, {\"false_positive_rate\": 0.026200873362445413, \"feature_set\": \"full\", \"true_positive_rate\": 0.3992673992673993, \"partition\": \"test\"}, {\"false_positive_rate\": 0.028384279475982533, \"feature_set\": \"full\", \"true_positive_rate\": 0.3992673992673993, \"partition\": \"test\"}, {\"false_positive_rate\": 0.028384279475982533, \"feature_set\": \"full\", \"true_positive_rate\": 0.4175824175824176, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03056768558951965, \"feature_set\": \"full\", \"true_positive_rate\": 0.4175824175824176, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03056768558951965, \"feature_set\": \"full\", \"true_positive_rate\": 0.4249084249084249, \"partition\": \"test\"}, {\"false_positive_rate\": 0.039301310043668124, \"feature_set\": \"full\", \"true_positive_rate\": 0.4249084249084249, \"partition\": \"test\"}, {\"false_positive_rate\": 0.039301310043668124, \"feature_set\": \"full\", \"true_positive_rate\": 0.4432234432234432, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04148471615720524, \"feature_set\": \"full\", \"true_positive_rate\": 0.4432234432234432, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04148471615720524, \"feature_set\": \"full\", \"true_positive_rate\": 0.4468864468864469, \"partition\": \"test\"}, {\"false_positive_rate\": 0.043668122270742356, \"feature_set\": \"full\", \"true_positive_rate\": 0.4468864468864469, \"partition\": \"test\"}, {\"false_positive_rate\": 0.043668122270742356, \"feature_set\": \"full\", \"true_positive_rate\": 0.45054945054945056, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04585152838427948, \"feature_set\": \"full\", \"true_positive_rate\": 0.45054945054945056, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04585152838427948, \"feature_set\": \"full\", \"true_positive_rate\": 0.45787545787545786, \"partition\": \"test\"}, {\"false_positive_rate\": 0.048034934497816595, \"feature_set\": \"full\", \"true_positive_rate\": 0.45787545787545786, \"partition\": \"test\"}, {\"false_positive_rate\": 0.048034934497816595, \"feature_set\": \"full\", \"true_positive_rate\": 0.46886446886446886, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05458515283842795, \"feature_set\": \"full\", \"true_positive_rate\": 0.46886446886446886, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05458515283842795, \"feature_set\": \"full\", \"true_positive_rate\": 0.4981684981684982, \"partition\": \"test\"}, {\"false_positive_rate\": 0.056768558951965066, \"feature_set\": \"full\", \"true_positive_rate\": 0.4981684981684982, \"partition\": \"test\"}, {\"false_positive_rate\": 0.056768558951965066, \"feature_set\": \"full\", \"true_positive_rate\": 0.5091575091575091, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"full\", \"true_positive_rate\": 0.5091575091575091, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"full\", \"true_positive_rate\": 0.5274725274725275, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0611353711790393, \"feature_set\": \"full\", \"true_positive_rate\": 0.5274725274725275, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0611353711790393, \"feature_set\": \"full\", \"true_positive_rate\": 0.5384615384615384, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06550218340611354, \"feature_set\": \"full\", \"true_positive_rate\": 0.5384615384615384, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06550218340611354, \"feature_set\": \"full\", \"true_positive_rate\": 0.5457875457875457, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06986899563318777, \"feature_set\": \"full\", \"true_positive_rate\": 0.5457875457875457, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06986899563318777, \"feature_set\": \"full\", \"true_positive_rate\": 0.5641025641025641, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07423580786026202, \"feature_set\": \"full\", \"true_positive_rate\": 0.5641025641025641, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07423580786026202, \"feature_set\": \"full\", \"true_positive_rate\": 0.5677655677655677, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07860262008733625, \"feature_set\": \"full\", \"true_positive_rate\": 0.5677655677655677, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07860262008733625, \"feature_set\": \"full\", \"true_positive_rate\": 0.575091575091575, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08296943231441048, \"feature_set\": \"full\", \"true_positive_rate\": 0.575091575091575, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08296943231441048, \"feature_set\": \"full\", \"true_positive_rate\": 0.5787545787545788, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"full\", \"true_positive_rate\": 0.5787545787545788, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"full\", \"true_positive_rate\": 0.5824175824175825, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08733624454148471, \"feature_set\": \"full\", \"true_positive_rate\": 0.5824175824175825, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08733624454148471, \"feature_set\": \"full\", \"true_positive_rate\": 0.5860805860805861, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08951965065502183, \"feature_set\": \"full\", \"true_positive_rate\": 0.5860805860805861, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08951965065502183, \"feature_set\": \"full\", \"true_positive_rate\": 0.5934065934065934, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0982532751091703, \"feature_set\": \"full\", \"true_positive_rate\": 0.5934065934065934, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0982532751091703, \"feature_set\": \"full\", \"true_positive_rate\": 0.6153846153846154, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10043668122270742, \"feature_set\": \"full\", \"true_positive_rate\": 0.6153846153846154, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10043668122270742, \"feature_set\": \"full\", \"true_positive_rate\": 0.6227106227106227, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10262008733624454, \"feature_set\": \"full\", \"true_positive_rate\": 0.6227106227106227, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10262008733624454, \"feature_set\": \"full\", \"true_positive_rate\": 0.6483516483516484, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10698689956331878, \"feature_set\": \"full\", \"true_positive_rate\": 0.6483516483516484, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10698689956331878, \"feature_set\": \"full\", \"true_positive_rate\": 0.652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1091703056768559, \"feature_set\": \"full\", \"true_positive_rate\": 0.652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1091703056768559, \"feature_set\": \"full\", \"true_positive_rate\": 0.6556776556776557, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11572052401746726, \"feature_set\": \"full\", \"true_positive_rate\": 0.6556776556776557, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11572052401746726, \"feature_set\": \"full\", \"true_positive_rate\": 0.6593406593406593, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12008733624454149, \"feature_set\": \"full\", \"true_positive_rate\": 0.6593406593406593, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12008733624454149, \"feature_set\": \"full\", \"true_positive_rate\": 0.6703296703296703, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1222707423580786, \"feature_set\": \"full\", \"true_positive_rate\": 0.6703296703296703, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1222707423580786, \"feature_set\": \"full\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12445414847161572, \"feature_set\": \"full\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12445414847161572, \"feature_set\": \"full\", \"true_positive_rate\": 0.706959706959707, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12882096069868995, \"feature_set\": \"full\", \"true_positive_rate\": 0.706959706959707, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12882096069868995, \"feature_set\": \"full\", \"true_positive_rate\": 0.7106227106227107, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1331877729257642, \"feature_set\": \"full\", \"true_positive_rate\": 0.7106227106227107, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1331877729257642, \"feature_set\": \"full\", \"true_positive_rate\": 0.7252747252747253, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13755458515283842, \"feature_set\": \"full\", \"true_positive_rate\": 0.7252747252747253, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13755458515283842, \"feature_set\": \"full\", \"true_positive_rate\": 0.7289377289377289, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1462882096069869, \"feature_set\": \"full\", \"true_positive_rate\": 0.7289377289377289, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1462882096069869, \"feature_set\": \"full\", \"true_positive_rate\": 0.7362637362637363, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14847161572052403, \"feature_set\": \"full\", \"true_positive_rate\": 0.7362637362637363, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14847161572052403, \"feature_set\": \"full\", \"true_positive_rate\": 0.7509157509157509, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15065502183406113, \"feature_set\": \"full\", \"true_positive_rate\": 0.7509157509157509, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15065502183406113, \"feature_set\": \"full\", \"true_positive_rate\": 0.7582417582417582, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15938864628820962, \"feature_set\": \"full\", \"true_positive_rate\": 0.7582417582417582, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15938864628820962, \"feature_set\": \"full\", \"true_positive_rate\": 0.7619047619047619, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1615720524017467, \"feature_set\": \"full\", \"true_positive_rate\": 0.7619047619047619, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1615720524017467, \"feature_set\": \"full\", \"true_positive_rate\": 0.7692307692307693, \"partition\": \"test\"}, {\"false_positive_rate\": 0.16812227074235808, \"feature_set\": \"full\", \"true_positive_rate\": 0.7692307692307693, \"partition\": \"test\"}, {\"false_positive_rate\": 0.16812227074235808, \"feature_set\": \"full\", \"true_positive_rate\": 0.7728937728937729, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17248908296943233, \"feature_set\": \"full\", \"true_positive_rate\": 0.7728937728937729, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17248908296943233, \"feature_set\": \"full\", \"true_positive_rate\": 0.7765567765567766, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17685589519650655, \"feature_set\": \"full\", \"true_positive_rate\": 0.7765567765567766, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17685589519650655, \"feature_set\": \"full\", \"true_positive_rate\": 0.7802197802197802, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17903930131004367, \"feature_set\": \"full\", \"true_positive_rate\": 0.7802197802197802, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17903930131004367, \"feature_set\": \"full\", \"true_positive_rate\": 0.7875457875457875, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1812227074235808, \"feature_set\": \"full\", \"true_positive_rate\": 0.7875457875457875, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1812227074235808, \"feature_set\": \"full\", \"true_positive_rate\": 0.7912087912087912, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1943231441048035, \"feature_set\": \"full\", \"true_positive_rate\": 0.7912087912087912, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1943231441048035, \"feature_set\": \"full\", \"true_positive_rate\": 0.7948717948717948, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1965065502183406, \"feature_set\": \"full\", \"true_positive_rate\": 0.7948717948717948, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1965065502183406, \"feature_set\": \"full\", \"true_positive_rate\": 0.8021978021978022, \"partition\": \"test\"}, {\"false_positive_rate\": 0.19868995633187772, \"feature_set\": \"full\", \"true_positive_rate\": 0.8021978021978022, \"partition\": \"test\"}, {\"false_positive_rate\": 0.19868995633187772, \"feature_set\": \"full\", \"true_positive_rate\": 0.8058608058608059, \"partition\": \"test\"}, {\"false_positive_rate\": 0.20305676855895197, \"feature_set\": \"full\", \"true_positive_rate\": 0.8058608058608059, \"partition\": \"test\"}, {\"false_positive_rate\": 0.20305676855895197, \"feature_set\": \"full\", \"true_positive_rate\": 0.8095238095238095, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21397379912663755, \"feature_set\": \"full\", \"true_positive_rate\": 0.8095238095238095, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21397379912663755, \"feature_set\": \"full\", \"true_positive_rate\": 0.8131868131868132, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22270742358078602, \"feature_set\": \"full\", \"true_positive_rate\": 0.8131868131868132, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22270742358078602, \"feature_set\": \"full\", \"true_positive_rate\": 0.8168498168498168, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22489082969432314, \"feature_set\": \"full\", \"true_positive_rate\": 0.8168498168498168, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22489082969432314, \"feature_set\": \"full\", \"true_positive_rate\": 0.8205128205128205, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22707423580786026, \"feature_set\": \"full\", \"true_positive_rate\": 0.8205128205128205, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22707423580786026, \"feature_set\": \"full\", \"true_positive_rate\": 0.8315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2292576419213974, \"feature_set\": \"full\", \"true_positive_rate\": 0.8315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2292576419213974, \"feature_set\": \"full\", \"true_positive_rate\": 0.8351648351648352, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2336244541484716, \"feature_set\": \"full\", \"true_positive_rate\": 0.8351648351648352, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2336244541484716, \"feature_set\": \"full\", \"true_positive_rate\": 0.8388278388278388, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23799126637554585, \"feature_set\": \"full\", \"true_positive_rate\": 0.8388278388278388, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23799126637554585, \"feature_set\": \"full\", \"true_positive_rate\": 0.8534798534798534, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24017467248908297, \"feature_set\": \"full\", \"true_positive_rate\": 0.8534798534798534, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24017467248908297, \"feature_set\": \"full\", \"true_positive_rate\": 0.8608058608058609, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2423580786026201, \"feature_set\": \"full\", \"true_positive_rate\": 0.8608058608058609, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2423580786026201, \"feature_set\": \"full\", \"true_positive_rate\": 0.8644688644688645, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2445414847161572, \"feature_set\": \"full\", \"true_positive_rate\": 0.8644688644688645, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2445414847161572, \"feature_set\": \"full\", \"true_positive_rate\": 0.8681318681318682, \"partition\": \"test\"}, {\"false_positive_rate\": 0.25327510917030566, \"feature_set\": \"full\", \"true_positive_rate\": 0.8681318681318682, \"partition\": \"test\"}, {\"false_positive_rate\": 0.25327510917030566, \"feature_set\": \"full\", \"true_positive_rate\": 0.8827838827838828, \"partition\": \"test\"}, {\"false_positive_rate\": 0.259825327510917, \"feature_set\": \"full\", \"true_positive_rate\": 0.8827838827838828, \"partition\": \"test\"}, {\"false_positive_rate\": 0.259825327510917, \"feature_set\": \"full\", \"true_positive_rate\": 0.8864468864468864, \"partition\": \"test\"}, {\"false_positive_rate\": 0.26419213973799127, \"feature_set\": \"full\", \"true_positive_rate\": 0.8864468864468864, \"partition\": \"test\"}, {\"false_positive_rate\": 0.26419213973799127, \"feature_set\": \"full\", \"true_positive_rate\": 0.8901098901098901, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2663755458515284, \"feature_set\": \"full\", \"true_positive_rate\": 0.8901098901098901, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2663755458515284, \"feature_set\": \"full\", \"true_positive_rate\": 0.9010989010989011, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2685589519650655, \"feature_set\": \"full\", \"true_positive_rate\": 0.9010989010989011, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2685589519650655, \"feature_set\": \"full\", \"true_positive_rate\": 0.9084249084249084, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27292576419213976, \"feature_set\": \"full\", \"true_positive_rate\": 0.9084249084249084, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27292576419213976, \"feature_set\": \"full\", \"true_positive_rate\": 0.9120879120879121, \"partition\": \"test\"}, {\"false_positive_rate\": 0.28602620087336245, \"feature_set\": \"full\", \"true_positive_rate\": 0.9120879120879121, \"partition\": \"test\"}, {\"false_positive_rate\": 0.28602620087336245, \"feature_set\": \"full\", \"true_positive_rate\": 0.9157509157509157, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3034934497816594, \"feature_set\": \"full\", \"true_positive_rate\": 0.9157509157509157, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3034934497816594, \"feature_set\": \"full\", \"true_positive_rate\": 0.9194139194139194, \"partition\": \"test\"}, {\"false_positive_rate\": 0.32751091703056767, \"feature_set\": \"full\", \"true_positive_rate\": 0.9194139194139194, \"partition\": \"test\"}, {\"false_positive_rate\": 0.32751091703056767, \"feature_set\": \"full\", \"true_positive_rate\": 0.9267399267399268, \"partition\": \"test\"}, {\"false_positive_rate\": 0.33624454148471616, \"feature_set\": \"full\", \"true_positive_rate\": 0.9267399267399268, \"partition\": \"test\"}, {\"false_positive_rate\": 0.33624454148471616, \"feature_set\": \"full\", \"true_positive_rate\": 0.9304029304029304, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3537117903930131, \"feature_set\": \"full\", \"true_positive_rate\": 0.9304029304029304, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3537117903930131, \"feature_set\": \"full\", \"true_positive_rate\": 0.9340659340659341, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3864628820960699, \"feature_set\": \"full\", \"true_positive_rate\": 0.9340659340659341, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3864628820960699, \"feature_set\": \"full\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.39082969432314413, \"feature_set\": \"full\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.39082969432314413, \"feature_set\": \"full\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3930131004366812, \"feature_set\": \"full\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3930131004366812, \"feature_set\": \"full\", \"true_positive_rate\": 0.945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4104803493449782, \"feature_set\": \"full\", \"true_positive_rate\": 0.945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4104803493449782, \"feature_set\": \"full\", \"true_positive_rate\": 0.9487179487179487, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4126637554585153, \"feature_set\": \"full\", \"true_positive_rate\": 0.9487179487179487, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4126637554585153, \"feature_set\": \"full\", \"true_positive_rate\": 0.9523809523809523, \"partition\": \"test\"}, {\"false_positive_rate\": 0.43013100436681223, \"feature_set\": \"full\", \"true_positive_rate\": 0.9523809523809523, \"partition\": \"test\"}, {\"false_positive_rate\": 0.43013100436681223, \"feature_set\": \"full\", \"true_positive_rate\": 0.9560439560439561, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4410480349344978, \"feature_set\": \"full\", \"true_positive_rate\": 0.9560439560439561, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4410480349344978, \"feature_set\": \"full\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.46943231441048033, \"feature_set\": \"full\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.46943231441048033, \"feature_set\": \"full\", \"true_positive_rate\": 0.9633699633699634, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4978165938864629, \"feature_set\": \"full\", \"true_positive_rate\": 0.9633699633699634, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4978165938864629, \"feature_set\": \"full\", \"true_positive_rate\": 0.967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5218340611353712, \"feature_set\": \"full\", \"true_positive_rate\": 0.967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5218340611353712, \"feature_set\": \"full\", \"true_positive_rate\": 0.9706959706959707, \"partition\": \"test\"}, {\"false_positive_rate\": 0.611353711790393, \"feature_set\": \"full\", \"true_positive_rate\": 0.9706959706959707, \"partition\": \"test\"}, {\"false_positive_rate\": 0.611353711790393, \"feature_set\": \"full\", \"true_positive_rate\": 0.9743589743589743, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6812227074235808, \"feature_set\": \"full\", \"true_positive_rate\": 0.9743589743589743, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6812227074235808, \"feature_set\": \"full\", \"true_positive_rate\": 0.9816849816849816, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7292576419213974, \"feature_set\": \"full\", \"true_positive_rate\": 0.9816849816849816, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7292576419213974, \"feature_set\": \"full\", \"true_positive_rate\": 0.9853479853479854, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7729257641921398, \"feature_set\": \"full\", \"true_positive_rate\": 0.9853479853479854, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7729257641921398, \"feature_set\": \"full\", \"true_positive_rate\": 0.989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7794759825327511, \"feature_set\": \"full\", \"true_positive_rate\": 0.989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7794759825327511, \"feature_set\": \"full\", \"true_positive_rate\": 0.9926739926739927, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7903930131004366, \"feature_set\": \"full\", \"true_positive_rate\": 0.9926739926739927, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7903930131004366, \"feature_set\": \"full\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8144104803493449, \"feature_set\": \"full\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8144104803493449, \"feature_set\": \"full\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 1.0, \"feature_set\": \"full\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"full\", \"true_positive_rate\": 0.000432152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"full\", \"true_positive_rate\": 0.003457216940363008, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0002346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.003457216940363008, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0002346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.004753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0004693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.004753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0004693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.010371650821089023, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0007040600797934757, \"feature_set\": \"full\", \"true_positive_rate\": 0.010371650821089023, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0007040600797934757, \"feature_set\": \"full\", \"true_positive_rate\": 0.013396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0009387467730579676, \"feature_set\": \"full\", \"true_positive_rate\": 0.013396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0009387467730579676, \"feature_set\": \"full\", \"true_positive_rate\": 0.01901469317199654, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0011734334663224596, \"feature_set\": \"full\", \"true_positive_rate\": 0.01901469317199654, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0011734334663224596, \"feature_set\": \"full\", \"true_positive_rate\": 0.021607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0014081201595869514, \"feature_set\": \"full\", \"true_positive_rate\": 0.021607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0014081201595869514, \"feature_set\": \"full\", \"true_positive_rate\": 0.027225583405358685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0018774935461159353, \"feature_set\": \"full\", \"true_positive_rate\": 0.027225583405358685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0018774935461159353, \"feature_set\": \"full\", \"true_positive_rate\": 0.029386343993085567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0021121802393804273, \"feature_set\": \"full\", \"true_positive_rate\": 0.029386343993085567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0021121802393804273, \"feature_set\": \"full\", \"true_positive_rate\": 0.035004321521175455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.035004321521175455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.038461538461538464, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"full\", \"true_positive_rate\": 0.038461538461538464, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"full\", \"true_positive_rate\": 0.045375972342264474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"full\", \"true_positive_rate\": 0.045375972342264474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"full\", \"true_positive_rate\": 0.05488331892826275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0030509270124383947, \"feature_set\": \"full\", \"true_positive_rate\": 0.05488331892826275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0030509270124383947, \"feature_set\": \"full\", \"true_positive_rate\": 0.06136560069144339, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0035203003989673787, \"feature_set\": \"full\", \"true_positive_rate\": 0.06136560069144339, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0035203003989673787, \"feature_set\": \"full\", \"true_positive_rate\": 0.07173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0037549870922318706, \"feature_set\": \"full\", \"true_positive_rate\": 0.07173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0037549870922318706, \"feature_set\": \"full\", \"true_positive_rate\": 0.07260155574762317, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"full\", \"true_positive_rate\": 0.07260155574762317, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"full\", \"true_positive_rate\": 0.07821953327571306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"full\", \"true_positive_rate\": 0.07821953327571306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"full\", \"true_positive_rate\": 0.07994814174589455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"full\", \"true_positive_rate\": 0.07994814174589455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"full\", \"true_positive_rate\": 0.08643042350907519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.08643042350907519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.08859118409680207, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00492842055855433, \"feature_set\": \"full\", \"true_positive_rate\": 0.08859118409680207, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00492842055855433, \"feature_set\": \"full\", \"true_positive_rate\": 0.09031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005163107251818822, \"feature_set\": \"full\", \"true_positive_rate\": 0.09031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005163107251818822, \"feature_set\": \"full\", \"true_positive_rate\": 0.09075194468452895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"full\", \"true_positive_rate\": 0.09075194468452895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"full\", \"true_positive_rate\": 0.09161624891961971, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005867167331612298, \"feature_set\": \"full\", \"true_positive_rate\": 0.09161624891961971, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005867167331612298, \"feature_set\": \"full\", \"true_positive_rate\": 0.09420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006101854024876789, \"feature_set\": \"full\", \"true_positive_rate\": 0.09420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006101854024876789, \"feature_set\": \"full\", \"true_positive_rate\": 0.09550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0063365407181412816, \"feature_set\": \"full\", \"true_positive_rate\": 0.09550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0063365407181412816, \"feature_set\": \"full\", \"true_positive_rate\": 0.10198789974070872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006571227411405773, \"feature_set\": \"full\", \"true_positive_rate\": 0.10198789974070872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006571227411405773, \"feature_set\": \"full\", \"true_positive_rate\": 0.10328435609334485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"full\", \"true_positive_rate\": 0.10328435609334485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"full\", \"true_positive_rate\": 0.10760587726879861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0070406007979347575, \"feature_set\": \"full\", \"true_positive_rate\": 0.10760587726879861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0070406007979347575, \"feature_set\": \"full\", \"true_positive_rate\": 0.11019878997407087, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"full\", \"true_positive_rate\": 0.11019878997407087, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"full\", \"true_positive_rate\": 0.111495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"full\", \"true_positive_rate\": 0.111495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"full\", \"true_positive_rate\": 0.11192739844425238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"full\", \"true_positive_rate\": 0.11192739844425238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"full\", \"true_positive_rate\": 0.11538461538461539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"full\", \"true_positive_rate\": 0.11538461538461539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"full\", \"true_positive_rate\": 0.11797752808988764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00844872095752171, \"feature_set\": \"full\", \"true_positive_rate\": 0.11797752808988764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00844872095752171, \"feature_set\": \"full\", \"true_positive_rate\": 0.11927398444252377, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"full\", \"true_positive_rate\": 0.11927398444252377, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"full\", \"true_positive_rate\": 0.12100259291270528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008918094344050692, \"feature_set\": \"full\", \"true_positive_rate\": 0.12100259291270528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008918094344050692, \"feature_set\": \"full\", \"true_positive_rate\": 0.12489196197061365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"full\", \"true_positive_rate\": 0.12489196197061365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"full\", \"true_positive_rate\": 0.13180639585133966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009387467730579677, \"feature_set\": \"full\", \"true_positive_rate\": 0.13180639585133966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009387467730579677, \"feature_set\": \"full\", \"true_positive_rate\": 0.13569576490924806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009622154423844167, \"feature_set\": \"full\", \"true_positive_rate\": 0.13569576490924806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009622154423844167, \"feature_set\": \"full\", \"true_positive_rate\": 0.13612791702679344, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010326214503637644, \"feature_set\": \"full\", \"true_positive_rate\": 0.13612791702679344, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010326214503637644, \"feature_set\": \"full\", \"true_positive_rate\": 0.13699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"full\", \"true_positive_rate\": 0.13699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"full\", \"true_positive_rate\": 0.1404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011030274583431119, \"feature_set\": \"full\", \"true_positive_rate\": 0.1404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011030274583431119, \"feature_set\": \"full\", \"true_positive_rate\": 0.1495246326707001, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011264961276695611, \"feature_set\": \"full\", \"true_positive_rate\": 0.1495246326707001, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011264961276695611, \"feature_set\": \"full\", \"true_positive_rate\": 0.15341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011499647969960104, \"feature_set\": \"full\", \"true_positive_rate\": 0.15341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011499647969960104, \"feature_set\": \"full\", \"true_positive_rate\": 0.1547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011734334663224596, \"feature_set\": \"full\", \"true_positive_rate\": 0.1547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011734334663224596, \"feature_set\": \"full\", \"true_positive_rate\": 0.15730337078651685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011969021356489086, \"feature_set\": \"full\", \"true_positive_rate\": 0.15730337078651685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011969021356489086, \"feature_set\": \"full\", \"true_positive_rate\": 0.15903197925669835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012438394743018071, \"feature_set\": \"full\", \"true_positive_rate\": 0.15903197925669835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012438394743018071, \"feature_set\": \"full\", \"true_positive_rate\": 0.162057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012673081436282563, \"feature_set\": \"full\", \"true_positive_rate\": 0.162057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012673081436282563, \"feature_set\": \"full\", \"true_positive_rate\": 0.16637856525496975, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012907768129547055, \"feature_set\": \"full\", \"true_positive_rate\": 0.16637856525496975, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012907768129547055, \"feature_set\": \"full\", \"true_positive_rate\": 0.1672428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013142454822811546, \"feature_set\": \"full\", \"true_positive_rate\": 0.1672428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013142454822811546, \"feature_set\": \"full\", \"true_positive_rate\": 0.1676750216076059, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"full\", \"true_positive_rate\": 0.1676750216076059, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"full\", \"true_positive_rate\": 0.168971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01361182820934053, \"feature_set\": \"full\", \"true_positive_rate\": 0.168971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01361182820934053, \"feature_set\": \"full\", \"true_positive_rate\": 0.16983578219533277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013846514902605023, \"feature_set\": \"full\", \"true_positive_rate\": 0.16983578219533277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013846514902605023, \"feature_set\": \"full\", \"true_positive_rate\": 0.17415730337078653, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"full\", \"true_positive_rate\": 0.17415730337078653, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"full\", \"true_positive_rate\": 0.17675021607605879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014550574982398498, \"feature_set\": \"full\", \"true_positive_rate\": 0.17675021607605879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014550574982398498, \"feature_set\": \"full\", \"true_positive_rate\": 0.17761452031114952, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015019948368927482, \"feature_set\": \"full\", \"true_positive_rate\": 0.17761452031114952, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015019948368927482, \"feature_set\": \"full\", \"true_positive_rate\": 0.17847882454624028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"full\", \"true_positive_rate\": 0.17847882454624028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"full\", \"true_positive_rate\": 0.18236819360414866, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015489321755456465, \"feature_set\": \"full\", \"true_positive_rate\": 0.18236819360414866, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015489321755456465, \"feature_set\": \"full\", \"true_positive_rate\": 0.18496110630942092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"full\", \"true_positive_rate\": 0.18496110630942092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"full\", \"true_positive_rate\": 0.1871218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01595869514198545, \"feature_set\": \"full\", \"true_positive_rate\": 0.1871218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01595869514198545, \"feature_set\": \"full\", \"true_positive_rate\": 0.18755401901469318, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016193381835249942, \"feature_set\": \"full\", \"true_positive_rate\": 0.18755401901469318, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016193381835249942, \"feature_set\": \"full\", \"true_positive_rate\": 0.19014693171996544, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016662755221778926, \"feature_set\": \"full\", \"true_positive_rate\": 0.19014693171996544, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016662755221778926, \"feature_set\": \"full\", \"true_positive_rate\": 0.19403630077787382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"full\", \"true_positive_rate\": 0.19403630077787382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"full\", \"true_positive_rate\": 0.20051858254105445, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"full\", \"true_positive_rate\": 0.20051858254105445, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"full\", \"true_positive_rate\": 0.20224719101123595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0173668153015724, \"feature_set\": \"full\", \"true_positive_rate\": 0.20224719101123595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0173668153015724, \"feature_set\": \"full\", \"true_positive_rate\": 0.2070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017601501994836892, \"feature_set\": \"full\", \"true_positive_rate\": 0.2070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017601501994836892, \"feature_set\": \"full\", \"true_positive_rate\": 0.2156439066551426, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"full\", \"true_positive_rate\": 0.2156439066551426, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"full\", \"true_positive_rate\": 0.2173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018070875381365877, \"feature_set\": \"full\", \"true_positive_rate\": 0.2173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018070875381365877, \"feature_set\": \"full\", \"true_positive_rate\": 0.21996542783059636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01830556207463037, \"feature_set\": \"full\", \"true_positive_rate\": 0.21996542783059636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01830556207463037, \"feature_set\": \"full\", \"true_positive_rate\": 0.22860847018150388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01854024876789486, \"feature_set\": \"full\", \"true_positive_rate\": 0.22860847018150388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01854024876789486, \"feature_set\": \"full\", \"true_positive_rate\": 0.2355229040622299, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018774935461159353, \"feature_set\": \"full\", \"true_positive_rate\": 0.2355229040622299, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018774935461159353, \"feature_set\": \"full\", \"true_positive_rate\": 0.23898012100259292, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019009622154423846, \"feature_set\": \"full\", \"true_positive_rate\": 0.23898012100259292, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019009622154423846, \"feature_set\": \"full\", \"true_positive_rate\": 0.2394122731201383, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019244308847688334, \"feature_set\": \"full\", \"true_positive_rate\": 0.2394122731201383, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019244308847688334, \"feature_set\": \"full\", \"true_positive_rate\": 0.24762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019478995540952827, \"feature_set\": \"full\", \"true_positive_rate\": 0.24762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019478995540952827, \"feature_set\": \"full\", \"true_positive_rate\": 0.24935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01971368223421732, \"feature_set\": \"full\", \"true_positive_rate\": 0.24935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01971368223421732, \"feature_set\": \"full\", \"true_positive_rate\": 0.25021607605877266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01994836892748181, \"feature_set\": \"full\", \"true_positive_rate\": 0.25021607605877266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01994836892748181, \"feature_set\": \"full\", \"true_positive_rate\": 0.2566983578219533, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"full\", \"true_positive_rate\": 0.2566983578219533, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"full\", \"true_positive_rate\": 0.26231633535004323, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020652429007275288, \"feature_set\": \"full\", \"true_positive_rate\": 0.26231633535004323, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020652429007275288, \"feature_set\": \"full\", \"true_positive_rate\": 0.2636127917026793, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02088711570053978, \"feature_set\": \"full\", \"true_positive_rate\": 0.2636127917026793, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02088711570053978, \"feature_set\": \"full\", \"true_positive_rate\": 0.266637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021121802393804272, \"feature_set\": \"full\", \"true_positive_rate\": 0.266637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021121802393804272, \"feature_set\": \"full\", \"true_positive_rate\": 0.26836646499567846, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021356489087068765, \"feature_set\": \"full\", \"true_positive_rate\": 0.26836646499567846, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021356489087068765, \"feature_set\": \"full\", \"true_positive_rate\": 0.2692307692307692, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"full\", \"true_positive_rate\": 0.2692307692307692, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"full\", \"true_positive_rate\": 0.2696629213483146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021825862473597746, \"feature_set\": \"full\", \"true_positive_rate\": 0.2696629213483146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021825862473597746, \"feature_set\": \"full\", \"true_positive_rate\": 0.2726879861711322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022060549166862238, \"feature_set\": \"full\", \"true_positive_rate\": 0.2726879861711322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022060549166862238, \"feature_set\": \"full\", \"true_positive_rate\": 0.27441659464131374, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02229523586012673, \"feature_set\": \"full\", \"true_positive_rate\": 0.27441659464131374, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02229523586012673, \"feature_set\": \"full\", \"true_positive_rate\": 0.28651685393258425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022529922553391223, \"feature_set\": \"full\", \"true_positive_rate\": 0.28651685393258425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022529922553391223, \"feature_set\": \"full\", \"true_positive_rate\": 0.28694900605012963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022764609246655715, \"feature_set\": \"full\", \"true_positive_rate\": 0.28694900605012963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022764609246655715, \"feature_set\": \"full\", \"true_positive_rate\": 0.2878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"full\", \"true_positive_rate\": 0.2878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"full\", \"true_positive_rate\": 0.29256698357821953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.29256698357821953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.29472774416594644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023938042712978173, \"feature_set\": \"full\", \"true_positive_rate\": 0.29472774416594644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023938042712978173, \"feature_set\": \"full\", \"true_positive_rate\": 0.2968885047536733, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024172729406242665, \"feature_set\": \"full\", \"true_positive_rate\": 0.2968885047536733, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024172729406242665, \"feature_set\": \"full\", \"true_positive_rate\": 0.29732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"full\", \"true_positive_rate\": 0.29732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"full\", \"true_positive_rate\": 0.2986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02464210279277165, \"feature_set\": \"full\", \"true_positive_rate\": 0.2986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02464210279277165, \"feature_set\": \"full\", \"true_positive_rate\": 0.3020743301642178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024876789486036142, \"feature_set\": \"full\", \"true_positive_rate\": 0.3020743301642178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024876789486036142, \"feature_set\": \"full\", \"true_positive_rate\": 0.3050993949870354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"full\", \"true_positive_rate\": 0.3050993949870354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"full\", \"true_positive_rate\": 0.3055315471045808, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025346162872565126, \"feature_set\": \"full\", \"true_positive_rate\": 0.3055315471045808, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025346162872565126, \"feature_set\": \"full\", \"true_positive_rate\": 0.30726015557476233, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02558084956582962, \"feature_set\": \"full\", \"true_positive_rate\": 0.30726015557476233, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02558084956582962, \"feature_set\": \"full\", \"true_positive_rate\": 0.31028522039757994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0260502229523586, \"feature_set\": \"full\", \"true_positive_rate\": 0.31028522039757994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0260502229523586, \"feature_set\": \"full\", \"true_positive_rate\": 0.3107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026284909645623092, \"feature_set\": \"full\", \"true_positive_rate\": 0.3107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026284909645623092, \"feature_set\": \"full\", \"true_positive_rate\": 0.31374243733794294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026519596338887584, \"feature_set\": \"full\", \"true_positive_rate\": 0.31374243733794294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026519596338887584, \"feature_set\": \"full\", \"true_positive_rate\": 0.3167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"full\", \"true_positive_rate\": 0.3167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"full\", \"true_positive_rate\": 0.3180639585133967, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02698896972541657, \"feature_set\": \"full\", \"true_positive_rate\": 0.3180639585133967, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02698896972541657, \"feature_set\": \"full\", \"true_positive_rate\": 0.31936041486603284, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"full\", \"true_positive_rate\": 0.31936041486603284, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"full\", \"true_positive_rate\": 0.324114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027458343111945553, \"feature_set\": \"full\", \"true_positive_rate\": 0.324114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027458343111945553, \"feature_set\": \"full\", \"true_positive_rate\": 0.3254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027693029805210045, \"feature_set\": \"full\", \"true_positive_rate\": 0.3254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027693029805210045, \"feature_set\": \"full\", \"true_positive_rate\": 0.3297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027927716498474538, \"feature_set\": \"full\", \"true_positive_rate\": 0.3297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027927716498474538, \"feature_set\": \"full\", \"true_positive_rate\": 0.33189282627484873, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02839708988500352, \"feature_set\": \"full\", \"true_positive_rate\": 0.33189282627484873, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02839708988500352, \"feature_set\": \"full\", \"true_positive_rate\": 0.33362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02863177657826801, \"feature_set\": \"full\", \"true_positive_rate\": 0.33362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02863177657826801, \"feature_set\": \"full\", \"true_positive_rate\": 0.3349178910976664, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"full\", \"true_positive_rate\": 0.3349178910976664, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"full\", \"true_positive_rate\": 0.33664649956784787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"full\", \"true_positive_rate\": 0.33664649956784787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"full\", \"true_positive_rate\": 0.341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029805210044590472, \"feature_set\": \"full\", \"true_positive_rate\": 0.341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029805210044590472, \"feature_set\": \"full\", \"true_positive_rate\": 0.3435609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030039896737854965, \"feature_set\": \"full\", \"true_positive_rate\": 0.3435609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030039896737854965, \"feature_set\": \"full\", \"true_positive_rate\": 0.3452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030274583431119457, \"feature_set\": \"full\", \"true_positive_rate\": 0.3452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030274583431119457, \"feature_set\": \"full\", \"true_positive_rate\": 0.34831460674157305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03050927012438395, \"feature_set\": \"full\", \"true_positive_rate\": 0.34831460674157305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03050927012438395, \"feature_set\": \"full\", \"true_positive_rate\": 0.35177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031213330204177422, \"feature_set\": \"full\", \"true_positive_rate\": 0.35177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031213330204177422, \"feature_set\": \"full\", \"true_positive_rate\": 0.35220397579948143, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03168270359070641, \"feature_set\": \"full\", \"true_positive_rate\": 0.35220397579948143, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03168270359070641, \"feature_set\": \"full\", \"true_positive_rate\": 0.3530682800345722, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0319173902839709, \"feature_set\": \"full\", \"true_positive_rate\": 0.3530682800345722, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0319173902839709, \"feature_set\": \"full\", \"true_positive_rate\": 0.3556611927398444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03215207697723539, \"feature_set\": \"full\", \"true_positive_rate\": 0.3556611927398444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03215207697723539, \"feature_set\": \"full\", \"true_positive_rate\": 0.3560933448573898, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032386763670499884, \"feature_set\": \"full\", \"true_positive_rate\": 0.3560933448573898, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032386763670499884, \"feature_set\": \"full\", \"true_positive_rate\": 0.35695764909248057, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03309082375029336, \"feature_set\": \"full\", \"true_positive_rate\": 0.35695764909248057, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03309082375029336, \"feature_set\": \"full\", \"true_positive_rate\": 0.3599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03332551044355785, \"feature_set\": \"full\", \"true_positive_rate\": 0.3599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03332551044355785, \"feature_set\": \"full\", \"true_positive_rate\": 0.36084701815038894, \"partition\": \"train\"}, {\"false_positive_rate\": 0.033560197136822345, \"feature_set\": \"full\", \"true_positive_rate\": 0.36084701815038894, \"partition\": \"train\"}, {\"false_positive_rate\": 0.033560197136822345, \"feature_set\": \"full\", \"true_positive_rate\": 0.3617113223854797, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03379488383008684, \"feature_set\": \"full\", \"true_positive_rate\": 0.3617113223854797, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03379488383008684, \"feature_set\": \"full\", \"true_positive_rate\": 0.36257562662057047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.034264257216615815, \"feature_set\": \"full\", \"true_positive_rate\": 0.36257562662057047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.034264257216615815, \"feature_set\": \"full\", \"true_positive_rate\": 0.3630077787381158, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03449894390988031, \"feature_set\": \"full\", \"true_positive_rate\": 0.3630077787381158, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03449894390988031, \"feature_set\": \"full\", \"true_positive_rate\": 0.3647363872082973, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0347336306031448, \"feature_set\": \"full\", \"true_positive_rate\": 0.3647363872082973, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0347336306031448, \"feature_set\": \"full\", \"true_positive_rate\": 0.36646499567847884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"full\", \"true_positive_rate\": 0.36646499567847884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"full\", \"true_positive_rate\": 0.36732929991356955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035437690682938276, \"feature_set\": \"full\", \"true_positive_rate\": 0.36732929991356955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035437690682938276, \"feature_set\": \"full\", \"true_positive_rate\": 0.36776145203111493, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"full\", \"true_positive_rate\": 0.36776145203111493, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"full\", \"true_positive_rate\": 0.3707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"full\", \"true_positive_rate\": 0.3707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"full\", \"true_positive_rate\": 0.371218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03614175076273175, \"feature_set\": \"full\", \"true_positive_rate\": 0.371218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03614175076273175, \"feature_set\": \"full\", \"true_positive_rate\": 0.37251512532411407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03684581084252523, \"feature_set\": \"full\", \"true_positive_rate\": 0.37251512532411407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03684581084252523, \"feature_set\": \"full\", \"true_positive_rate\": 0.3738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"full\", \"true_positive_rate\": 0.3738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"full\", \"true_positive_rate\": 0.37856525496974935, \"partition\": \"train\"}, {\"false_positive_rate\": 0.037315184229054214, \"feature_set\": \"full\", \"true_positive_rate\": 0.37856525496974935, \"partition\": \"train\"}, {\"false_positive_rate\": 0.037315184229054214, \"feature_set\": \"full\", \"true_positive_rate\": 0.3794295592048401, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03754987092231871, \"feature_set\": \"full\", \"true_positive_rate\": 0.3794295592048401, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03754987092231871, \"feature_set\": \"full\", \"true_positive_rate\": 0.3811581676750216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03801924430884769, \"feature_set\": \"full\", \"true_positive_rate\": 0.3811581676750216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03801924430884769, \"feature_set\": \"full\", \"true_positive_rate\": 0.38245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03825393100211218, \"feature_set\": \"full\", \"true_positive_rate\": 0.38245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03825393100211218, \"feature_set\": \"full\", \"true_positive_rate\": 0.38504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"full\", \"true_positive_rate\": 0.38504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"full\", \"true_positive_rate\": 0.3867761452031115, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03895799108190565, \"feature_set\": \"full\", \"true_positive_rate\": 0.3867761452031115, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03895799108190565, \"feature_set\": \"full\", \"true_positive_rate\": 0.38807260155574763, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03989673785496362, \"feature_set\": \"full\", \"true_positive_rate\": 0.38807260155574763, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03989673785496362, \"feature_set\": \"full\", \"true_positive_rate\": 0.388504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0406007979347571, \"feature_set\": \"full\", \"true_positive_rate\": 0.388504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0406007979347571, \"feature_set\": \"full\", \"true_positive_rate\": 0.3915298184961106, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04083548462802159, \"feature_set\": \"full\", \"true_positive_rate\": 0.3915298184961106, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04083548462802159, \"feature_set\": \"full\", \"true_positive_rate\": 0.3923941227312014, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041070171321286084, \"feature_set\": \"full\", \"true_positive_rate\": 0.3923941227312014, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041070171321286084, \"feature_set\": \"full\", \"true_positive_rate\": 0.39325842696629215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041304858014550576, \"feature_set\": \"full\", \"true_positive_rate\": 0.39325842696629215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041304858014550576, \"feature_set\": \"full\", \"true_positive_rate\": 0.39455488331892824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04200891809434405, \"feature_set\": \"full\", \"true_positive_rate\": 0.39455488331892824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04200891809434405, \"feature_set\": \"full\", \"true_positive_rate\": 0.3949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.042243604787608545, \"feature_set\": \"full\", \"true_positive_rate\": 0.3949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.042243604787608545, \"feature_set\": \"full\", \"true_positive_rate\": 0.3958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04271297817413753, \"feature_set\": \"full\", \"true_positive_rate\": 0.3958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04271297817413753, \"feature_set\": \"full\", \"true_positive_rate\": 0.39628349178910977, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04294766486740202, \"feature_set\": \"full\", \"true_positive_rate\": 0.39628349178910977, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04294766486740202, \"feature_set\": \"full\", \"true_positive_rate\": 0.39714779602420053, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043417038253931, \"feature_set\": \"full\", \"true_positive_rate\": 0.39714779602420053, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043417038253931, \"feature_set\": \"full\", \"true_positive_rate\": 0.3993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04365172494719549, \"feature_set\": \"full\", \"true_positive_rate\": 0.3993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04365172494719549, \"feature_set\": \"full\", \"true_positive_rate\": 0.4006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.044121098333724476, \"feature_set\": \"full\", \"true_positive_rate\": 0.4006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.044121098333724476, \"feature_set\": \"full\", \"true_positive_rate\": 0.4010371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04435578502698897, \"feature_set\": \"full\", \"true_positive_rate\": 0.4010371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04435578502698897, \"feature_set\": \"full\", \"true_positive_rate\": 0.40190146931719967, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04459047172025346, \"feature_set\": \"full\", \"true_positive_rate\": 0.40190146931719967, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04459047172025346, \"feature_set\": \"full\", \"true_positive_rate\": 0.40233362143474505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04482515841351795, \"feature_set\": \"full\", \"true_positive_rate\": 0.40233362143474505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04482515841351795, \"feature_set\": \"full\", \"true_positive_rate\": 0.40276577355229043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045059845106782445, \"feature_set\": \"full\", \"true_positive_rate\": 0.40276577355229043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045059845106782445, \"feature_set\": \"full\", \"true_positive_rate\": 0.40319792566983575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04529453180004694, \"feature_set\": \"full\", \"true_positive_rate\": 0.40319792566983575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04529453180004694, \"feature_set\": \"full\", \"true_positive_rate\": 0.4049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04552921849331143, \"feature_set\": \"full\", \"true_positive_rate\": 0.4049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04552921849331143, \"feature_set\": \"full\", \"true_positive_rate\": 0.4062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04576390518657592, \"feature_set\": \"full\", \"true_positive_rate\": 0.4062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04576390518657592, \"feature_set\": \"full\", \"true_positive_rate\": 0.41140881590319794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045998591879840414, \"feature_set\": \"full\", \"true_positive_rate\": 0.41140881590319794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045998591879840414, \"feature_set\": \"full\", \"true_positive_rate\": 0.41486603284356094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"full\", \"true_positive_rate\": 0.41486603284356094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"full\", \"true_positive_rate\": 0.4152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0464679652663694, \"feature_set\": \"full\", \"true_positive_rate\": 0.4152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0464679652663694, \"feature_set\": \"full\", \"true_positive_rate\": 0.4161624891961971, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04670265195963389, \"feature_set\": \"full\", \"true_positive_rate\": 0.4161624891961971, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04670265195963389, \"feature_set\": \"full\", \"true_positive_rate\": 0.4187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.4187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.42048401037165084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"full\", \"true_positive_rate\": 0.42048401037165084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"full\", \"true_positive_rate\": 0.4209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"full\", \"true_positive_rate\": 0.4209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"full\", \"true_positive_rate\": 0.42912705272255836, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04764139873269185, \"feature_set\": \"full\", \"true_positive_rate\": 0.42912705272255836, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04764139873269185, \"feature_set\": \"full\", \"true_positive_rate\": 0.4299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047876085425956345, \"feature_set\": \"full\", \"true_positive_rate\": 0.4299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047876085425956345, \"feature_set\": \"full\", \"true_positive_rate\": 0.43215211754537597, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04811077211922084, \"feature_set\": \"full\", \"true_positive_rate\": 0.43215211754537597, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04811077211922084, \"feature_set\": \"full\", \"true_positive_rate\": 0.43301642178046673, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04834545881248533, \"feature_set\": \"full\", \"true_positive_rate\": 0.43301642178046673, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04834545881248533, \"feature_set\": \"full\", \"true_positive_rate\": 0.4351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04858014550574982, \"feature_set\": \"full\", \"true_positive_rate\": 0.4351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04858014550574982, \"feature_set\": \"full\", \"true_positive_rate\": 0.43604148660328435, \"partition\": \"train\"}, {\"false_positive_rate\": 0.048814832199014314, \"feature_set\": \"full\", \"true_positive_rate\": 0.43604148660328435, \"partition\": \"train\"}, {\"false_positive_rate\": 0.048814832199014314, \"feature_set\": \"full\", \"true_positive_rate\": 0.43777009507346587, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0492842055855433, \"feature_set\": \"full\", \"true_positive_rate\": 0.43777009507346587, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0492842055855433, \"feature_set\": \"full\", \"true_positive_rate\": 0.43949870354364734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049988265665336776, \"feature_set\": \"full\", \"true_positive_rate\": 0.43949870354364734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049988265665336776, \"feature_set\": \"full\", \"true_positive_rate\": 0.44122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05045763905186576, \"feature_set\": \"full\", \"true_positive_rate\": 0.44122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05045763905186576, \"feature_set\": \"full\", \"true_positive_rate\": 0.4429559204840104, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05069232574513025, \"feature_set\": \"full\", \"true_positive_rate\": 0.4429559204840104, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05069232574513025, \"feature_set\": \"full\", \"true_positive_rate\": 0.4442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.050927012438394745, \"feature_set\": \"full\", \"true_positive_rate\": 0.4442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.050927012438394745, \"feature_set\": \"full\", \"true_positive_rate\": 0.445980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05116169913165924, \"feature_set\": \"full\", \"true_positive_rate\": 0.445980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05116169913165924, \"feature_set\": \"full\", \"true_positive_rate\": 0.4490060501296456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05139638582492373, \"feature_set\": \"full\", \"true_positive_rate\": 0.4490060501296456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05139638582492373, \"feature_set\": \"full\", \"true_positive_rate\": 0.45030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05163107251818822, \"feature_set\": \"full\", \"true_positive_rate\": 0.45030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05163107251818822, \"feature_set\": \"full\", \"true_positive_rate\": 0.452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0521004459047172, \"feature_set\": \"full\", \"true_positive_rate\": 0.452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0521004459047172, \"feature_set\": \"full\", \"true_positive_rate\": 0.45375972342264476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052569819291246184, \"feature_set\": \"full\", \"true_positive_rate\": 0.45375972342264476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052569819291246184, \"feature_set\": \"full\", \"true_positive_rate\": 0.45419187554019014, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052804505984510676, \"feature_set\": \"full\", \"true_positive_rate\": 0.45419187554019014, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052804505984510676, \"feature_set\": \"full\", \"true_positive_rate\": 0.45721694036300775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05303919267777517, \"feature_set\": \"full\", \"true_positive_rate\": 0.45721694036300775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05303919267777517, \"feature_set\": \"full\", \"true_positive_rate\": 0.4585133967156439, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05350856606430415, \"feature_set\": \"full\", \"true_positive_rate\": 0.4585133967156439, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05350856606430415, \"feature_set\": \"full\", \"true_positive_rate\": 0.45937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.053743252757568645, \"feature_set\": \"full\", \"true_positive_rate\": 0.45937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.053743252757568645, \"feature_set\": \"full\", \"true_positive_rate\": 0.45980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"full\", \"true_positive_rate\": 0.45980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"full\", \"true_positive_rate\": 0.4606741573033708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05562074630368458, \"feature_set\": \"full\", \"true_positive_rate\": 0.4606741573033708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05562074630368458, \"feature_set\": \"full\", \"true_positive_rate\": 0.4636992221261884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.055855432996949075, \"feature_set\": \"full\", \"true_positive_rate\": 0.4636992221261884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.055855432996949075, \"feature_set\": \"full\", \"true_positive_rate\": 0.4645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"full\", \"true_positive_rate\": 0.4645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"full\", \"true_positive_rate\": 0.46542783059636994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05632480638347806, \"feature_set\": \"full\", \"true_positive_rate\": 0.46542783059636994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05632480638347806, \"feature_set\": \"full\", \"true_positive_rate\": 0.4671564390665514, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05679417977000704, \"feature_set\": \"full\", \"true_positive_rate\": 0.4671564390665514, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05679417977000704, \"feature_set\": \"full\", \"true_positive_rate\": 0.4697493517718237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05702886646327153, \"feature_set\": \"full\", \"true_positive_rate\": 0.4697493517718237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05702886646327153, \"feature_set\": \"full\", \"true_positive_rate\": 0.4701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05726355315653602, \"feature_set\": \"full\", \"true_positive_rate\": 0.4701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05726355315653602, \"feature_set\": \"full\", \"true_positive_rate\": 0.47061365600691446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.057498239849800514, \"feature_set\": \"full\", \"true_positive_rate\": 0.47061365600691446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.057498239849800514, \"feature_set\": \"full\", \"true_positive_rate\": 0.4710458081244598, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05773292654306501, \"feature_set\": \"full\", \"true_positive_rate\": 0.4710458081244598, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05773292654306501, \"feature_set\": \"full\", \"true_positive_rate\": 0.4736387208297321, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05820229992959399, \"feature_set\": \"full\", \"true_positive_rate\": 0.4736387208297321, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05820229992959399, \"feature_set\": \"full\", \"true_positive_rate\": 0.4749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05843698662285848, \"feature_set\": \"full\", \"true_positive_rate\": 0.4749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05843698662285848, \"feature_set\": \"full\", \"true_positive_rate\": 0.47752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05890636000938747, \"feature_set\": \"full\", \"true_positive_rate\": 0.47752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05890636000938747, \"feature_set\": \"full\", \"true_positive_rate\": 0.48055315471045806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"full\", \"true_positive_rate\": 0.48055315471045806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"full\", \"true_positive_rate\": 0.4818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05937573339591645, \"feature_set\": \"full\", \"true_positive_rate\": 0.4818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05937573339591645, \"feature_set\": \"full\", \"true_positive_rate\": 0.4822817631806396, \"partition\": \"train\"}, {\"false_positive_rate\": 0.059610420089180945, \"feature_set\": \"full\", \"true_positive_rate\": 0.4822817631806396, \"partition\": \"train\"}, {\"false_positive_rate\": 0.059610420089180945, \"feature_set\": \"full\", \"true_positive_rate\": 0.48271391529818497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"full\", \"true_positive_rate\": 0.48271391529818497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"full\", \"true_positive_rate\": 0.48314606741573035, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"full\", \"true_positive_rate\": 0.48314606741573035, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"full\", \"true_positive_rate\": 0.4848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0610185402487679, \"feature_set\": \"full\", \"true_positive_rate\": 0.4848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0610185402487679, \"feature_set\": \"full\", \"true_positive_rate\": 0.48660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061253226942032384, \"feature_set\": \"full\", \"true_positive_rate\": 0.48660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061253226942032384, \"feature_set\": \"full\", \"true_positive_rate\": 0.4878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06195728702182586, \"feature_set\": \"full\", \"true_positive_rate\": 0.4878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06195728702182586, \"feature_set\": \"full\", \"true_positive_rate\": 0.48962834917891096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06219197371509035, \"feature_set\": \"full\", \"true_positive_rate\": 0.48962834917891096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06219197371509035, \"feature_set\": \"full\", \"true_positive_rate\": 0.4939498703543647, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"full\", \"true_positive_rate\": 0.4939498703543647, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"full\", \"true_positive_rate\": 0.496542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06289603379488383, \"feature_set\": \"full\", \"true_positive_rate\": 0.496542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06289603379488383, \"feature_set\": \"full\", \"true_positive_rate\": 0.4969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"full\", \"true_positive_rate\": 0.4969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"full\", \"true_positive_rate\": 0.4995678478824546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0636000938746773, \"feature_set\": \"full\", \"true_positive_rate\": 0.4995678478824546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0636000938746773, \"feature_set\": \"full\", \"true_positive_rate\": 0.5, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0638347805679418, \"feature_set\": \"full\", \"true_positive_rate\": 0.5, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0638347805679418, \"feature_set\": \"full\", \"true_positive_rate\": 0.5030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06406946726120628, \"feature_set\": \"full\", \"true_positive_rate\": 0.5030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06406946726120628, \"feature_set\": \"full\", \"true_positive_rate\": 0.503457216940363, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"full\", \"true_positive_rate\": 0.503457216940363, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"full\", \"true_positive_rate\": 0.5038893690579084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06453884064773527, \"feature_set\": \"full\", \"true_positive_rate\": 0.5038893690579084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06453884064773527, \"feature_set\": \"full\", \"true_positive_rate\": 0.5043215211754538, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06477352734099977, \"feature_set\": \"full\", \"true_positive_rate\": 0.5043215211754538, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06477352734099977, \"feature_set\": \"full\", \"true_positive_rate\": 0.506914433880726, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06524290072752875, \"feature_set\": \"full\", \"true_positive_rate\": 0.506914433880726, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06524290072752875, \"feature_set\": \"full\", \"true_positive_rate\": 0.5116681071737251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"full\", \"true_positive_rate\": 0.5116681071737251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"full\", \"true_positive_rate\": 0.5121002592912706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06571227411405774, \"feature_set\": \"full\", \"true_positive_rate\": 0.5121002592912706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06571227411405774, \"feature_set\": \"full\", \"true_positive_rate\": 0.5125324114088159, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06594696080732222, \"feature_set\": \"full\", \"true_positive_rate\": 0.5125324114088159, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06594696080732222, \"feature_set\": \"full\", \"true_positive_rate\": 0.5129645635263613, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06618164750058672, \"feature_set\": \"full\", \"true_positive_rate\": 0.5129645635263613, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06618164750058672, \"feature_set\": \"full\", \"true_positive_rate\": 0.5142610198789974, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0666510208871157, \"feature_set\": \"full\", \"true_positive_rate\": 0.5142610198789974, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0666510208871157, \"feature_set\": \"full\", \"true_positive_rate\": 0.5151253241140882, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06688570758038019, \"feature_set\": \"full\", \"true_positive_rate\": 0.5151253241140882, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06688570758038019, \"feature_set\": \"full\", \"true_positive_rate\": 0.5164217804667243, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06712039427364469, \"feature_set\": \"full\", \"true_positive_rate\": 0.5164217804667243, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06712039427364469, \"feature_set\": \"full\", \"true_positive_rate\": 0.5168539325842697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06735508096690918, \"feature_set\": \"full\", \"true_positive_rate\": 0.5168539325842697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06735508096690918, \"feature_set\": \"full\", \"true_positive_rate\": 0.5177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06805914104670265, \"feature_set\": \"full\", \"true_positive_rate\": 0.5177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06805914104670265, \"feature_set\": \"full\", \"true_positive_rate\": 0.5220397579948142, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06852851443323163, \"feature_set\": \"full\", \"true_positive_rate\": 0.5220397579948142, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06852851443323163, \"feature_set\": \"full\", \"true_positive_rate\": 0.5233362143474503, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06899788781976061, \"feature_set\": \"full\", \"true_positive_rate\": 0.5233362143474503, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06899788781976061, \"feature_set\": \"full\", \"true_positive_rate\": 0.524200518582541, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0694672612062896, \"feature_set\": \"full\", \"true_positive_rate\": 0.524200518582541, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0694672612062896, \"feature_set\": \"full\", \"true_positive_rate\": 0.5259291270527225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06993663459281858, \"feature_set\": \"full\", \"true_positive_rate\": 0.5259291270527225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06993663459281858, \"feature_set\": \"full\", \"true_positive_rate\": 0.5267934312878133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07017132128608308, \"feature_set\": \"full\", \"true_positive_rate\": 0.5267934312878133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07017132128608308, \"feature_set\": \"full\", \"true_positive_rate\": 0.5272255834053586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07087538136587655, \"feature_set\": \"full\", \"true_positive_rate\": 0.5272255834053586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07087538136587655, \"feature_set\": \"full\", \"true_positive_rate\": 0.5306828003457217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07204881483219902, \"feature_set\": \"full\", \"true_positive_rate\": 0.5306828003457217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07204881483219902, \"feature_set\": \"full\", \"true_positive_rate\": 0.5311149524632671, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0722835015254635, \"feature_set\": \"full\", \"true_positive_rate\": 0.5311149524632671, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0722835015254635, \"feature_set\": \"full\", \"true_positive_rate\": 0.5328435609334485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07251818821872799, \"feature_set\": \"full\", \"true_positive_rate\": 0.5328435609334485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07251818821872799, \"feature_set\": \"full\", \"true_positive_rate\": 0.5345721694036301, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07275287491199249, \"feature_set\": \"full\", \"true_positive_rate\": 0.5345721694036301, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07275287491199249, \"feature_set\": \"full\", \"true_positive_rate\": 0.5363007778738116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07369162168505046, \"feature_set\": \"full\", \"true_positive_rate\": 0.5363007778738116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07369162168505046, \"feature_set\": \"full\", \"true_positive_rate\": 0.5375972342264477, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07392630837831494, \"feature_set\": \"full\", \"true_positive_rate\": 0.5375972342264477, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07392630837831494, \"feature_set\": \"full\", \"true_positive_rate\": 0.5380293863439931, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07416099507157944, \"feature_set\": \"full\", \"true_positive_rate\": 0.5380293863439931, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07416099507157944, \"feature_set\": \"full\", \"true_positive_rate\": 0.5388936905790839, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07463036845810843, \"feature_set\": \"full\", \"true_positive_rate\": 0.5388936905790839, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07463036845810843, \"feature_set\": \"full\", \"true_positive_rate\": 0.5397579948141746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0755691152311664, \"feature_set\": \"full\", \"true_positive_rate\": 0.5397579948141746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0755691152311664, \"feature_set\": \"full\", \"true_positive_rate\": 0.5440795159896283, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07603848861769538, \"feature_set\": \"full\", \"true_positive_rate\": 0.5440795159896283, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07603848861769538, \"feature_set\": \"full\", \"true_positive_rate\": 0.5449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07627317531095987, \"feature_set\": \"full\", \"true_positive_rate\": 0.5449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07627317531095987, \"feature_set\": \"full\", \"true_positive_rate\": 0.5458081244598099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"full\", \"true_positive_rate\": 0.5458081244598099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"full\", \"true_positive_rate\": 0.5466724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07674254869748885, \"feature_set\": \"full\", \"true_positive_rate\": 0.5466724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07674254869748885, \"feature_set\": \"full\", \"true_positive_rate\": 0.547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07744660877728232, \"feature_set\": \"full\", \"true_positive_rate\": 0.547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07744660877728232, \"feature_set\": \"full\", \"true_positive_rate\": 0.5484010371650822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07768129547054682, \"feature_set\": \"full\", \"true_positive_rate\": 0.5484010371650822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07768129547054682, \"feature_set\": \"full\", \"true_positive_rate\": 0.5488331892826275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0779159821638113, \"feature_set\": \"full\", \"true_positive_rate\": 0.5488331892826275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0779159821638113, \"feature_set\": \"full\", \"true_positive_rate\": 0.5492653414001729, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07838535555034029, \"feature_set\": \"full\", \"true_positive_rate\": 0.5492653414001729, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07838535555034029, \"feature_set\": \"full\", \"true_positive_rate\": 0.5501296456352636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07862004224360479, \"feature_set\": \"full\", \"true_positive_rate\": 0.5501296456352636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07862004224360479, \"feature_set\": \"full\", \"true_positive_rate\": 0.550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07885472893686928, \"feature_set\": \"full\", \"true_positive_rate\": 0.550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07885472893686928, \"feature_set\": \"full\", \"true_positive_rate\": 0.5509939498703543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07908941563013377, \"feature_set\": \"full\", \"true_positive_rate\": 0.5509939498703543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07908941563013377, \"feature_set\": \"full\", \"true_positive_rate\": 0.5531547104580813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07932410232339826, \"feature_set\": \"full\", \"true_positive_rate\": 0.5531547104580813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07932410232339826, \"feature_set\": \"full\", \"true_positive_rate\": 0.5544511668107174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07955878901666276, \"feature_set\": \"full\", \"true_positive_rate\": 0.5544511668107174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07955878901666276, \"feature_set\": \"full\", \"true_positive_rate\": 0.5553154710458081, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07979347570992724, \"feature_set\": \"full\", \"true_positive_rate\": 0.5553154710458081, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07979347570992724, \"feature_set\": \"full\", \"true_positive_rate\": 0.557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08026284909645623, \"feature_set\": \"full\", \"true_positive_rate\": 0.557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08026284909645623, \"feature_set\": \"full\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08049753578972073, \"feature_set\": \"full\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08049753578972073, \"feature_set\": \"full\", \"true_positive_rate\": 0.5600691443388073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"full\", \"true_positive_rate\": 0.5600691443388073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"full\", \"true_positive_rate\": 0.5635263612791702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0812015958695142, \"feature_set\": \"full\", \"true_positive_rate\": 0.5635263612791702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0812015958695142, \"feature_set\": \"full\", \"true_positive_rate\": 0.5639585133967157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08167096925604318, \"feature_set\": \"full\", \"true_positive_rate\": 0.5639585133967157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08167096925604318, \"feature_set\": \"full\", \"true_positive_rate\": 0.5665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"full\", \"true_positive_rate\": 0.5665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"full\", \"true_positive_rate\": 0.5669835782195333, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08260971602910115, \"feature_set\": \"full\", \"true_positive_rate\": 0.5669835782195333, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08260971602910115, \"feature_set\": \"full\", \"true_positive_rate\": 0.5674157303370787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08284440272236564, \"feature_set\": \"full\", \"true_positive_rate\": 0.5674157303370787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08284440272236564, \"feature_set\": \"full\", \"true_positive_rate\": 0.5687121866897148, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08331377610889462, \"feature_set\": \"full\", \"true_positive_rate\": 0.5687121866897148, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08331377610889462, \"feature_set\": \"full\", \"true_positive_rate\": 0.5704407951598963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08354846280215912, \"feature_set\": \"full\", \"true_positive_rate\": 0.5704407951598963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08354846280215912, \"feature_set\": \"full\", \"true_positive_rate\": 0.5713050993949871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0840178361886881, \"feature_set\": \"full\", \"true_positive_rate\": 0.5713050993949871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0840178361886881, \"feature_set\": \"full\", \"true_positive_rate\": 0.5721694036300777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08425252288195259, \"feature_set\": \"full\", \"true_positive_rate\": 0.5721694036300777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08425252288195259, \"feature_set\": \"full\", \"true_positive_rate\": 0.5734658599827139, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08448720957521709, \"feature_set\": \"full\", \"true_positive_rate\": 0.5734658599827139, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08448720957521709, \"feature_set\": \"full\", \"true_positive_rate\": 0.5743301642178047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08472189626848158, \"feature_set\": \"full\", \"true_positive_rate\": 0.5743301642178047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08472189626848158, \"feature_set\": \"full\", \"true_positive_rate\": 0.57476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08495658296174607, \"feature_set\": \"full\", \"true_positive_rate\": 0.57476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08495658296174607, \"feature_set\": \"full\", \"true_positive_rate\": 0.5751944684528955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08566064304153954, \"feature_set\": \"full\", \"true_positive_rate\": 0.5751944684528955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08566064304153954, \"feature_set\": \"full\", \"true_positive_rate\": 0.5760587726879862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08589532973480404, \"feature_set\": \"full\", \"true_positive_rate\": 0.5760587726879862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08589532973480404, \"feature_set\": \"full\", \"true_positive_rate\": 0.5764909248055315, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08636470312133301, \"feature_set\": \"full\", \"true_positive_rate\": 0.5764909248055315, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08636470312133301, \"feature_set\": \"full\", \"true_positive_rate\": 0.5786516853932584, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0870687632011265, \"feature_set\": \"full\", \"true_positive_rate\": 0.5786516853932584, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0870687632011265, \"feature_set\": \"full\", \"true_positive_rate\": 0.5790838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08753813658765548, \"feature_set\": \"full\", \"true_positive_rate\": 0.5790838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08753813658765548, \"feature_set\": \"full\", \"true_positive_rate\": 0.5803802938634399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08777282328091997, \"feature_set\": \"full\", \"true_positive_rate\": 0.5803802938634399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08777282328091997, \"feature_set\": \"full\", \"true_positive_rate\": 0.5812445980985307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08824219666744895, \"feature_set\": \"full\", \"true_positive_rate\": 0.5812445980985307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08824219666744895, \"feature_set\": \"full\", \"true_positive_rate\": 0.5825410544511668, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08871157005397794, \"feature_set\": \"full\", \"true_positive_rate\": 0.5825410544511668, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08871157005397794, \"feature_set\": \"full\", \"true_positive_rate\": 0.583837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08894625674724244, \"feature_set\": \"full\", \"true_positive_rate\": 0.583837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08894625674724244, \"feature_set\": \"full\", \"true_positive_rate\": 0.5842696629213483, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08941563013377142, \"feature_set\": \"full\", \"true_positive_rate\": 0.5842696629213483, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08941563013377142, \"feature_set\": \"full\", \"true_positive_rate\": 0.5859982713915298, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09035437690682939, \"feature_set\": \"full\", \"true_positive_rate\": 0.5859982713915298, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09035437690682939, \"feature_set\": \"full\", \"true_positive_rate\": 0.5868625756266206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09082375029335836, \"feature_set\": \"full\", \"true_positive_rate\": 0.5868625756266206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09082375029335836, \"feature_set\": \"full\", \"true_positive_rate\": 0.5877268798617113, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09105843698662286, \"feature_set\": \"full\", \"true_positive_rate\": 0.5877268798617113, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09105843698662286, \"feature_set\": \"full\", \"true_positive_rate\": 0.5881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09129312367988734, \"feature_set\": \"full\", \"true_positive_rate\": 0.5881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09129312367988734, \"feature_set\": \"full\", \"true_positive_rate\": 0.5885911840968021, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09152781037315184, \"feature_set\": \"full\", \"true_positive_rate\": 0.5885911840968021, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09152781037315184, \"feature_set\": \"full\", \"true_positive_rate\": 0.5890233362143474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09176249706641633, \"feature_set\": \"full\", \"true_positive_rate\": 0.5890233362143474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09176249706641633, \"feature_set\": \"full\", \"true_positive_rate\": 0.5903197925669835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09199718375968083, \"feature_set\": \"full\", \"true_positive_rate\": 0.5903197925669835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09199718375968083, \"feature_set\": \"full\", \"true_positive_rate\": 0.5911840968020743, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09223187045294531, \"feature_set\": \"full\", \"true_positive_rate\": 0.5911840968020743, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09223187045294531, \"feature_set\": \"full\", \"true_positive_rate\": 0.5929127052722558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09246655714620981, \"feature_set\": \"full\", \"true_positive_rate\": 0.5929127052722558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09246655714620981, \"feature_set\": \"full\", \"true_positive_rate\": 0.5933448573898013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09317061722600328, \"feature_set\": \"full\", \"true_positive_rate\": 0.5933448573898013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09317061722600328, \"feature_set\": \"full\", \"true_positive_rate\": 0.5959377700950734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09340530391926778, \"feature_set\": \"full\", \"true_positive_rate\": 0.5959377700950734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09340530391926778, \"feature_set\": \"full\", \"true_positive_rate\": 0.5963699222126189, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09387467730579677, \"feature_set\": \"full\", \"true_positive_rate\": 0.5963699222126189, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09387467730579677, \"feature_set\": \"full\", \"true_positive_rate\": 0.5972342264477096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09410936399906125, \"feature_set\": \"full\", \"true_positive_rate\": 0.5972342264477096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09410936399906125, \"feature_set\": \"full\", \"true_positive_rate\": 0.597666378565255, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09457873738559024, \"feature_set\": \"full\", \"true_positive_rate\": 0.597666378565255, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09457873738559024, \"feature_set\": \"full\", \"true_positive_rate\": 0.5980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09504811077211922, \"feature_set\": \"full\", \"true_positive_rate\": 0.5980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09504811077211922, \"feature_set\": \"full\", \"true_positive_rate\": 0.5985306828003457, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0952827974653837, \"feature_set\": \"full\", \"true_positive_rate\": 0.5985306828003457, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0952827974653837, \"feature_set\": \"full\", \"true_positive_rate\": 0.5989628349178912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0955174841586482, \"feature_set\": \"full\", \"true_positive_rate\": 0.5989628349178912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0955174841586482, \"feature_set\": \"full\", \"true_positive_rate\": 0.601123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09598685754517719, \"feature_set\": \"full\", \"true_positive_rate\": 0.601123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09598685754517719, \"feature_set\": \"full\", \"true_positive_rate\": 0.6015557476231633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09669091762497066, \"feature_set\": \"full\", \"true_positive_rate\": 0.6015557476231633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09669091762497066, \"feature_set\": \"full\", \"true_positive_rate\": 0.6019878997407088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09716029101149964, \"feature_set\": \"full\", \"true_positive_rate\": 0.6019878997407088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09716029101149964, \"feature_set\": \"full\", \"true_positive_rate\": 0.6024200518582541, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09739497770476414, \"feature_set\": \"full\", \"true_positive_rate\": 0.6024200518582541, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09739497770476414, \"feature_set\": \"full\", \"true_positive_rate\": 0.6045808124459809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09786435109129313, \"feature_set\": \"full\", \"true_positive_rate\": 0.6045808124459809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09786435109129313, \"feature_set\": \"full\", \"true_positive_rate\": 0.6050129645635264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09833372447782211, \"feature_set\": \"full\", \"true_positive_rate\": 0.6050129645635264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09833372447782211, \"feature_set\": \"full\", \"true_positive_rate\": 0.6054451166810717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"full\", \"true_positive_rate\": 0.6054451166810717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"full\", \"true_positive_rate\": 0.6067415730337079, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09903778455761558, \"feature_set\": \"full\", \"true_positive_rate\": 0.6067415730337079, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09903778455761558, \"feature_set\": \"full\", \"true_positive_rate\": 0.6071737251512532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09927247125088008, \"feature_set\": \"full\", \"true_positive_rate\": 0.6071737251512532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09927247125088008, \"feature_set\": \"full\", \"true_positive_rate\": 0.6089023336214348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09950715794414457, \"feature_set\": \"full\", \"true_positive_rate\": 0.6089023336214348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09950715794414457, \"feature_set\": \"full\", \"true_positive_rate\": 0.6093344857389801, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09997653133067355, \"feature_set\": \"full\", \"true_positive_rate\": 0.6093344857389801, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09997653133067355, \"feature_set\": \"full\", \"true_positive_rate\": 0.6101987899740708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10021121802393804, \"feature_set\": \"full\", \"true_positive_rate\": 0.6101987899740708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10021121802393804, \"feature_set\": \"full\", \"true_positive_rate\": 0.6106309420916163, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"full\", \"true_positive_rate\": 0.6106309420916163, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"full\", \"true_positive_rate\": 0.6119273984442524, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10091527810373152, \"feature_set\": \"full\", \"true_positive_rate\": 0.6119273984442524, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10091527810373152, \"feature_set\": \"full\", \"true_positive_rate\": 0.6123595505617978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1013846514902605, \"feature_set\": \"full\", \"true_positive_rate\": 0.6123595505617978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1013846514902605, \"feature_set\": \"full\", \"true_positive_rate\": 0.6140881590319792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10185402487678949, \"feature_set\": \"full\", \"true_positive_rate\": 0.6140881590319792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10185402487678949, \"feature_set\": \"full\", \"true_positive_rate\": 0.61495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10255808495658296, \"feature_set\": \"full\", \"true_positive_rate\": 0.61495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10255808495658296, \"feature_set\": \"full\", \"true_positive_rate\": 0.6171132238547969, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10279277164984746, \"feature_set\": \"full\", \"true_positive_rate\": 0.6171132238547969, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10279277164984746, \"feature_set\": \"full\", \"true_positive_rate\": 0.6214347450302506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10396620511616991, \"feature_set\": \"full\", \"true_positive_rate\": 0.6214347450302506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10396620511616991, \"feature_set\": \"full\", \"true_positive_rate\": 0.621866897147796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1042008918094344, \"feature_set\": \"full\", \"true_positive_rate\": 0.621866897147796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1042008918094344, \"feature_set\": \"full\", \"true_positive_rate\": 0.6222990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10467026519596338, \"feature_set\": \"full\", \"true_positive_rate\": 0.6222990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10467026519596338, \"feature_set\": \"full\", \"true_positive_rate\": 0.6227312013828867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10537432527575687, \"feature_set\": \"full\", \"true_positive_rate\": 0.6227312013828867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10537432527575687, \"feature_set\": \"full\", \"true_positive_rate\": 0.6235955056179775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10584369866228585, \"feature_set\": \"full\", \"true_positive_rate\": 0.6235955056179775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10584369866228585, \"feature_set\": \"full\", \"true_positive_rate\": 0.6240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10607838535555034, \"feature_set\": \"full\", \"true_positive_rate\": 0.6240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10607838535555034, \"feature_set\": \"full\", \"true_positive_rate\": 0.6266205704407951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10631307204881484, \"feature_set\": \"full\", \"true_positive_rate\": 0.6266205704407951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10631307204881484, \"feature_set\": \"full\", \"true_positive_rate\": 0.6279170267934313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10678244543534382, \"feature_set\": \"full\", \"true_positive_rate\": 0.6279170267934313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10678244543534382, \"feature_set\": \"full\", \"true_positive_rate\": 0.6283491789109766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1072518188218728, \"feature_set\": \"full\", \"true_positive_rate\": 0.6283491789109766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1072518188218728, \"feature_set\": \"full\", \"true_positive_rate\": 0.6318063958513397, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10772119220840179, \"feature_set\": \"full\", \"true_positive_rate\": 0.6318063958513397, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10772119220840179, \"feature_set\": \"full\", \"true_positive_rate\": 0.6335350043215212, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10865993898145974, \"feature_set\": \"full\", \"true_positive_rate\": 0.6335350043215212, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10865993898145974, \"feature_set\": \"full\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10912931236798873, \"feature_set\": \"full\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10912931236798873, \"feature_set\": \"full\", \"true_positive_rate\": 0.6356957649092481, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10936399906125323, \"feature_set\": \"full\", \"true_positive_rate\": 0.6356957649092481, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10936399906125323, \"feature_set\": \"full\", \"true_positive_rate\": 0.6365600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10983337244778221, \"feature_set\": \"full\", \"true_positive_rate\": 0.6365600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10983337244778221, \"feature_set\": \"full\", \"true_positive_rate\": 0.6369922212618842, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11053743252757568, \"feature_set\": \"full\", \"true_positive_rate\": 0.6369922212618842, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11053743252757568, \"feature_set\": \"full\", \"true_positive_rate\": 0.6378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11077211922084018, \"feature_set\": \"full\", \"true_positive_rate\": 0.6378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11077211922084018, \"feature_set\": \"full\", \"true_positive_rate\": 0.6382886776145204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11100680591410467, \"feature_set\": \"full\", \"true_positive_rate\": 0.6382886776145204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11100680591410467, \"feature_set\": \"full\", \"true_positive_rate\": 0.6400172860847018, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11124149260736917, \"feature_set\": \"full\", \"true_positive_rate\": 0.6400172860847018, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11124149260736917, \"feature_set\": \"full\", \"true_positive_rate\": 0.6408815903197925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11147617930063365, \"feature_set\": \"full\", \"true_positive_rate\": 0.6408815903197925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11147617930063365, \"feature_set\": \"full\", \"true_positive_rate\": 0.6417458945548833, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11171086599389815, \"feature_set\": \"full\", \"true_positive_rate\": 0.6417458945548833, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11171086599389815, \"feature_set\": \"full\", \"true_positive_rate\": 0.6421780466724287, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11194555268716264, \"feature_set\": \"full\", \"true_positive_rate\": 0.6421780466724287, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11194555268716264, \"feature_set\": \"full\", \"true_positive_rate\": 0.6439066551426103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1131189861534851, \"feature_set\": \"full\", \"true_positive_rate\": 0.6439066551426103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1131189861534851, \"feature_set\": \"full\", \"true_positive_rate\": 0.6443388072601556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11335367284674959, \"feature_set\": \"full\", \"true_positive_rate\": 0.6443388072601556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11335367284674959, \"feature_set\": \"full\", \"true_positive_rate\": 0.6447709593777009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11523116639286553, \"feature_set\": \"full\", \"true_positive_rate\": 0.6447709593777009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11523116639286553, \"feature_set\": \"full\", \"true_positive_rate\": 0.6452031114952463, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11546585308613001, \"feature_set\": \"full\", \"true_positive_rate\": 0.6452031114952463, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11546585308613001, \"feature_set\": \"full\", \"true_positive_rate\": 0.6460674157303371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11570053977939451, \"feature_set\": \"full\", \"true_positive_rate\": 0.6460674157303371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11570053977939451, \"feature_set\": \"full\", \"true_positive_rate\": 0.6464995678478824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.115935226472659, \"feature_set\": \"full\", \"true_positive_rate\": 0.6464995678478824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.115935226472659, \"feature_set\": \"full\", \"true_positive_rate\": 0.6469317199654279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11640459985918798, \"feature_set\": \"full\", \"true_positive_rate\": 0.6469317199654279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11640459985918798, \"feature_set\": \"full\", \"true_positive_rate\": 0.6473638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11663928655245248, \"feature_set\": \"full\", \"true_positive_rate\": 0.6473638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11663928655245248, \"feature_set\": \"full\", \"true_positive_rate\": 0.648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11710865993898147, \"feature_set\": \"full\", \"true_positive_rate\": 0.648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11710865993898147, \"feature_set\": \"full\", \"true_positive_rate\": 0.6490924805531547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11734334663224595, \"feature_set\": \"full\", \"true_positive_rate\": 0.6490924805531547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11734334663224595, \"feature_set\": \"full\", \"true_positive_rate\": 0.6499567847882455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11757803332551045, \"feature_set\": \"full\", \"true_positive_rate\": 0.6499567847882455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11757803332551045, \"feature_set\": \"full\", \"true_positive_rate\": 0.6503889369057908, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11781272001877494, \"feature_set\": \"full\", \"true_positive_rate\": 0.6503889369057908, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11781272001877494, \"feature_set\": \"full\", \"true_positive_rate\": 0.651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11804740671203942, \"feature_set\": \"full\", \"true_positive_rate\": 0.651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11804740671203942, \"feature_set\": \"full\", \"true_positive_rate\": 0.6525496974935178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11969021356489087, \"feature_set\": \"full\", \"true_positive_rate\": 0.6525496974935178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11969021356489087, \"feature_set\": \"full\", \"true_positive_rate\": 0.6542783059636992, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11992490025815536, \"feature_set\": \"full\", \"true_positive_rate\": 0.6542783059636992, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11992490025815536, \"feature_set\": \"full\", \"true_positive_rate\": 0.6547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12039427364468434, \"feature_set\": \"full\", \"true_positive_rate\": 0.6547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12039427364468434, \"feature_set\": \"full\", \"true_positive_rate\": 0.6568712186689715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12062896033794884, \"feature_set\": \"full\", \"true_positive_rate\": 0.6568712186689715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12062896033794884, \"feature_set\": \"full\", \"true_positive_rate\": 0.6573033707865169, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12086364703121333, \"feature_set\": \"full\", \"true_positive_rate\": 0.6573033707865169, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12086364703121333, \"feature_set\": \"full\", \"true_positive_rate\": 0.6594641313742438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12109833372447783, \"feature_set\": \"full\", \"true_positive_rate\": 0.6594641313742438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12109833372447783, \"feature_set\": \"full\", \"true_positive_rate\": 0.6598962834917891, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"full\", \"true_positive_rate\": 0.6598962834917891, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"full\", \"true_positive_rate\": 0.6607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12156770711100681, \"feature_set\": \"full\", \"true_positive_rate\": 0.6607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12156770711100681, \"feature_set\": \"full\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1220370804975358, \"feature_set\": \"full\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1220370804975358, \"feature_set\": \"full\", \"true_positive_rate\": 0.6629213483146067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12250645388406477, \"feature_set\": \"full\", \"true_positive_rate\": 0.6629213483146067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12250645388406477, \"feature_set\": \"full\", \"true_positive_rate\": 0.6642178046672429, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12274114057732927, \"feature_set\": \"full\", \"true_positive_rate\": 0.6642178046672429, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12274114057732927, \"feature_set\": \"full\", \"true_positive_rate\": 0.6650821089023337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12321051396385825, \"feature_set\": \"full\", \"true_positive_rate\": 0.6650821089023337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12321051396385825, \"feature_set\": \"full\", \"true_positive_rate\": 0.6663785652549697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12414926073691622, \"feature_set\": \"full\", \"true_positive_rate\": 0.6663785652549697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12414926073691622, \"feature_set\": \"full\", \"true_positive_rate\": 0.6681071737251513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12485332081670969, \"feature_set\": \"full\", \"true_positive_rate\": 0.6681071737251513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12485332081670969, \"feature_set\": \"full\", \"true_positive_rate\": 0.668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12508800750997418, \"feature_set\": \"full\", \"true_positive_rate\": 0.668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12508800750997418, \"feature_set\": \"full\", \"true_positive_rate\": 0.6698357821953328, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1253226942032387, \"feature_set\": \"full\", \"true_positive_rate\": 0.6698357821953328, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1253226942032387, \"feature_set\": \"full\", \"true_positive_rate\": 0.6715643906655142, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12602675428303214, \"feature_set\": \"full\", \"true_positive_rate\": 0.6715643906655142, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12602675428303214, \"feature_set\": \"full\", \"true_positive_rate\": 0.672428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12649612766956114, \"feature_set\": \"full\", \"true_positive_rate\": 0.672428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12649612766956114, \"feature_set\": \"full\", \"true_positive_rate\": 0.6728608470181504, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1272001877493546, \"feature_set\": \"full\", \"true_positive_rate\": 0.6728608470181504, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1272001877493546, \"feature_set\": \"full\", \"true_positive_rate\": 0.6737251512532412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1274348744426191, \"feature_set\": \"full\", \"true_positive_rate\": 0.6737251512532412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1274348744426191, \"feature_set\": \"full\", \"true_positive_rate\": 0.6745894554883319, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1276695611358836, \"feature_set\": \"full\", \"true_positive_rate\": 0.6745894554883319, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1276695611358836, \"feature_set\": \"full\", \"true_positive_rate\": 0.6750216076058773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12813893452241257, \"feature_set\": \"full\", \"true_positive_rate\": 0.6750216076058773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12813893452241257, \"feature_set\": \"full\", \"true_positive_rate\": 0.6763180639585133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12837362121567708, \"feature_set\": \"full\", \"true_positive_rate\": 0.6763180639585133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12837362121567708, \"feature_set\": \"full\", \"true_positive_rate\": 0.6767502160760588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12907768129547054, \"feature_set\": \"full\", \"true_positive_rate\": 0.6767502160760588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12907768129547054, \"feature_set\": \"full\", \"true_positive_rate\": 0.6771823681936041, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12931236798873505, \"feature_set\": \"full\", \"true_positive_rate\": 0.6771823681936041, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12931236798873505, \"feature_set\": \"full\", \"true_positive_rate\": 0.6780466724286949, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13025111476179302, \"feature_set\": \"full\", \"true_positive_rate\": 0.6780466724286949, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13025111476179302, \"feature_set\": \"full\", \"true_positive_rate\": 0.6784788245462403, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1304858014550575, \"feature_set\": \"full\", \"true_positive_rate\": 0.6784788245462403, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1304858014550575, \"feature_set\": \"full\", \"true_positive_rate\": 0.6793431287813311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.131189861534851, \"feature_set\": \"full\", \"true_positive_rate\": 0.6793431287813311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.131189861534851, \"feature_set\": \"full\", \"true_positive_rate\": 0.6802074330164217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13142454822811547, \"feature_set\": \"full\", \"true_positive_rate\": 0.6802074330164217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13142454822811547, \"feature_set\": \"full\", \"true_positive_rate\": 0.6806395851339672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13165923492137996, \"feature_set\": \"full\", \"true_positive_rate\": 0.6806395851339672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13165923492137996, \"feature_set\": \"full\", \"true_positive_rate\": 0.6815038893690579, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13189392161464444, \"feature_set\": \"full\", \"true_positive_rate\": 0.6815038893690579, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13189392161464444, \"feature_set\": \"full\", \"true_positive_rate\": 0.6832324978392394, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13212860830790893, \"feature_set\": \"full\", \"true_positive_rate\": 0.6832324978392394, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13212860830790893, \"feature_set\": \"full\", \"true_positive_rate\": 0.6836646499567848, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1330673550809669, \"feature_set\": \"full\", \"true_positive_rate\": 0.6836646499567848, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1330673550809669, \"feature_set\": \"full\", \"true_positive_rate\": 0.6871218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13400610185402487, \"feature_set\": \"full\", \"true_positive_rate\": 0.6871218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13400610185402487, \"feature_set\": \"full\", \"true_positive_rate\": 0.6892826274848747, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13447547524055387, \"feature_set\": \"full\", \"true_positive_rate\": 0.6892826274848747, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13447547524055387, \"feature_set\": \"full\", \"true_positive_rate\": 0.6905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13494484862708284, \"feature_set\": \"full\", \"true_positive_rate\": 0.6905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13494484862708284, \"feature_set\": \"full\", \"true_positive_rate\": 0.6910112359550562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13517953532034735, \"feature_set\": \"full\", \"true_positive_rate\": 0.6910112359550562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13517953532034735, \"feature_set\": \"full\", \"true_positive_rate\": 0.6914433880726015, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1358835954001408, \"feature_set\": \"full\", \"true_positive_rate\": 0.6914433880726015, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1358835954001408, \"feature_set\": \"full\", \"true_positive_rate\": 0.691875540190147, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1361182820934053, \"feature_set\": \"full\", \"true_positive_rate\": 0.691875540190147, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1361182820934053, \"feature_set\": \"full\", \"true_positive_rate\": 0.6927398444252377, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1365876554799343, \"feature_set\": \"full\", \"true_positive_rate\": 0.6927398444252377, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1365876554799343, \"feature_set\": \"full\", \"true_positive_rate\": 0.6940363007778738, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13682234217319877, \"feature_set\": \"full\", \"true_positive_rate\": 0.6940363007778738, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13682234217319877, \"feature_set\": \"full\", \"true_positive_rate\": 0.6944684528954191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13729171555972777, \"feature_set\": \"full\", \"true_positive_rate\": 0.6944684528954191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13729171555972777, \"feature_set\": \"full\", \"true_positive_rate\": 0.6949006050129646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13752640225299226, \"feature_set\": \"full\", \"true_positive_rate\": 0.6949006050129646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13752640225299226, \"feature_set\": \"full\", \"true_positive_rate\": 0.6953327571305099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13823046233278574, \"feature_set\": \"full\", \"true_positive_rate\": 0.6953327571305099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13823046233278574, \"feature_set\": \"full\", \"true_positive_rate\": 0.6961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1389345224125792, \"feature_set\": \"full\", \"true_positive_rate\": 0.6961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1389345224125792, \"feature_set\": \"full\", \"true_positive_rate\": 0.6970613656006914, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1391692091058437, \"feature_set\": \"full\", \"true_positive_rate\": 0.6970613656006914, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1391692091058437, \"feature_set\": \"full\", \"true_positive_rate\": 0.6992221261884183, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13987326918563717, \"feature_set\": \"full\", \"true_positive_rate\": 0.6992221261884183, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13987326918563717, \"feature_set\": \"full\", \"true_positive_rate\": 0.6996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14034264257216617, \"feature_set\": \"full\", \"true_positive_rate\": 0.6996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14034264257216617, \"feature_set\": \"full\", \"true_positive_rate\": 0.700086430423509, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14057732926543065, \"feature_set\": \"full\", \"true_positive_rate\": 0.700086430423509, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14057732926543065, \"feature_set\": \"full\", \"true_positive_rate\": 0.7005185825410545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14151607603848862, \"feature_set\": \"full\", \"true_positive_rate\": 0.7005185825410545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14151607603848862, \"feature_set\": \"full\", \"true_positive_rate\": 0.7009507346585998, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1417507627317531, \"feature_set\": \"full\", \"true_positive_rate\": 0.7009507346585998, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1417507627317531, \"feature_set\": \"full\", \"true_positive_rate\": 0.7013828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1422201361182821, \"feature_set\": \"full\", \"true_positive_rate\": 0.7013828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1422201361182821, \"feature_set\": \"full\", \"true_positive_rate\": 0.7018150388936906, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"full\", \"true_positive_rate\": 0.7018150388936906, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"full\", \"true_positive_rate\": 0.702247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14268950950481107, \"feature_set\": \"full\", \"true_positive_rate\": 0.702247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14268950950481107, \"feature_set\": \"full\", \"true_positive_rate\": 0.7026793431287813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14339356958460456, \"feature_set\": \"full\", \"true_positive_rate\": 0.7026793431287813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14339356958460456, \"feature_set\": \"full\", \"true_positive_rate\": 0.7035436473638721, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14362825627786904, \"feature_set\": \"full\", \"true_positive_rate\": 0.7035436473638721, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14362825627786904, \"feature_set\": \"full\", \"true_positive_rate\": 0.7039757994814174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14409762966439804, \"feature_set\": \"full\", \"true_positive_rate\": 0.7039757994814174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14409762966439804, \"feature_set\": \"full\", \"true_positive_rate\": 0.7052722558340536, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1452710631307205, \"feature_set\": \"full\", \"true_positive_rate\": 0.7052722558340536, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1452710631307205, \"feature_set\": \"full\", \"true_positive_rate\": 0.7057044079515989, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14574043651724947, \"feature_set\": \"full\", \"true_positive_rate\": 0.7057044079515989, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14574043651724947, \"feature_set\": \"full\", \"true_positive_rate\": 0.7065687121866897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14597512321051395, \"feature_set\": \"full\", \"true_positive_rate\": 0.7065687121866897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14597512321051395, \"feature_set\": \"full\", \"true_positive_rate\": 0.7070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14620980990377846, \"feature_set\": \"full\", \"true_positive_rate\": 0.7070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14620980990377846, \"feature_set\": \"full\", \"true_positive_rate\": 0.7078651685393258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14644449659704295, \"feature_set\": \"full\", \"true_positive_rate\": 0.7078651685393258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14644449659704295, \"feature_set\": \"full\", \"true_positive_rate\": 0.7082973206568712, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1476179300633654, \"feature_set\": \"full\", \"true_positive_rate\": 0.7082973206568712, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1476179300633654, \"feature_set\": \"full\", \"true_positive_rate\": 0.709161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1480873034498944, \"feature_set\": \"full\", \"true_positive_rate\": 0.709161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1480873034498944, \"feature_set\": \"full\", \"true_positive_rate\": 0.7108902333621435, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14879136352968786, \"feature_set\": \"full\", \"true_positive_rate\": 0.7108902333621435, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14879136352968786, \"feature_set\": \"full\", \"true_positive_rate\": 0.7117545375972342, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14902605022295237, \"feature_set\": \"full\", \"true_positive_rate\": 0.7117545375972342, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14902605022295237, \"feature_set\": \"full\", \"true_positive_rate\": 0.7121866897147796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14926073691621686, \"feature_set\": \"full\", \"true_positive_rate\": 0.7121866897147796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14926073691621686, \"feature_set\": \"full\", \"true_positive_rate\": 0.7126188418323249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1499647969960103, \"feature_set\": \"full\", \"true_positive_rate\": 0.7126188418323249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1499647969960103, \"feature_set\": \"full\", \"true_positive_rate\": 0.7130509939498704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1504341703825393, \"feature_set\": \"full\", \"true_positive_rate\": 0.7130509939498704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1504341703825393, \"feature_set\": \"full\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1511382304623328, \"feature_set\": \"full\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1511382304623328, \"feature_set\": \"full\", \"true_positive_rate\": 0.7152117545375972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15207697723539076, \"feature_set\": \"full\", \"true_positive_rate\": 0.7152117545375972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15207697723539076, \"feature_set\": \"full\", \"true_positive_rate\": 0.7165082108902333, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15254635062191974, \"feature_set\": \"full\", \"true_positive_rate\": 0.7165082108902333, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15254635062191974, \"feature_set\": \"full\", \"true_positive_rate\": 0.7169403630077787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15278103731518422, \"feature_set\": \"full\", \"true_positive_rate\": 0.7169403630077787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15278103731518422, \"feature_set\": \"full\", \"true_positive_rate\": 0.7199654278305964, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15301572400844873, \"feature_set\": \"full\", \"true_positive_rate\": 0.7199654278305964, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15301572400844873, \"feature_set\": \"full\", \"true_positive_rate\": 0.7203975799481418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15325041070171322, \"feature_set\": \"full\", \"true_positive_rate\": 0.7203975799481418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15325041070171322, \"feature_set\": \"full\", \"true_positive_rate\": 0.7208297320656871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1534850973949777, \"feature_set\": \"full\", \"true_positive_rate\": 0.7208297320656871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1534850973949777, \"feature_set\": \"full\", \"true_positive_rate\": 0.7212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1541891574747712, \"feature_set\": \"full\", \"true_positive_rate\": 0.7212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1541891574747712, \"feature_set\": \"full\", \"true_positive_rate\": 0.7216940363007779, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15442384416803567, \"feature_set\": \"full\", \"true_positive_rate\": 0.7216940363007779, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15442384416803567, \"feature_set\": \"full\", \"true_positive_rate\": 0.7221261884183232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15489321755456464, \"feature_set\": \"full\", \"true_positive_rate\": 0.7221261884183232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15489321755456464, \"feature_set\": \"full\", \"true_positive_rate\": 0.7238547968885047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15536259094109364, \"feature_set\": \"full\", \"true_positive_rate\": 0.7238547968885047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15536259094109364, \"feature_set\": \"full\", \"true_positive_rate\": 0.7242869490060502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15606665102088713, \"feature_set\": \"full\", \"true_positive_rate\": 0.7242869490060502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15606665102088713, \"feature_set\": \"full\", \"true_positive_rate\": 0.7251512532411409, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1563013377141516, \"feature_set\": \"full\", \"true_positive_rate\": 0.7251512532411409, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1563013377141516, \"feature_set\": \"full\", \"true_positive_rate\": 0.7255834053586863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1565360244074161, \"feature_set\": \"full\", \"true_positive_rate\": 0.7255834053586863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1565360244074161, \"feature_set\": \"full\", \"true_positive_rate\": 0.7260155574762316, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1570053977939451, \"feature_set\": \"full\", \"true_positive_rate\": 0.7260155574762316, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1570053977939451, \"feature_set\": \"full\", \"true_positive_rate\": 0.726447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15770945787373855, \"feature_set\": \"full\", \"true_positive_rate\": 0.726447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15770945787373855, \"feature_set\": \"full\", \"true_positive_rate\": 0.7277441659464131, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15841351795353203, \"feature_set\": \"full\", \"true_positive_rate\": 0.7277441659464131, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15841351795353203, \"feature_set\": \"full\", \"true_positive_rate\": 0.7286084701815039, \"partition\": \"train\"}, {\"false_positive_rate\": 0.158882891340061, \"feature_set\": \"full\", \"true_positive_rate\": 0.7286084701815039, \"partition\": \"train\"}, {\"false_positive_rate\": 0.158882891340061, \"feature_set\": \"full\", \"true_positive_rate\": 0.7290406222990493, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15911757803332552, \"feature_set\": \"full\", \"true_positive_rate\": 0.7290406222990493, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15911757803332552, \"feature_set\": \"full\", \"true_positive_rate\": 0.7303370786516854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1595869514198545, \"feature_set\": \"full\", \"true_positive_rate\": 0.7303370786516854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1595869514198545, \"feature_set\": \"full\", \"true_positive_rate\": 0.7307692307692307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15982163811311897, \"feature_set\": \"full\", \"true_positive_rate\": 0.7307692307692307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15982163811311897, \"feature_set\": \"full\", \"true_positive_rate\": 0.7320656871218669, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16076038488617694, \"feature_set\": \"full\", \"true_positive_rate\": 0.7320656871218669, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16076038488617694, \"feature_set\": \"full\", \"true_positive_rate\": 0.7324978392394123, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16099507157944146, \"feature_set\": \"full\", \"true_positive_rate\": 0.7324978392394123, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16099507157944146, \"feature_set\": \"full\", \"true_positive_rate\": 0.7329299913569577, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1616991316592349, \"feature_set\": \"full\", \"true_positive_rate\": 0.7329299913569577, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1616991316592349, \"feature_set\": \"full\", \"true_positive_rate\": 0.7337942955920485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16193381835249943, \"feature_set\": \"full\", \"true_positive_rate\": 0.7337942955920485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16193381835249943, \"feature_set\": \"full\", \"true_positive_rate\": 0.7346585998271391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1621685050457639, \"feature_set\": \"full\", \"true_positive_rate\": 0.7346585998271391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1621685050457639, \"feature_set\": \"full\", \"true_positive_rate\": 0.7350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16357662520535085, \"feature_set\": \"full\", \"true_positive_rate\": 0.7350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16357662520535085, \"feature_set\": \"full\", \"true_positive_rate\": 0.7359550561797753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16381131189861534, \"feature_set\": \"full\", \"true_positive_rate\": 0.7359550561797753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16381131189861534, \"feature_set\": \"full\", \"true_positive_rate\": 0.7363872082973206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1647500586716733, \"feature_set\": \"full\", \"true_positive_rate\": 0.7363872082973206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1647500586716733, \"feature_set\": \"full\", \"true_positive_rate\": 0.7372515125324114, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16498474536493782, \"feature_set\": \"full\", \"true_positive_rate\": 0.7372515125324114, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16498474536493782, \"feature_set\": \"full\", \"true_positive_rate\": 0.7376836646499568, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1654541187514668, \"feature_set\": \"full\", \"true_positive_rate\": 0.7376836646499568, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1654541187514668, \"feature_set\": \"full\", \"true_positive_rate\": 0.7394122731201382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16568880544473127, \"feature_set\": \"full\", \"true_positive_rate\": 0.7394122731201382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16568880544473127, \"feature_set\": \"full\", \"true_positive_rate\": 0.740276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16639286552452476, \"feature_set\": \"full\", \"true_positive_rate\": 0.740276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16639286552452476, \"feature_set\": \"full\", \"true_positive_rate\": 0.7411408815903198, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16662755221778924, \"feature_set\": \"full\", \"true_positive_rate\": 0.7411408815903198, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16662755221778924, \"feature_set\": \"full\", \"true_positive_rate\": 0.7420051858254105, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16686223891105376, \"feature_set\": \"full\", \"true_positive_rate\": 0.7420051858254105, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16686223891105376, \"feature_set\": \"full\", \"true_positive_rate\": 0.7433016421780466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1678009856841117, \"feature_set\": \"full\", \"true_positive_rate\": 0.7433016421780466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1678009856841117, \"feature_set\": \"full\", \"true_positive_rate\": 0.743733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16967847923022764, \"feature_set\": \"full\", \"true_positive_rate\": 0.743733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16967847923022764, \"feature_set\": \"full\", \"true_positive_rate\": 0.7450302506482281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17038253931002112, \"feature_set\": \"full\", \"true_positive_rate\": 0.7450302506482281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17038253931002112, \"feature_set\": \"full\", \"true_positive_rate\": 0.7458945548833189, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1706172260032856, \"feature_set\": \"full\", \"true_positive_rate\": 0.7458945548833189, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1706172260032856, \"feature_set\": \"full\", \"true_positive_rate\": 0.7480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1710865993898146, \"feature_set\": \"full\", \"true_positive_rate\": 0.7480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1710865993898146, \"feature_set\": \"full\", \"true_positive_rate\": 0.7484874675885912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1713212860830791, \"feature_set\": \"full\", \"true_positive_rate\": 0.7484874675885912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1713212860830791, \"feature_set\": \"full\", \"true_positive_rate\": 0.7489196197061365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17155597277634357, \"feature_set\": \"full\", \"true_positive_rate\": 0.7489196197061365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17155597277634357, \"feature_set\": \"full\", \"true_positive_rate\": 0.7497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17226003285613706, \"feature_set\": \"full\", \"true_positive_rate\": 0.7497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17226003285613706, \"feature_set\": \"full\", \"true_positive_rate\": 0.7502160760587727, \"partition\": \"train\"}, {\"false_positive_rate\": 0.173668153015724, \"feature_set\": \"full\", \"true_positive_rate\": 0.7502160760587727, \"partition\": \"train\"}, {\"false_positive_rate\": 0.173668153015724, \"feature_set\": \"full\", \"true_positive_rate\": 0.7510803802938635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1739028397089885, \"feature_set\": \"full\", \"true_positive_rate\": 0.7510803802938635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1739028397089885, \"feature_set\": \"full\", \"true_positive_rate\": 0.7515125324114088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17531095986857545, \"feature_set\": \"full\", \"true_positive_rate\": 0.7515125324114088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17531095986857545, \"feature_set\": \"full\", \"true_positive_rate\": 0.7523768366464996, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17554564656183994, \"feature_set\": \"full\", \"true_positive_rate\": 0.7523768366464996, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17554564656183994, \"feature_set\": \"full\", \"true_positive_rate\": 0.7532411408815903, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17578033325510445, \"feature_set\": \"full\", \"true_positive_rate\": 0.7532411408815903, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17578033325510445, \"feature_set\": \"full\", \"true_positive_rate\": 0.7536732929991357, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1764843933348979, \"feature_set\": \"full\", \"true_positive_rate\": 0.7536732929991357, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1764843933348979, \"feature_set\": \"full\", \"true_positive_rate\": 0.7545375972342264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1767190800281624, \"feature_set\": \"full\", \"true_positive_rate\": 0.7545375972342264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1767190800281624, \"feature_set\": \"full\", \"true_positive_rate\": 0.7549697493517719, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1769537667214269, \"feature_set\": \"full\", \"true_positive_rate\": 0.7549697493517719, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1769537667214269, \"feature_set\": \"full\", \"true_positive_rate\": 0.7558340535868626, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1771884534146914, \"feature_set\": \"full\", \"true_positive_rate\": 0.7558340535868626, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1771884534146914, \"feature_set\": \"full\", \"true_positive_rate\": 0.756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17742314010795587, \"feature_set\": \"full\", \"true_positive_rate\": 0.756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17742314010795587, \"feature_set\": \"full\", \"true_positive_rate\": 0.7579948141745895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17789251349448487, \"feature_set\": \"full\", \"true_positive_rate\": 0.7579948141745895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17789251349448487, \"feature_set\": \"full\", \"true_positive_rate\": 0.7584269662921348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17883126026754284, \"feature_set\": \"full\", \"true_positive_rate\": 0.7584269662921348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17883126026754284, \"feature_set\": \"full\", \"true_positive_rate\": 0.7588591184096802, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17906594696080733, \"feature_set\": \"full\", \"true_positive_rate\": 0.7588591184096802, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17906594696080733, \"feature_set\": \"full\", \"true_positive_rate\": 0.7592912705272256, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1793006336540718, \"feature_set\": \"full\", \"true_positive_rate\": 0.7592912705272256, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1793006336540718, \"feature_set\": \"full\", \"true_positive_rate\": 0.7610198789974071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1800046937338653, \"feature_set\": \"full\", \"true_positive_rate\": 0.7610198789974071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1800046937338653, \"feature_set\": \"full\", \"true_positive_rate\": 0.7631806395851339, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18070875381365878, \"feature_set\": \"full\", \"true_positive_rate\": 0.7631806395851339, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18070875381365878, \"feature_set\": \"full\", \"true_positive_rate\": 0.7636127917026794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1823515606665102, \"feature_set\": \"full\", \"true_positive_rate\": 0.7636127917026794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1823515606665102, \"feature_set\": \"full\", \"true_positive_rate\": 0.7649092480553155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1825862473597747, \"feature_set\": \"full\", \"true_positive_rate\": 0.7649092480553155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1825862473597747, \"feature_set\": \"full\", \"true_positive_rate\": 0.7653414001728609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18329030743956817, \"feature_set\": \"full\", \"true_positive_rate\": 0.7653414001728609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18329030743956817, \"feature_set\": \"full\", \"true_positive_rate\": 0.7657735522904062, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18352499413283266, \"feature_set\": \"full\", \"true_positive_rate\": 0.7657735522904062, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18352499413283266, \"feature_set\": \"full\", \"true_positive_rate\": 0.7662057044079515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18375968082609717, \"feature_set\": \"full\", \"true_positive_rate\": 0.7662057044079515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18375968082609717, \"feature_set\": \"full\", \"true_positive_rate\": 0.766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18399436751936166, \"feature_set\": \"full\", \"true_positive_rate\": 0.766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18399436751936166, \"feature_set\": \"full\", \"true_positive_rate\": 0.7670700086430423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18469842759915514, \"feature_set\": \"full\", \"true_positive_rate\": 0.7670700086430423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18469842759915514, \"feature_set\": \"full\", \"true_positive_rate\": 0.7675021607605877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18493311429241963, \"feature_set\": \"full\", \"true_positive_rate\": 0.7675021607605877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18493311429241963, \"feature_set\": \"full\", \"true_positive_rate\": 0.7683664649956785, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18657592114527105, \"feature_set\": \"full\", \"true_positive_rate\": 0.7683664649956785, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18657592114527105, \"feature_set\": \"full\", \"true_positive_rate\": 0.7687986171132238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"full\", \"true_positive_rate\": 0.7687986171132238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"full\", \"true_positive_rate\": 0.7696629213483146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18798404130485802, \"feature_set\": \"full\", \"true_positive_rate\": 0.7696629213483146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18798404130485802, \"feature_set\": \"full\", \"true_positive_rate\": 0.77009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1882187279981225, \"feature_set\": \"full\", \"true_positive_rate\": 0.77009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1882187279981225, \"feature_set\": \"full\", \"true_positive_rate\": 0.7709593777009507, \"partition\": \"train\"}, {\"false_positive_rate\": 0.188453414691387, \"feature_set\": \"full\", \"true_positive_rate\": 0.7709593777009507, \"partition\": \"train\"}, {\"false_positive_rate\": 0.188453414691387, \"feature_set\": \"full\", \"true_positive_rate\": 0.7713915298184961, \"partition\": \"train\"}, {\"false_positive_rate\": 0.188922788077916, \"feature_set\": \"full\", \"true_positive_rate\": 0.7713915298184961, \"partition\": \"train\"}, {\"false_positive_rate\": 0.188922788077916, \"feature_set\": \"full\", \"true_positive_rate\": 0.7718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18939216146444496, \"feature_set\": \"full\", \"true_positive_rate\": 0.7718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18939216146444496, \"feature_set\": \"full\", \"true_positive_rate\": 0.7722558340535869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18962684815770947, \"feature_set\": \"full\", \"true_positive_rate\": 0.7722558340535869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18962684815770947, \"feature_set\": \"full\", \"true_positive_rate\": 0.7726879861711322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18986153485097396, \"feature_set\": \"full\", \"true_positive_rate\": 0.7726879861711322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18986153485097396, \"feature_set\": \"full\", \"true_positive_rate\": 0.7731201382886776, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19009622154423844, \"feature_set\": \"full\", \"true_positive_rate\": 0.7731201382886776, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19009622154423844, \"feature_set\": \"full\", \"true_positive_rate\": 0.773552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19033090823750293, \"feature_set\": \"full\", \"true_positive_rate\": 0.773552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19033090823750293, \"feature_set\": \"full\", \"true_positive_rate\": 0.7752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1905655949307674, \"feature_set\": \"full\", \"true_positive_rate\": 0.7752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1905655949307674, \"feature_set\": \"full\", \"true_positive_rate\": 0.7761452031114953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1912696550105609, \"feature_set\": \"full\", \"true_positive_rate\": 0.7761452031114953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1912696550105609, \"feature_set\": \"full\", \"true_positive_rate\": 0.7765773552290406, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1917390283970899, \"feature_set\": \"full\", \"true_positive_rate\": 0.7765773552290406, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1917390283970899, \"feature_set\": \"full\", \"true_positive_rate\": 0.7774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19220840178361887, \"feature_set\": \"full\", \"true_positive_rate\": 0.7774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19220840178361887, \"feature_set\": \"full\", \"true_positive_rate\": 0.7778738115816768, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19267777517014786, \"feature_set\": \"full\", \"true_positive_rate\": 0.7778738115816768, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19267777517014786, \"feature_set\": \"full\", \"true_positive_rate\": 0.7787381158167676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19314714855667683, \"feature_set\": \"full\", \"true_positive_rate\": 0.7787381158167676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19314714855667683, \"feature_set\": \"full\", \"true_positive_rate\": 0.7808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19338183524994132, \"feature_set\": \"full\", \"true_positive_rate\": 0.7808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19338183524994132, \"feature_set\": \"full\", \"true_positive_rate\": 0.7821953327571305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19385120863647032, \"feature_set\": \"full\", \"true_positive_rate\": 0.7821953327571305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19385120863647032, \"feature_set\": \"full\", \"true_positive_rate\": 0.7826274848746759, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19525932879605726, \"feature_set\": \"full\", \"true_positive_rate\": 0.7826274848746759, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19525932879605726, \"feature_set\": \"full\", \"true_positive_rate\": 0.7834917891097667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19572870218258626, \"feature_set\": \"full\", \"true_positive_rate\": 0.7834917891097667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19572870218258626, \"feature_set\": \"full\", \"true_positive_rate\": 0.783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19619807556911523, \"feature_set\": \"full\", \"true_positive_rate\": 0.783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19619807556911523, \"feature_set\": \"full\", \"true_positive_rate\": 0.7843560933448573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19666744895564423, \"feature_set\": \"full\", \"true_positive_rate\": 0.7843560933448573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19666744895564423, \"feature_set\": \"full\", \"true_positive_rate\": 0.7847882454624028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1969021356489087, \"feature_set\": \"full\", \"true_positive_rate\": 0.7847882454624028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1969021356489087, \"feature_set\": \"full\", \"true_positive_rate\": 0.7856525496974935, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1976061957287022, \"feature_set\": \"full\", \"true_positive_rate\": 0.7856525496974935, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1976061957287022, \"feature_set\": \"full\", \"true_positive_rate\": 0.7860847018150389, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19831025580849565, \"feature_set\": \"full\", \"true_positive_rate\": 0.7860847018150389, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19831025580849565, \"feature_set\": \"full\", \"true_positive_rate\": 0.7865168539325843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19877962919502465, \"feature_set\": \"full\", \"true_positive_rate\": 0.7865168539325843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19877962919502465, \"feature_set\": \"full\", \"true_positive_rate\": 0.7873811581676751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19901431588828913, \"feature_set\": \"full\", \"true_positive_rate\": 0.7873811581676751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19901431588828913, \"feature_set\": \"full\", \"true_positive_rate\": 0.7882454624027658, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19924900258155362, \"feature_set\": \"full\", \"true_positive_rate\": 0.7882454624027658, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19924900258155362, \"feature_set\": \"full\", \"true_positive_rate\": 0.7886776145203112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1994836892748181, \"feature_set\": \"full\", \"true_positive_rate\": 0.7886776145203112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1994836892748181, \"feature_set\": \"full\", \"true_positive_rate\": 0.7904062229904927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20042243604787607, \"feature_set\": \"full\", \"true_positive_rate\": 0.7904062229904927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20042243604787607, \"feature_set\": \"full\", \"true_positive_rate\": 0.790838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2006571227411406, \"feature_set\": \"full\", \"true_positive_rate\": 0.790838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2006571227411406, \"feature_set\": \"full\", \"true_positive_rate\": 0.7912705272255834, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20136118282093404, \"feature_set\": \"full\", \"true_positive_rate\": 0.7912705272255834, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20136118282093404, \"feature_set\": \"full\", \"true_positive_rate\": 0.7917026793431288, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202299929593992, \"feature_set\": \"full\", \"true_positive_rate\": 0.7917026793431288, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202299929593992, \"feature_set\": \"full\", \"true_positive_rate\": 0.7929991356957649, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20253461628725652, \"feature_set\": \"full\", \"true_positive_rate\": 0.7929991356957649, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20253461628725652, \"feature_set\": \"full\", \"true_positive_rate\": 0.7934312878133103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20417742314010795, \"feature_set\": \"full\", \"true_positive_rate\": 0.7934312878133103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20417742314010795, \"feature_set\": \"full\", \"true_positive_rate\": 0.7938634399308556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20488148321990143, \"feature_set\": \"full\", \"true_positive_rate\": 0.7938634399308556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20488148321990143, \"feature_set\": \"full\", \"true_positive_rate\": 0.7942955920484011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2058202299929594, \"feature_set\": \"full\", \"true_positive_rate\": 0.7942955920484011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2058202299929594, \"feature_set\": \"full\", \"true_positive_rate\": 0.7947277441659464, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2060549166862239, \"feature_set\": \"full\", \"true_positive_rate\": 0.7947277441659464, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2060549166862239, \"feature_set\": \"full\", \"true_positive_rate\": 0.7951598962834918, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20628960337948837, \"feature_set\": \"full\", \"true_positive_rate\": 0.7951598962834918, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20628960337948837, \"feature_set\": \"full\", \"true_positive_rate\": 0.7964563526361279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20746303684581086, \"feature_set\": \"full\", \"true_positive_rate\": 0.7964563526361279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20746303684581086, \"feature_set\": \"full\", \"true_positive_rate\": 0.7968885047536733, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2081670969256043, \"feature_set\": \"full\", \"true_positive_rate\": 0.7968885047536733, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2081670969256043, \"feature_set\": \"full\", \"true_positive_rate\": 0.7973206568712187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2088711570053978, \"feature_set\": \"full\", \"true_positive_rate\": 0.7973206568712187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2088711570053978, \"feature_set\": \"full\", \"true_positive_rate\": 0.797752808988764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20934053039192677, \"feature_set\": \"full\", \"true_positive_rate\": 0.797752808988764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20934053039192677, \"feature_set\": \"full\", \"true_positive_rate\": 0.7981849611063094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20957521708519128, \"feature_set\": \"full\", \"true_positive_rate\": 0.7981849611063094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20957521708519128, \"feature_set\": \"full\", \"true_positive_rate\": 0.7994814174589455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20980990377845576, \"feature_set\": \"full\", \"true_positive_rate\": 0.7994814174589455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20980990377845576, \"feature_set\": \"full\", \"true_positive_rate\": 0.799913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21051396385824925, \"feature_set\": \"full\", \"true_positive_rate\": 0.799913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21051396385824925, \"feature_set\": \"full\", \"true_positive_rate\": 0.8016421780466725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2116873973245717, \"feature_set\": \"full\", \"true_positive_rate\": 0.8016421780466725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2116873973245717, \"feature_set\": \"full\", \"true_positive_rate\": 0.8025064822817631, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2119220840178362, \"feature_set\": \"full\", \"true_positive_rate\": 0.8025064822817631, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2119220840178362, \"feature_set\": \"full\", \"true_positive_rate\": 0.8029386343993086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21215677071110067, \"feature_set\": \"full\", \"true_positive_rate\": 0.8029386343993086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21215677071110067, \"feature_set\": \"full\", \"true_positive_rate\": 0.8046672428694901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21239145740436519, \"feature_set\": \"full\", \"true_positive_rate\": 0.8046672428694901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21239145740436519, \"feature_set\": \"full\", \"true_positive_rate\": 0.8055315471045809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21356489087068764, \"feature_set\": \"full\", \"true_positive_rate\": 0.8055315471045809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21356489087068764, \"feature_set\": \"full\", \"true_positive_rate\": 0.8063958513396715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21379957756395213, \"feature_set\": \"full\", \"true_positive_rate\": 0.8063958513396715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21379957756395213, \"feature_set\": \"full\", \"true_positive_rate\": 0.8072601555747623, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2142689509504811, \"feature_set\": \"full\", \"true_positive_rate\": 0.8072601555747623, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2142689509504811, \"feature_set\": \"full\", \"true_positive_rate\": 0.8076923076923077, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2145036376437456, \"feature_set\": \"full\", \"true_positive_rate\": 0.8076923076923077, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2145036376437456, \"feature_set\": \"full\", \"true_positive_rate\": 0.808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21497301103027458, \"feature_set\": \"full\", \"true_positive_rate\": 0.808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21497301103027458, \"feature_set\": \"full\", \"true_positive_rate\": 0.8098530682800346, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21520769772353907, \"feature_set\": \"full\", \"true_positive_rate\": 0.8098530682800346, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21520769772353907, \"feature_set\": \"full\", \"true_positive_rate\": 0.8107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21544238441680358, \"feature_set\": \"full\", \"true_positive_rate\": 0.8107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21544238441680358, \"feature_set\": \"full\", \"true_positive_rate\": 0.8115816767502161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21614644449659703, \"feature_set\": \"full\", \"true_positive_rate\": 0.8115816767502161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21614644449659703, \"feature_set\": \"full\", \"true_positive_rate\": 0.8120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.217085191269655, \"feature_set\": \"full\", \"true_positive_rate\": 0.8120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.217085191269655, \"feature_set\": \"full\", \"true_positive_rate\": 0.8141745894554884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2173198779629195, \"feature_set\": \"full\", \"true_positive_rate\": 0.8141745894554884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2173198779629195, \"feature_set\": \"full\", \"true_positive_rate\": 0.8146067415730337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2177892513494485, \"feature_set\": \"full\", \"true_positive_rate\": 0.8146067415730337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2177892513494485, \"feature_set\": \"full\", \"true_positive_rate\": 0.8163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21802393804271297, \"feature_set\": \"full\", \"true_positive_rate\": 0.8163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21802393804271297, \"feature_set\": \"full\", \"true_positive_rate\": 0.8167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21872799812250646, \"feature_set\": \"full\", \"true_positive_rate\": 0.8167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21872799812250646, \"feature_set\": \"full\", \"true_positive_rate\": 0.8176318063958513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21896268481577094, \"feature_set\": \"full\", \"true_positive_rate\": 0.8176318063958513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21896268481577094, \"feature_set\": \"full\", \"true_positive_rate\": 0.8180639585133967, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21919737150903543, \"feature_set\": \"full\", \"true_positive_rate\": 0.8180639585133967, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21919737150903543, \"feature_set\": \"full\", \"true_positive_rate\": 0.8184961106309421, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2201361182820934, \"feature_set\": \"full\", \"true_positive_rate\": 0.8184961106309421, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2201361182820934, \"feature_set\": \"full\", \"true_positive_rate\": 0.8193604148660328, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2229523586012673, \"feature_set\": \"full\", \"true_positive_rate\": 0.8193604148660328, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2229523586012673, \"feature_set\": \"full\", \"true_positive_rate\": 0.8197925669835783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2231870452945318, \"feature_set\": \"full\", \"true_positive_rate\": 0.8197925669835783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2231870452945318, \"feature_set\": \"full\", \"true_positive_rate\": 0.8202247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2234217319877963, \"feature_set\": \"full\", \"true_positive_rate\": 0.8202247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2234217319877963, \"feature_set\": \"full\", \"true_positive_rate\": 0.8206568712186689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22436047876085427, \"feature_set\": \"full\", \"true_positive_rate\": 0.8206568712186689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22436047876085427, \"feature_set\": \"full\", \"true_positive_rate\": 0.8215211754537597, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22506453884064773, \"feature_set\": \"full\", \"true_positive_rate\": 0.8215211754537597, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22506453884064773, \"feature_set\": \"full\", \"true_positive_rate\": 0.8228176318063959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22529922553391224, \"feature_set\": \"full\", \"true_positive_rate\": 0.8228176318063959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22529922553391224, \"feature_set\": \"full\", \"true_positive_rate\": 0.8232497839239412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2262379723069702, \"feature_set\": \"full\", \"true_positive_rate\": 0.8232497839239412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2262379723069702, \"feature_set\": \"full\", \"true_positive_rate\": 0.824114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2264726590002347, \"feature_set\": \"full\", \"true_positive_rate\": 0.824114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2264726590002347, \"feature_set\": \"full\", \"true_positive_rate\": 0.8245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22670734569349918, \"feature_set\": \"full\", \"true_positive_rate\": 0.8245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22670734569349918, \"feature_set\": \"full\", \"true_positive_rate\": 0.8249783923941227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22694203238676366, \"feature_set\": \"full\", \"true_positive_rate\": 0.8249783923941227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22694203238676366, \"feature_set\": \"full\", \"true_positive_rate\": 0.8254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2290542126261441, \"feature_set\": \"full\", \"true_positive_rate\": 0.8254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2290542126261441, \"feature_set\": \"full\", \"true_positive_rate\": 0.8258426966292135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22975827270593757, \"feature_set\": \"full\", \"true_positive_rate\": 0.8258426966292135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22975827270593757, \"feature_set\": \"full\", \"true_positive_rate\": 0.8267070008643043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23069701947899554, \"feature_set\": \"full\", \"true_positive_rate\": 0.8267070008643043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23069701947899554, \"feature_set\": \"full\", \"true_positive_rate\": 0.8271391529818496, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2316357662520535, \"feature_set\": \"full\", \"true_positive_rate\": 0.8271391529818496, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2316357662520535, \"feature_set\": \"full\", \"true_positive_rate\": 0.8280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.231870452945318, \"feature_set\": \"full\", \"true_positive_rate\": 0.8280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.231870452945318, \"feature_set\": \"full\", \"true_positive_rate\": 0.8284356093344858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.232339826331847, \"feature_set\": \"full\", \"true_positive_rate\": 0.8284356093344858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.232339826331847, \"feature_set\": \"full\", \"true_positive_rate\": 0.8288677614520311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23280919971837596, \"feature_set\": \"full\", \"true_positive_rate\": 0.8288677614520311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23280919971837596, \"feature_set\": \"full\", \"true_positive_rate\": 0.8292999135695764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23304388641164045, \"feature_set\": \"full\", \"true_positive_rate\": 0.8292999135695764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23304388641164045, \"feature_set\": \"full\", \"true_positive_rate\": 0.8297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23327857310490496, \"feature_set\": \"full\", \"true_positive_rate\": 0.8297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23327857310490496, \"feature_set\": \"full\", \"true_positive_rate\": 0.8305963699222126, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23421731987796293, \"feature_set\": \"full\", \"true_positive_rate\": 0.8305963699222126, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23421731987796293, \"feature_set\": \"full\", \"true_positive_rate\": 0.831028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.831028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.8314606741573034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2349213799577564, \"feature_set\": \"full\", \"true_positive_rate\": 0.8314606741573034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2349213799577564, \"feature_set\": \"full\", \"true_positive_rate\": 0.8323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23562544003754987, \"feature_set\": \"full\", \"true_positive_rate\": 0.8323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23562544003754987, \"feature_set\": \"full\", \"true_positive_rate\": 0.8336214347450303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23632950011734336, \"feature_set\": \"full\", \"true_positive_rate\": 0.8336214347450303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23632950011734336, \"feature_set\": \"full\", \"true_positive_rate\": 0.8340535868625756, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2370335601971368, \"feature_set\": \"full\", \"true_positive_rate\": 0.8340535868625756, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2370335601971368, \"feature_set\": \"full\", \"true_positive_rate\": 0.834485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23726824689040132, \"feature_set\": \"full\", \"true_positive_rate\": 0.834485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23726824689040132, \"feature_set\": \"full\", \"true_positive_rate\": 0.8349178910976663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2377376202769303, \"feature_set\": \"full\", \"true_positive_rate\": 0.8349178910976663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2377376202769303, \"feature_set\": \"full\", \"true_positive_rate\": 0.8353500432152118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2382069936634593, \"feature_set\": \"full\", \"true_positive_rate\": 0.8353500432152118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2382069936634593, \"feature_set\": \"full\", \"true_positive_rate\": 0.8362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23891105374325275, \"feature_set\": \"full\", \"true_positive_rate\": 0.8362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23891105374325275, \"feature_set\": \"full\", \"true_positive_rate\": 0.8366464995678479, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23961511382304623, \"feature_set\": \"full\", \"true_positive_rate\": 0.8366464995678479, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23961511382304623, \"feature_set\": \"full\", \"true_positive_rate\": 0.8370786516853933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24172729406242666, \"feature_set\": \"full\", \"true_positive_rate\": 0.8370786516853933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24172729406242666, \"feature_set\": \"full\", \"true_positive_rate\": 0.8375108038029386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2429007275287491, \"feature_set\": \"full\", \"true_positive_rate\": 0.8375108038029386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2429007275287491, \"feature_set\": \"full\", \"true_positive_rate\": 0.8383751080380294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2440741609950716, \"feature_set\": \"full\", \"true_positive_rate\": 0.8383751080380294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2440741609950716, \"feature_set\": \"full\", \"true_positive_rate\": 0.8392394122731202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24454353438160056, \"feature_set\": \"full\", \"true_positive_rate\": 0.8392394122731202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24454353438160056, \"feature_set\": \"full\", \"true_positive_rate\": 0.8396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24618634123445202, \"feature_set\": \"full\", \"true_positive_rate\": 0.8396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24618634123445202, \"feature_set\": \"full\", \"true_positive_rate\": 0.8401037165082109, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24735977470077447, \"feature_set\": \"full\", \"true_positive_rate\": 0.8401037165082109, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24735977470077447, \"feature_set\": \"full\", \"true_positive_rate\": 0.8405358686257562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24853320816709693, \"feature_set\": \"full\", \"true_positive_rate\": 0.8405358686257562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24853320816709693, \"feature_set\": \"full\", \"true_positive_rate\": 0.8409680207433017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2506453884064774, \"feature_set\": \"full\", \"true_positive_rate\": 0.8409680207433017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2506453884064774, \"feature_set\": \"full\", \"true_positive_rate\": 0.841400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25111476179300635, \"feature_set\": \"full\", \"true_positive_rate\": 0.841400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25111476179300635, \"feature_set\": \"full\", \"true_positive_rate\": 0.8422644770959378, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25134944848627083, \"feature_set\": \"full\", \"true_positive_rate\": 0.8422644770959378, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25134944848627083, \"feature_set\": \"full\", \"true_positive_rate\": 0.8426966292134831, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2520535085660643, \"feature_set\": \"full\", \"true_positive_rate\": 0.8426966292134831, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2520535085660643, \"feature_set\": \"full\", \"true_positive_rate\": 0.8439930855661193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25369631541891574, \"feature_set\": \"full\", \"true_positive_rate\": 0.8439930855661193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25369631541891574, \"feature_set\": \"full\", \"true_positive_rate\": 0.8444252376836646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2548697488852382, \"feature_set\": \"full\", \"true_positive_rate\": 0.8444252376836646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2548697488852382, \"feature_set\": \"full\", \"true_positive_rate\": 0.8448573898012101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25580849565829616, \"feature_set\": \"full\", \"true_positive_rate\": 0.8448573898012101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25580849565829616, \"feature_set\": \"full\", \"true_positive_rate\": 0.8457216940363008, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25627786904482514, \"feature_set\": \"full\", \"true_positive_rate\": 0.8457216940363008, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25627786904482514, \"feature_set\": \"full\", \"true_positive_rate\": 0.8465859982713916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2565125557380897, \"feature_set\": \"full\", \"true_positive_rate\": 0.8465859982713916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2565125557380897, \"feature_set\": \"full\", \"true_positive_rate\": 0.8474503025064822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25698192912461865, \"feature_set\": \"full\", \"true_positive_rate\": 0.8474503025064822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25698192912461865, \"feature_set\": \"full\", \"true_positive_rate\": 0.8487467588591184, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25909410936399907, \"feature_set\": \"full\", \"true_positive_rate\": 0.8487467588591184, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25909410936399907, \"feature_set\": \"full\", \"true_positive_rate\": 0.8491789109766638, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25932879605726356, \"feature_set\": \"full\", \"true_positive_rate\": 0.8491789109766638, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25932879605726356, \"feature_set\": \"full\", \"true_positive_rate\": 0.8500432152117545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25956348275052804, \"feature_set\": \"full\", \"true_positive_rate\": 0.8500432152117545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25956348275052804, \"feature_set\": \"full\", \"true_positive_rate\": 0.8504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2602675428303215, \"feature_set\": \"full\", \"true_positive_rate\": 0.8504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2602675428303215, \"feature_set\": \"full\", \"true_positive_rate\": 0.8509075194468453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26261440976296646, \"feature_set\": \"full\", \"true_positive_rate\": 0.8509075194468453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26261440976296646, \"feature_set\": \"full\", \"true_positive_rate\": 0.851771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2633184698427599, \"feature_set\": \"full\", \"true_positive_rate\": 0.851771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2633184698427599, \"feature_set\": \"full\", \"true_positive_rate\": 0.8526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2647265900023469, \"feature_set\": \"full\", \"true_positive_rate\": 0.8526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2647265900023469, \"feature_set\": \"full\", \"true_positive_rate\": 0.8543647363872083, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2661347101619338, \"feature_set\": \"full\", \"true_positive_rate\": 0.8543647363872083, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2661347101619338, \"feature_set\": \"full\", \"true_positive_rate\": 0.8556611927398444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26636939685519834, \"feature_set\": \"full\", \"true_positive_rate\": 0.8556611927398444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26636939685519834, \"feature_set\": \"full\", \"true_positive_rate\": 0.8560933448573897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2666040835484628, \"feature_set\": \"full\", \"true_positive_rate\": 0.8560933448573897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2666040835484628, \"feature_set\": \"full\", \"true_positive_rate\": 0.857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2670734569349918, \"feature_set\": \"full\", \"true_positive_rate\": 0.857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2670734569349918, \"feature_set\": \"full\", \"true_positive_rate\": 0.8578219533275713, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2682468904013142, \"feature_set\": \"full\", \"true_positive_rate\": 0.8578219533275713, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2682468904013142, \"feature_set\": \"full\", \"true_positive_rate\": 0.858686257562662, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26871626378784325, \"feature_set\": \"full\", \"true_positive_rate\": 0.858686257562662, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26871626378784325, \"feature_set\": \"full\", \"true_positive_rate\": 0.8591184096802075, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26895095048110773, \"feature_set\": \"full\", \"true_positive_rate\": 0.8591184096802075, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26895095048110773, \"feature_set\": \"full\", \"true_positive_rate\": 0.8599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2698896972541657, \"feature_set\": \"full\", \"true_positive_rate\": 0.8599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2698896972541657, \"feature_set\": \"full\", \"true_positive_rate\": 0.8604148660328436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27012438394743016, \"feature_set\": \"full\", \"true_positive_rate\": 0.8604148660328436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27012438394743016, \"feature_set\": \"full\", \"true_positive_rate\": 0.8608470181503889, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2715325041070171, \"feature_set\": \"full\", \"true_positive_rate\": 0.8608470181503889, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2715325041070171, \"feature_set\": \"full\", \"true_positive_rate\": 0.8621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27340999765313306, \"feature_set\": \"full\", \"true_positive_rate\": 0.8621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27340999765313306, \"feature_set\": \"full\", \"true_positive_rate\": 0.8634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2741140577329265, \"feature_set\": \"full\", \"true_positive_rate\": 0.8634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2741140577329265, \"feature_set\": \"full\", \"true_positive_rate\": 0.8643042350907519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27434874442619106, \"feature_set\": \"full\", \"true_positive_rate\": 0.8643042350907519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27434874442619106, \"feature_set\": \"full\", \"true_positive_rate\": 0.8647363872082974, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2750528045059845, \"feature_set\": \"full\", \"true_positive_rate\": 0.8647363872082974, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2750528045059845, \"feature_set\": \"full\", \"true_positive_rate\": 0.8651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2764609246655715, \"feature_set\": \"full\", \"true_positive_rate\": 0.8651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2764609246655715, \"feature_set\": \"full\", \"true_positive_rate\": 0.865600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27716498474536494, \"feature_set\": \"full\", \"true_positive_rate\": 0.865600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27716498474536494, \"feature_set\": \"full\", \"true_positive_rate\": 0.8660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2778690448251584, \"feature_set\": \"full\", \"true_positive_rate\": 0.8660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2778690448251584, \"feature_set\": \"full\", \"true_positive_rate\": 0.8664649956784788, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2783384182116874, \"feature_set\": \"full\", \"true_positive_rate\": 0.8664649956784788, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2783384182116874, \"feature_set\": \"full\", \"true_positive_rate\": 0.8668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2811546585308613, \"feature_set\": \"full\", \"true_positive_rate\": 0.8668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2811546585308613, \"feature_set\": \"full\", \"true_positive_rate\": 0.8686257562662058, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2823280919971838, \"feature_set\": \"full\", \"true_positive_rate\": 0.8686257562662058, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2823280919971838, \"feature_set\": \"full\", \"true_positive_rate\": 0.8690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2832668387702417, \"feature_set\": \"full\", \"true_positive_rate\": 0.8690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2832668387702417, \"feature_set\": \"full\", \"true_positive_rate\": 0.8694900605012964, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2835015254635062, \"feature_set\": \"full\", \"true_positive_rate\": 0.8694900605012964, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2835015254635062, \"feature_set\": \"full\", \"true_positive_rate\": 0.8699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2860830790894156, \"feature_set\": \"full\", \"true_positive_rate\": 0.8699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2860830790894156, \"feature_set\": \"full\", \"true_positive_rate\": 0.8707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28655245247594463, \"feature_set\": \"full\", \"true_positive_rate\": 0.8707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28655245247594463, \"feature_set\": \"full\", \"true_positive_rate\": 0.8712186689714779, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28842994602206057, \"feature_set\": \"full\", \"true_positive_rate\": 0.8712186689714779, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28842994602206057, \"feature_set\": \"full\", \"true_positive_rate\": 0.8716508210890234, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28866463271532505, \"feature_set\": \"full\", \"true_positive_rate\": 0.8716508210890234, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28866463271532505, \"feature_set\": \"full\", \"true_positive_rate\": 0.8720829732065687, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29124618634123445, \"feature_set\": \"full\", \"true_positive_rate\": 0.8720829732065687, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29124618634123445, \"feature_set\": \"full\", \"true_positive_rate\": 0.8725151253241141, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29241961980755693, \"feature_set\": \"full\", \"true_positive_rate\": 0.8725151253241141, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29241961980755693, \"feature_set\": \"full\", \"true_positive_rate\": 0.8729472774416595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2928889931940859, \"feature_set\": \"full\", \"true_positive_rate\": 0.8729472774416595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2928889931940859, \"feature_set\": \"full\", \"true_positive_rate\": 0.8733794295592049, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29382773996714384, \"feature_set\": \"full\", \"true_positive_rate\": 0.8733794295592049, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29382773996714384, \"feature_set\": \"full\", \"true_positive_rate\": 0.8738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29476648674020184, \"feature_set\": \"full\", \"true_positive_rate\": 0.8738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29476648674020184, \"feature_set\": \"full\", \"true_positive_rate\": 0.8742437337942955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2950011734334663, \"feature_set\": \"full\", \"true_positive_rate\": 0.8742437337942955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2950011734334663, \"feature_set\": \"full\", \"true_positive_rate\": 0.874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2952358601267308, \"feature_set\": \"full\", \"true_positive_rate\": 0.874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2952358601267308, \"feature_set\": \"full\", \"true_positive_rate\": 0.8751080380293863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2954705468199953, \"feature_set\": \"full\", \"true_positive_rate\": 0.8751080380293863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2954705468199953, \"feature_set\": \"full\", \"true_positive_rate\": 0.8755401901469317, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2964092935930533, \"feature_set\": \"full\", \"true_positive_rate\": 0.8755401901469317, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2964092935930533, \"feature_set\": \"full\", \"true_positive_rate\": 0.8764044943820225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2985214738324337, \"feature_set\": \"full\", \"true_positive_rate\": 0.8764044943820225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2985214738324337, \"feature_set\": \"full\", \"true_positive_rate\": 0.8768366464995678, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29946022060549166, \"feature_set\": \"full\", \"true_positive_rate\": 0.8768366464995678, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29946022060549166, \"feature_set\": \"full\", \"true_positive_rate\": 0.8772687986171133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3022764609246656, \"feature_set\": \"full\", \"true_positive_rate\": 0.8772687986171133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3022764609246656, \"feature_set\": \"full\", \"true_positive_rate\": 0.8777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30274583431119456, \"feature_set\": \"full\", \"true_positive_rate\": 0.8777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30274583431119456, \"feature_set\": \"full\", \"true_positive_rate\": 0.878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30626613471016195, \"feature_set\": \"full\", \"true_positive_rate\": 0.878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30626613471016195, \"feature_set\": \"full\", \"true_positive_rate\": 0.8785652549697494, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30650082140342644, \"feature_set\": \"full\", \"true_positive_rate\": 0.8785652549697494, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30650082140342644, \"feature_set\": \"full\", \"true_positive_rate\": 0.8789974070872947, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30790894156301335, \"feature_set\": \"full\", \"true_positive_rate\": 0.8789974070872947, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30790894156301335, \"feature_set\": \"full\", \"true_positive_rate\": 0.8798617113223854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3093170617226003, \"feature_set\": \"full\", \"true_positive_rate\": 0.8798617113223854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3093170617226003, \"feature_set\": \"full\", \"true_positive_rate\": 0.8802938634399309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3095517484158648, \"feature_set\": \"full\", \"true_positive_rate\": 0.8802938634399309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3095517484158648, \"feature_set\": \"full\", \"true_positive_rate\": 0.8807260155574762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3104904951889228, \"feature_set\": \"full\", \"true_positive_rate\": 0.8807260155574762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3104904951889228, \"feature_set\": \"full\", \"true_positive_rate\": 0.8811581676750216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3116639286552452, \"feature_set\": \"full\", \"true_positive_rate\": 0.8811581676750216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3116639286552452, \"feature_set\": \"full\", \"true_positive_rate\": 0.881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3133067355080967, \"feature_set\": \"full\", \"true_positive_rate\": 0.881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3133067355080967, \"feature_set\": \"full\", \"true_positive_rate\": 0.8820224719101124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3142454822811547, \"feature_set\": \"full\", \"true_positive_rate\": 0.8820224719101124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3142454822811547, \"feature_set\": \"full\", \"true_positive_rate\": 0.8824546240276577, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3151842290542126, \"feature_set\": \"full\", \"true_positive_rate\": 0.8824546240276577, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3151842290542126, \"feature_set\": \"full\", \"true_positive_rate\": 0.8828867761452031, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31706172260032855, \"feature_set\": \"full\", \"true_positive_rate\": 0.8828867761452031, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31706172260032855, \"feature_set\": \"full\", \"true_positive_rate\": 0.8833189282627485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31964327622623795, \"feature_set\": \"full\", \"true_positive_rate\": 0.8833189282627485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31964327622623795, \"feature_set\": \"full\", \"true_positive_rate\": 0.8837510803802938, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3198779629195025, \"feature_set\": \"full\", \"true_positive_rate\": 0.8837510803802938, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3198779629195025, \"feature_set\": \"full\", \"true_positive_rate\": 0.8841832324978393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32058202299929595, \"feature_set\": \"full\", \"true_positive_rate\": 0.8841832324978393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32058202299929595, \"feature_set\": \"full\", \"true_positive_rate\": 0.88504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3212860830790894, \"feature_set\": \"full\", \"true_positive_rate\": 0.88504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3212860830790894, \"feature_set\": \"full\", \"true_positive_rate\": 0.8854796888504753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3215207697723539, \"feature_set\": \"full\", \"true_positive_rate\": 0.8854796888504753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3215207697723539, \"feature_set\": \"full\", \"true_positive_rate\": 0.8859118409680208, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3222248298521474, \"feature_set\": \"full\", \"true_positive_rate\": 0.8859118409680208, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3222248298521474, \"feature_set\": \"full\", \"true_positive_rate\": 0.8872082973206569, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3224595165454119, \"feature_set\": \"full\", \"true_positive_rate\": 0.8872082973206569, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3224595165454119, \"feature_set\": \"full\", \"true_positive_rate\": 0.8880726015557476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3233982633184698, \"feature_set\": \"full\", \"true_positive_rate\": 0.8880726015557476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3233982633184698, \"feature_set\": \"full\", \"true_positive_rate\": 0.888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32410232339826334, \"feature_set\": \"full\", \"true_positive_rate\": 0.888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32410232339826334, \"feature_set\": \"full\", \"true_positive_rate\": 0.8889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3243370100915278, \"feature_set\": \"full\", \"true_positive_rate\": 0.8889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3243370100915278, \"feature_set\": \"full\", \"true_positive_rate\": 0.8893690579083837, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3245716967847923, \"feature_set\": \"full\", \"true_positive_rate\": 0.8893690579083837, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3245716967847923, \"feature_set\": \"full\", \"true_positive_rate\": 0.8898012100259292, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3250410701713213, \"feature_set\": \"full\", \"true_positive_rate\": 0.8898012100259292, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3250410701713213, \"feature_set\": \"full\", \"true_positive_rate\": 0.8902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3259798169443793, \"feature_set\": \"full\", \"true_positive_rate\": 0.8902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3259798169443793, \"feature_set\": \"full\", \"true_positive_rate\": 0.8910976663785652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32621450363764376, \"feature_set\": \"full\", \"true_positive_rate\": 0.8910976663785652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32621450363764376, \"feature_set\": \"full\", \"true_positive_rate\": 0.8915298184961107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32903074395681764, \"feature_set\": \"full\", \"true_positive_rate\": 0.8915298184961107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32903074395681764, \"feature_set\": \"full\", \"true_positive_rate\": 0.891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3302041774231401, \"feature_set\": \"full\", \"true_positive_rate\": 0.891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3302041774231401, \"feature_set\": \"full\", \"true_positive_rate\": 0.8923941227312013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3304388641164046, \"feature_set\": \"full\", \"true_positive_rate\": 0.8923941227312013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3304388641164046, \"feature_set\": \"full\", \"true_positive_rate\": 0.8928262748487468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33208167096925606, \"feature_set\": \"full\", \"true_positive_rate\": 0.8928262748487468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33208167096925606, \"feature_set\": \"full\", \"true_positive_rate\": 0.8932584269662921, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33348979112884297, \"feature_set\": \"full\", \"true_positive_rate\": 0.8932584269662921, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33348979112884297, \"feature_set\": \"full\", \"true_positive_rate\": 0.8936905790838375, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33489791128842994, \"feature_set\": \"full\", \"true_positive_rate\": 0.8936905790838375, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33489791128842994, \"feature_set\": \"full\", \"true_positive_rate\": 0.8941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3356019713682234, \"feature_set\": \"full\", \"true_positive_rate\": 0.8941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3356019713682234, \"feature_set\": \"full\", \"true_positive_rate\": 0.8945548833189283, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33583665806148794, \"feature_set\": \"full\", \"true_positive_rate\": 0.8945548833189283, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33583665806148794, \"feature_set\": \"full\", \"true_positive_rate\": 0.8949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3367754048345459, \"feature_set\": \"full\", \"true_positive_rate\": 0.8949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3367754048345459, \"feature_set\": \"full\", \"true_positive_rate\": 0.8954191875540191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3388875850739263, \"feature_set\": \"full\", \"true_positive_rate\": 0.8954191875540191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3388875850739263, \"feature_set\": \"full\", \"true_positive_rate\": 0.8958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3391222717671908, \"feature_set\": \"full\", \"true_positive_rate\": 0.8958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3391222717671908, \"feature_set\": \"full\", \"true_positive_rate\": 0.8971477960242005, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34076507862004224, \"feature_set\": \"full\", \"true_positive_rate\": 0.8971477960242005, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34076507862004224, \"feature_set\": \"full\", \"true_positive_rate\": 0.8975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3409997653133067, \"feature_set\": \"full\", \"true_positive_rate\": 0.8975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3409997653133067, \"feature_set\": \"full\", \"true_positive_rate\": 0.8980121002592912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3435813189392162, \"feature_set\": \"full\", \"true_positive_rate\": 0.8980121002592912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3435813189392162, \"feature_set\": \"full\", \"true_positive_rate\": 0.8993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34663224595165454, \"feature_set\": \"full\", \"true_positive_rate\": 0.8993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34663224595165454, \"feature_set\": \"full\", \"true_positive_rate\": 0.9006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.9006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.346866932644919, \"feature_set\": \"full\", \"true_positive_rate\": 0.9014693171996543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.347336306031448, \"feature_set\": \"full\", \"true_positive_rate\": 0.9014693171996543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.347336306031448, \"feature_set\": \"full\", \"true_positive_rate\": 0.902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3480403661112415, \"feature_set\": \"full\", \"true_positive_rate\": 0.902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3480403661112415, \"feature_set\": \"full\", \"true_positive_rate\": 0.9027657735522904, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3527340999765313, \"feature_set\": \"full\", \"true_positive_rate\": 0.9027657735522904, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3527340999765313, \"feature_set\": \"full\", \"true_positive_rate\": 0.9031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3534381600563248, \"feature_set\": \"full\", \"true_positive_rate\": 0.9031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3534381600563248, \"feature_set\": \"full\", \"true_positive_rate\": 0.9036300777873811, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3541422201361183, \"feature_set\": \"full\", \"true_positive_rate\": 0.9036300777873811, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3541422201361183, \"feature_set\": \"full\", \"true_positive_rate\": 0.9040622299049266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35484628021591175, \"feature_set\": \"full\", \"true_positive_rate\": 0.9040622299049266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35484628021591175, \"feature_set\": \"full\", \"true_positive_rate\": 0.9044943820224719, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3553156536024407, \"feature_set\": \"full\", \"true_positive_rate\": 0.9044943820224719, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3553156536024407, \"feature_set\": \"full\", \"true_positive_rate\": 0.9049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3593053273879371, \"feature_set\": \"full\", \"true_positive_rate\": 0.9049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3593053273879371, \"feature_set\": \"full\", \"true_positive_rate\": 0.905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3600093874677306, \"feature_set\": \"full\", \"true_positive_rate\": 0.905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3600093874677306, \"feature_set\": \"full\", \"true_positive_rate\": 0.9062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36047876085425956, \"feature_set\": \"full\", \"true_positive_rate\": 0.9062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36047876085425956, \"feature_set\": \"full\", \"true_positive_rate\": 0.9066551426101987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36141750762731756, \"feature_set\": \"full\", \"true_positive_rate\": 0.9066551426101987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36141750762731756, \"feature_set\": \"full\", \"true_positive_rate\": 0.9070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36188688101384653, \"feature_set\": \"full\", \"true_positive_rate\": 0.9070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36188688101384653, \"feature_set\": \"full\", \"true_positive_rate\": 0.9075194468452895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.362121567707111, \"feature_set\": \"full\", \"true_positive_rate\": 0.9075194468452895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.362121567707111, \"feature_set\": \"full\", \"true_positive_rate\": 0.907951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36282562778690447, \"feature_set\": \"full\", \"true_positive_rate\": 0.907951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36282562778690447, \"feature_set\": \"full\", \"true_positive_rate\": 0.9083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36376437455996247, \"feature_set\": \"full\", \"true_positive_rate\": 0.9083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36376437455996247, \"feature_set\": \"full\", \"true_positive_rate\": 0.9088159031979257, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36751936165219434, \"feature_set\": \"full\", \"true_positive_rate\": 0.9088159031979257, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36751936165219434, \"feature_set\": \"full\", \"true_positive_rate\": 0.909248055315471, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36775404834545883, \"feature_set\": \"full\", \"true_positive_rate\": 0.909248055315471, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36775404834545883, \"feature_set\": \"full\", \"true_positive_rate\": 0.9096802074330165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36986622858483925, \"feature_set\": \"full\", \"true_positive_rate\": 0.9096802074330165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36986622858483925, \"feature_set\": \"full\", \"true_positive_rate\": 0.9101123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37573339591645155, \"feature_set\": \"full\", \"true_positive_rate\": 0.9101123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37573339591645155, \"feature_set\": \"full\", \"true_positive_rate\": 0.9105445116681071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37831494954236095, \"feature_set\": \"full\", \"true_positive_rate\": 0.9105445116681071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37831494954236095, \"feature_set\": \"full\", \"true_positive_rate\": 0.9109766637856526, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3790190096221544, \"feature_set\": \"full\", \"true_positive_rate\": 0.9109766637856526, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3790190096221544, \"feature_set\": \"full\", \"true_positive_rate\": 0.9114088159031979, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38136587655479937, \"feature_set\": \"full\", \"true_positive_rate\": 0.9114088159031979, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38136587655479937, \"feature_set\": \"full\", \"true_positive_rate\": 0.9122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38300868340765076, \"feature_set\": \"full\", \"true_positive_rate\": 0.9122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38300868340765076, \"feature_set\": \"full\", \"true_positive_rate\": 0.9127052722558341, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3834780567941798, \"feature_set\": \"full\", \"true_positive_rate\": 0.9127052722558341, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3834780567941798, \"feature_set\": \"full\", \"true_positive_rate\": 0.9131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3837127434874443, \"feature_set\": \"full\", \"true_positive_rate\": 0.9131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3837127434874443, \"feature_set\": \"full\", \"true_positive_rate\": 0.9140017286084702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38418211687397325, \"feature_set\": \"full\", \"true_positive_rate\": 0.9140017286084702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38418211687397325, \"feature_set\": \"full\", \"true_positive_rate\": 0.9144338807260155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3846514902605022, \"feature_set\": \"full\", \"true_positive_rate\": 0.9144338807260155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3846514902605022, \"feature_set\": \"full\", \"true_positive_rate\": 0.9148660328435609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3851208636470312, \"feature_set\": \"full\", \"true_positive_rate\": 0.9148660328435609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3851208636470312, \"feature_set\": \"full\", \"true_positive_rate\": 0.9152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38652898380661815, \"feature_set\": \"full\", \"true_positive_rate\": 0.9152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38652898380661815, \"feature_set\": \"full\", \"true_positive_rate\": 0.9157303370786517, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3886411640459986, \"feature_set\": \"full\", \"true_positive_rate\": 0.9157303370786517, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3886411640459986, \"feature_set\": \"full\", \"true_positive_rate\": 0.916162489196197, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3893452241257921, \"feature_set\": \"full\", \"true_positive_rate\": 0.916162489196197, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3893452241257921, \"feature_set\": \"full\", \"true_positive_rate\": 0.9165946413137425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3905186575921145, \"feature_set\": \"full\", \"true_positive_rate\": 0.9165946413137425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3905186575921145, \"feature_set\": \"full\", \"true_positive_rate\": 0.9170267934312878, \"partition\": \"train\"}, {\"false_positive_rate\": 0.391692091058437, \"feature_set\": \"full\", \"true_positive_rate\": 0.9170267934312878, \"partition\": \"train\"}, {\"false_positive_rate\": 0.391692091058437, \"feature_set\": \"full\", \"true_positive_rate\": 0.9174589455488332, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39263083783149494, \"feature_set\": \"full\", \"true_positive_rate\": 0.9174589455488332, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39263083783149494, \"feature_set\": \"full\", \"true_positive_rate\": 0.9178910976663786, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39356958460455294, \"feature_set\": \"full\", \"true_positive_rate\": 0.9178910976663786, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39356958460455294, \"feature_set\": \"full\", \"true_positive_rate\": 0.918323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3987326918563717, \"feature_set\": \"full\", \"true_positive_rate\": 0.918323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3987326918563717, \"feature_set\": \"full\", \"true_positive_rate\": 0.9191875540190146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3989673785496362, \"feature_set\": \"full\", \"true_positive_rate\": 0.9191875540190146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3989673785496362, \"feature_set\": \"full\", \"true_positive_rate\": 0.9196197061365601, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3996714386294297, \"feature_set\": \"full\", \"true_positive_rate\": 0.9196197061365601, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3996714386294297, \"feature_set\": \"full\", \"true_positive_rate\": 0.9209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4003754987092232, \"feature_set\": \"full\", \"true_positive_rate\": 0.9209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4003754987092232, \"feature_set\": \"full\", \"true_positive_rate\": 0.9213483146067416, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40061018540248766, \"feature_set\": \"full\", \"true_positive_rate\": 0.9213483146067416, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40061018540248766, \"feature_set\": \"full\", \"true_positive_rate\": 0.9217804667242869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40178361886881014, \"feature_set\": \"full\", \"true_positive_rate\": 0.9217804667242869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40178361886881014, \"feature_set\": \"full\", \"true_positive_rate\": 0.9222126188418324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4027223656418681, \"feature_set\": \"full\", \"true_positive_rate\": 0.9222126188418324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4027223656418681, \"feature_set\": \"full\", \"true_positive_rate\": 0.9226447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40882421966674487, \"feature_set\": \"full\", \"true_positive_rate\": 0.9226447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40882421966674487, \"feature_set\": \"full\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4107017132128608, \"feature_set\": \"full\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4107017132128608, \"feature_set\": \"full\", \"true_positive_rate\": 0.9235090751944685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41234452006571226, \"feature_set\": \"full\", \"true_positive_rate\": 0.9235090751944685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41234452006571226, \"feature_set\": \"full\", \"true_positive_rate\": 0.9239412273120138, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4130485801455058, \"feature_set\": \"full\", \"true_positive_rate\": 0.9239412273120138, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4130485801455058, \"feature_set\": \"full\", \"true_positive_rate\": 0.9243733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41351795353203474, \"feature_set\": \"full\", \"true_positive_rate\": 0.9243733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41351795353203474, \"feature_set\": \"full\", \"true_positive_rate\": 0.9248055315471045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4177423140107956, \"feature_set\": \"full\", \"true_positive_rate\": 0.9248055315471045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4177423140107956, \"feature_set\": \"full\", \"true_positive_rate\": 0.92523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41868106078385353, \"feature_set\": \"full\", \"true_positive_rate\": 0.92523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41868106078385353, \"feature_set\": \"full\", \"true_positive_rate\": 0.9261019878997407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.421262614409763, \"feature_set\": \"full\", \"true_positive_rate\": 0.9261019878997407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.421262614409763, \"feature_set\": \"full\", \"true_positive_rate\": 0.9265341400172861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42149730110302747, \"feature_set\": \"full\", \"true_positive_rate\": 0.9265341400172861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42149730110302747, \"feature_set\": \"full\", \"true_positive_rate\": 0.9269662921348315, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4257216615817883, \"feature_set\": \"full\", \"true_positive_rate\": 0.9269662921348315, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4257216615817883, \"feature_set\": \"full\", \"true_positive_rate\": 0.9278305963699223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4259563482750528, \"feature_set\": \"full\", \"true_positive_rate\": 0.9278305963699223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4259563482750528, \"feature_set\": \"full\", \"true_positive_rate\": 0.9282627484874676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4283032152076977, \"feature_set\": \"full\", \"true_positive_rate\": 0.9282627484874676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4283032152076977, \"feature_set\": \"full\", \"true_positive_rate\": 0.9291270527225584, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43018070875381365, \"feature_set\": \"full\", \"true_positive_rate\": 0.9291270527225584, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43018070875381365, \"feature_set\": \"full\", \"true_positive_rate\": 0.9295592048401037, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4329969490729876, \"feature_set\": \"full\", \"true_positive_rate\": 0.9295592048401037, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4329969490729876, \"feature_set\": \"full\", \"true_positive_rate\": 0.9299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4407416099507158, \"feature_set\": \"full\", \"true_positive_rate\": 0.9299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4407416099507158, \"feature_set\": \"full\", \"true_positive_rate\": 0.9304235090751944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4437925369631542, \"feature_set\": \"full\", \"true_positive_rate\": 0.9304235090751944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4437925369631542, \"feature_set\": \"full\", \"true_positive_rate\": 0.9308556611927399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44496597042947666, \"feature_set\": \"full\", \"true_positive_rate\": 0.9308556611927399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44496597042947666, \"feature_set\": \"full\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4459047172025346, \"feature_set\": \"full\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4459047172025346, \"feature_set\": \"full\", \"true_positive_rate\": 0.9317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4466087772823281, \"feature_set\": \"full\", \"true_positive_rate\": 0.9317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4466087772823281, \"feature_set\": \"full\", \"true_positive_rate\": 0.932152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.448486270828444, \"feature_set\": \"full\", \"true_positive_rate\": 0.932152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.448486270828444, \"feature_set\": \"full\", \"true_positive_rate\": 0.9334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4564656183994368, \"feature_set\": \"full\", \"true_positive_rate\": 0.9334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4564656183994368, \"feature_set\": \"full\", \"true_positive_rate\": 0.9338807260155575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45693499178596575, \"feature_set\": \"full\", \"true_positive_rate\": 0.9338807260155575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45693499178596575, \"feature_set\": \"full\", \"true_positive_rate\": 0.9343128781331028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45834311194555266, \"feature_set\": \"full\", \"true_positive_rate\": 0.9343128781331028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45834311194555266, \"feature_set\": \"full\", \"true_positive_rate\": 0.9351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4590471720253462, \"feature_set\": \"full\", \"true_positive_rate\": 0.9351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4590471720253462, \"feature_set\": \"full\", \"true_positive_rate\": 0.935609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.46421027927716496, \"feature_set\": \"full\", \"true_positive_rate\": 0.935609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.46421027927716496, \"feature_set\": \"full\", \"true_positive_rate\": 0.9360414866032843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4665571462098099, \"feature_set\": \"full\", \"true_positive_rate\": 0.9360414866032843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4665571462098099, \"feature_set\": \"full\", \"true_positive_rate\": 0.9364736387208298, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4698427599155128, \"feature_set\": \"full\", \"true_positive_rate\": 0.9364736387208298, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4698427599155128, \"feature_set\": \"full\", \"true_positive_rate\": 0.9369057908383751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4717202534616287, \"feature_set\": \"full\", \"true_positive_rate\": 0.9369057908383751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4717202534616287, \"feature_set\": \"full\", \"true_positive_rate\": 0.9377700950734659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4719549401548932, \"feature_set\": \"full\", \"true_positive_rate\": 0.9377700950734659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4719549401548932, \"feature_set\": \"full\", \"true_positive_rate\": 0.9382022471910112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4728936869279512, \"feature_set\": \"full\", \"true_positive_rate\": 0.9382022471910112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4728936869279512, \"feature_set\": \"full\", \"true_positive_rate\": 0.9386343993085566, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4754752405538606, \"feature_set\": \"full\", \"true_positive_rate\": 0.9386343993085566, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4754752405538606, \"feature_set\": \"full\", \"true_positive_rate\": 0.939066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4778221074865055, \"feature_set\": \"full\", \"true_positive_rate\": 0.939066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4778221074865055, \"feature_set\": \"full\", \"true_positive_rate\": 0.9394987035436474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.478995540952828, \"feature_set\": \"full\", \"true_positive_rate\": 0.9394987035436474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.478995540952828, \"feature_set\": \"full\", \"true_positive_rate\": 0.9399308556611927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47969960103262144, \"feature_set\": \"full\", \"true_positive_rate\": 0.9399308556611927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47969960103262144, \"feature_set\": \"full\", \"true_positive_rate\": 0.9407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4799342877258859, \"feature_set\": \"full\", \"true_positive_rate\": 0.9407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4799342877258859, \"feature_set\": \"full\", \"true_positive_rate\": 0.9412273120138289, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4811077211922084, \"feature_set\": \"full\", \"true_positive_rate\": 0.9412273120138289, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4811077211922084, \"feature_set\": \"full\", \"true_positive_rate\": 0.9416594641313742, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4860361417507627, \"feature_set\": \"full\", \"true_positive_rate\": 0.9416594641313742, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4860361417507627, \"feature_set\": \"full\", \"true_positive_rate\": 0.9420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48767894860361416, \"feature_set\": \"full\", \"true_positive_rate\": 0.9420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48767894860361416, \"feature_set\": \"full\", \"true_positive_rate\": 0.942523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48861769537667216, \"feature_set\": \"full\", \"true_positive_rate\": 0.942523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48861769537667216, \"feature_set\": \"full\", \"true_positive_rate\": 0.9429559204840103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4897911288429946, \"feature_set\": \"full\", \"true_positive_rate\": 0.9429559204840103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4897911288429946, \"feature_set\": \"full\", \"true_positive_rate\": 0.9433880726015558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49354611593522646, \"feature_set\": \"full\", \"true_positive_rate\": 0.9433880726015558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49354611593522646, \"feature_set\": \"full\", \"true_positive_rate\": 0.9438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49425017601501997, \"feature_set\": \"full\", \"true_positive_rate\": 0.9438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49425017601501997, \"feature_set\": \"full\", \"true_positive_rate\": 0.9442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4954236094813424, \"feature_set\": \"full\", \"true_positive_rate\": 0.9442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4954236094813424, \"feature_set\": \"full\", \"true_positive_rate\": 0.9446845289541919, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4956582961746069, \"feature_set\": \"full\", \"true_positive_rate\": 0.9446845289541919, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4956582961746069, \"feature_set\": \"full\", \"true_positive_rate\": 0.9455488331892826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5048110772119221, \"feature_set\": \"full\", \"true_positive_rate\": 0.9455488331892826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5048110772119221, \"feature_set\": \"full\", \"true_positive_rate\": 0.945980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5064538840647735, \"feature_set\": \"full\", \"true_positive_rate\": 0.945980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5064538840647735, \"feature_set\": \"full\", \"true_positive_rate\": 0.9464131374243734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5083313776108894, \"feature_set\": \"full\", \"true_positive_rate\": 0.9464131374243734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5083313776108894, \"feature_set\": \"full\", \"true_positive_rate\": 0.9468452895419187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5099741844637409, \"feature_set\": \"full\", \"true_positive_rate\": 0.9468452895419187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5099741844637409, \"feature_set\": \"full\", \"true_positive_rate\": 0.9472774416594641, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5104435578502698, \"feature_set\": \"full\", \"true_positive_rate\": 0.9472774416594641, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5104435578502698, \"feature_set\": \"full\", \"true_positive_rate\": 0.9477095937770095, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5106782445435344, \"feature_set\": \"full\", \"true_positive_rate\": 0.9477095937770095, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5106782445435344, \"feature_set\": \"full\", \"true_positive_rate\": 0.9481417458945549, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5109129312367989, \"feature_set\": \"full\", \"true_positive_rate\": 0.9481417458945549, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5109129312367989, \"feature_set\": \"full\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5120863647031213, \"feature_set\": \"full\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5120863647031213, \"feature_set\": \"full\", \"true_positive_rate\": 0.9490060501296457, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5127904247829148, \"feature_set\": \"full\", \"true_positive_rate\": 0.9490060501296457, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5127904247829148, \"feature_set\": \"full\", \"true_positive_rate\": 0.949438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5167800985684111, \"feature_set\": \"full\", \"true_positive_rate\": 0.949438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5167800985684111, \"feature_set\": \"full\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5170147852616757, \"feature_set\": \"full\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5170147852616757, \"feature_set\": \"full\", \"true_positive_rate\": 0.9507346585998271, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5177188453414692, \"feature_set\": \"full\", \"true_positive_rate\": 0.9507346585998271, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5177188453414692, \"feature_set\": \"full\", \"true_positive_rate\": 0.9511668107173725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5181882187279981, \"feature_set\": \"full\", \"true_positive_rate\": 0.9511668107173725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5181882187279981, \"feature_set\": \"full\", \"true_positive_rate\": 0.9515989628349178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.521473832433701, \"feature_set\": \"full\", \"true_positive_rate\": 0.9515989628349178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.521473832433701, \"feature_set\": \"full\", \"true_positive_rate\": 0.9520311149524633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5278103731518423, \"feature_set\": \"full\", \"true_positive_rate\": 0.9520311149524633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5278103731518423, \"feature_set\": \"full\", \"true_positive_rate\": 0.9524632670700086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5280450598451067, \"feature_set\": \"full\", \"true_positive_rate\": 0.9524632670700086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5280450598451067, \"feature_set\": \"full\", \"true_positive_rate\": 0.952895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5287491199249003, \"feature_set\": \"full\", \"true_positive_rate\": 0.952895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5287491199249003, \"feature_set\": \"full\", \"true_positive_rate\": 0.9533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5292184933114292, \"feature_set\": \"full\", \"true_positive_rate\": 0.9533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5292184933114292, \"feature_set\": \"full\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5303919267777517, \"feature_set\": \"full\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5303919267777517, \"feature_set\": \"full\", \"true_positive_rate\": 0.9541918755401901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5310959868575452, \"feature_set\": \"full\", \"true_positive_rate\": 0.9541918755401901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5310959868575452, \"feature_set\": \"full\", \"true_positive_rate\": 0.9546240276577356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5322694203238676, \"feature_set\": \"full\", \"true_positive_rate\": 0.9546240276577356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5322694203238676, \"feature_set\": \"full\", \"true_positive_rate\": 0.9550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5346162872565126, \"feature_set\": \"full\", \"true_positive_rate\": 0.9550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5346162872565126, \"feature_set\": \"full\", \"true_positive_rate\": 0.9554883318928262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.536259094109364, \"feature_set\": \"full\", \"true_positive_rate\": 0.9554883318928262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.536259094109364, \"feature_set\": \"full\", \"true_positive_rate\": 0.956352636127917, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5388406477352734, \"feature_set\": \"full\", \"true_positive_rate\": 0.956352636127917, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5388406477352734, \"feature_set\": \"full\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5400140812015959, \"feature_set\": \"full\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5400140812015959, \"feature_set\": \"full\", \"true_positive_rate\": 0.9572169403630078, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5498709223187045, \"feature_set\": \"full\", \"true_positive_rate\": 0.9572169403630078, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5498709223187045, \"feature_set\": \"full\", \"true_positive_rate\": 0.9576490924805532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.550105609011969, \"feature_set\": \"full\", \"true_positive_rate\": 0.9576490924805532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.550105609011969, \"feature_set\": \"full\", \"true_positive_rate\": 0.958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5512790424782915, \"feature_set\": \"full\", \"true_positive_rate\": 0.958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5512790424782915, \"feature_set\": \"full\", \"true_positive_rate\": 0.9589455488331893, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5585543299694907, \"feature_set\": \"full\", \"true_positive_rate\": 0.9589455488331893, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5585543299694907, \"feature_set\": \"full\", \"true_positive_rate\": 0.9593777009507347, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5587890166627553, \"feature_set\": \"full\", \"true_positive_rate\": 0.9593777009507347, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5587890166627553, \"feature_set\": \"full\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5590237033560197, \"feature_set\": \"full\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5590237033560197, \"feature_set\": \"full\", \"true_positive_rate\": 0.9602420051858254, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5651255573808965, \"feature_set\": \"full\", \"true_positive_rate\": 0.9602420051858254, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5651255573808965, \"feature_set\": \"full\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5684111710865994, \"feature_set\": \"full\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5684111710865994, \"feature_set\": \"full\", \"true_positive_rate\": 0.9615384615384616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5686458577798639, \"feature_set\": \"full\", \"true_positive_rate\": 0.9615384615384616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5686458577798639, \"feature_set\": \"full\", \"true_positive_rate\": 0.9619706136560069, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5695846045529218, \"feature_set\": \"full\", \"true_positive_rate\": 0.9619706136560069, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5695846045529218, \"feature_set\": \"full\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5763905186575922, \"feature_set\": \"full\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5763905186575922, \"feature_set\": \"full\", \"true_positive_rate\": 0.9628349178910977, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5766252053508566, \"feature_set\": \"full\", \"true_positive_rate\": 0.9628349178910977, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5766252053508566, \"feature_set\": \"full\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.578268012203708, \"feature_set\": \"full\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.578268012203708, \"feature_set\": \"full\", \"true_positive_rate\": 0.9636992221261884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5785026988969726, \"feature_set\": \"full\", \"true_positive_rate\": 0.9636992221261884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5785026988969726, \"feature_set\": \"full\", \"true_positive_rate\": 0.9641313742437337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5789720722835016, \"feature_set\": \"full\", \"true_positive_rate\": 0.9641313742437337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5789720722835016, \"feature_set\": \"full\", \"true_positive_rate\": 0.9645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.581084252522882, \"feature_set\": \"full\", \"true_positive_rate\": 0.9645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.581084252522882, \"feature_set\": \"full\", \"true_positive_rate\": 0.9649956784788245, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5918798404130485, \"feature_set\": \"full\", \"true_positive_rate\": 0.9649956784788245, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5918798404130485, \"feature_set\": \"full\", \"true_positive_rate\": 0.9654278305963699, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5942267073456935, \"feature_set\": \"full\", \"true_positive_rate\": 0.9654278305963699, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5942267073456935, \"feature_set\": \"full\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.595869514198545, \"feature_set\": \"full\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.595869514198545, \"feature_set\": \"full\", \"true_positive_rate\": 0.9671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5986857545177189, \"feature_set\": \"full\", \"true_positive_rate\": 0.9671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5986857545177189, \"feature_set\": \"full\", \"true_positive_rate\": 0.9675885911840968, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5989204412109833, \"feature_set\": \"full\", \"true_positive_rate\": 0.9675885911840968, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5989204412109833, \"feature_set\": \"full\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5996245012907768, \"feature_set\": \"full\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5996245012907768, \"feature_set\": \"full\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6026754283032152, \"feature_set\": \"full\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6026754283032152, \"feature_set\": \"full\", \"true_positive_rate\": 0.9688850475367329, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6050222952358602, \"feature_set\": \"full\", \"true_positive_rate\": 0.9688850475367329, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6050222952358602, \"feature_set\": \"full\", \"true_positive_rate\": 0.9693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6052569819291246, \"feature_set\": \"full\", \"true_positive_rate\": 0.9693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6052569819291246, \"feature_set\": \"full\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6059610420089181, \"feature_set\": \"full\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6059610420089181, \"feature_set\": \"full\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6101854024876789, \"feature_set\": \"full\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6101854024876789, \"feature_set\": \"full\", \"true_positive_rate\": 0.9706136560069144, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6151138230462333, \"feature_set\": \"full\", \"true_positive_rate\": 0.9706136560069144, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6151138230462333, \"feature_set\": \"full\", \"true_positive_rate\": 0.9710458081244598, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6169913165923492, \"feature_set\": \"full\", \"true_positive_rate\": 0.9710458081244598, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6169913165923492, \"feature_set\": \"full\", \"true_positive_rate\": 0.9714779602420052, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6233278573104905, \"feature_set\": \"full\", \"true_positive_rate\": 0.9714779602420052, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6233278573104905, \"feature_set\": \"full\", \"true_positive_rate\": 0.9719101123595506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6245012907768129, \"feature_set\": \"full\", \"true_positive_rate\": 0.9719101123595506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6245012907768129, \"feature_set\": \"full\", \"true_positive_rate\": 0.9723422644770959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6249706641633419, \"feature_set\": \"full\", \"true_positive_rate\": 0.9723422644770959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6249706641633419, \"feature_set\": \"full\", \"true_positive_rate\": 0.9727744165946414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6254400375498709, \"feature_set\": \"full\", \"true_positive_rate\": 0.9727744165946414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6254400375498709, \"feature_set\": \"full\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6352968786669796, \"feature_set\": \"full\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6352968786669796, \"feature_set\": \"full\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6360009387467731, \"feature_set\": \"full\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6360009387467731, \"feature_set\": \"full\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6390518657592115, \"feature_set\": \"full\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6390518657592115, \"feature_set\": \"full\", \"true_positive_rate\": 0.9753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6392865524524759, \"feature_set\": \"full\", \"true_positive_rate\": 0.9753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6392865524524759, \"feature_set\": \"full\", \"true_positive_rate\": 0.975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6428068528514433, \"feature_set\": \"full\", \"true_positive_rate\": 0.975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6428068528514433, \"feature_set\": \"full\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6519596338887585, \"feature_set\": \"full\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6519596338887585, \"feature_set\": \"full\", \"true_positive_rate\": 0.9766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.652663693968552, \"feature_set\": \"full\", \"true_positive_rate\": 0.9766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.652663693968552, \"feature_set\": \"full\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6585308613001642, \"feature_set\": \"full\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6585308613001642, \"feature_set\": \"full\", \"true_positive_rate\": 0.9775280898876404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6620511616991317, \"feature_set\": \"full\", \"true_positive_rate\": 0.9775280898876404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6620511616991317, \"feature_set\": \"full\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6634592818587186, \"feature_set\": \"full\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6634592818587186, \"feature_set\": \"full\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6702651959633888, \"feature_set\": \"full\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6702651959633888, \"feature_set\": \"full\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6707345693499178, \"feature_set\": \"full\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6707345693499178, \"feature_set\": \"full\", \"true_positive_rate\": 0.9792566983578219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6721426895095048, \"feature_set\": \"full\", \"true_positive_rate\": 0.9792566983578219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6721426895095048, \"feature_set\": \"full\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6723773762027693, \"feature_set\": \"full\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6723773762027693, \"feature_set\": \"full\", \"true_positive_rate\": 0.9801210025929127, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6728467495892982, \"feature_set\": \"full\", \"true_positive_rate\": 0.9801210025929127, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6728467495892982, \"feature_set\": \"full\", \"true_positive_rate\": 0.9805531547104581, \"partition\": \"train\"}, {\"false_positive_rate\": 0.680826097160291, \"feature_set\": \"full\", \"true_positive_rate\": 0.9805531547104581, \"partition\": \"train\"}, {\"false_positive_rate\": 0.680826097160291, \"feature_set\": \"full\", \"true_positive_rate\": 0.9809853068280034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6836423374794649, \"feature_set\": \"full\", \"true_positive_rate\": 0.9809853068280034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6836423374794649, \"feature_set\": \"full\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6841117108659939, \"feature_set\": \"full\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6841117108659939, \"feature_set\": \"full\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6899788781976062, \"feature_set\": \"full\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6899788781976062, \"feature_set\": \"full\", \"true_positive_rate\": 0.9822817631806395, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6904482515841351, \"feature_set\": \"full\", \"true_positive_rate\": 0.9822817631806395, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6904482515841351, \"feature_set\": \"full\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6913869983571932, \"feature_set\": \"full\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6913869983571932, \"feature_set\": \"full\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6920910584369866, \"feature_set\": \"full\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6920910584369866, \"feature_set\": \"full\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.693733865289838, \"feature_set\": \"full\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.696550105609012, \"feature_set\": \"full\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.696550105609012, \"feature_set\": \"full\", \"true_positive_rate\": 0.9844425237683665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6991316592349214, \"feature_set\": \"full\", \"true_positive_rate\": 0.9844425237683665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6991316592349214, \"feature_set\": \"full\", \"true_positive_rate\": 0.9848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7045294531800047, \"feature_set\": \"full\", \"true_positive_rate\": 0.9848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7045294531800047, \"feature_set\": \"full\", \"true_positive_rate\": 0.9853068280034573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7111006805914105, \"feature_set\": \"full\", \"true_positive_rate\": 0.9853068280034573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7111006805914105, \"feature_set\": \"full\", \"true_positive_rate\": 0.9857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7146209809903779, \"feature_set\": \"full\", \"true_positive_rate\": 0.9857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7146209809903779, \"feature_set\": \"full\", \"true_positive_rate\": 0.986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7200187749354612, \"feature_set\": \"full\", \"true_positive_rate\": 0.986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7200187749354612, \"feature_set\": \"full\", \"true_positive_rate\": 0.9870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7237737620276931, \"feature_set\": \"full\", \"true_positive_rate\": 0.9870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7237737620276931, \"feature_set\": \"full\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.72518188218728, \"feature_set\": \"full\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.72518188218728, \"feature_set\": \"full\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7258859422670735, \"feature_set\": \"full\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7258859422670735, \"feature_set\": \"full\", \"true_positive_rate\": 0.9883318928262749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7296409293593054, \"feature_set\": \"full\", \"true_positive_rate\": 0.9883318928262749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7296409293593054, \"feature_set\": \"full\", \"true_positive_rate\": 0.9887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7338652898380662, \"feature_set\": \"full\", \"true_positive_rate\": 0.9887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7338652898380662, \"feature_set\": \"full\", \"true_positive_rate\": 0.9891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7425486974888523, \"feature_set\": \"full\", \"true_positive_rate\": 0.9891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7425486974888523, \"feature_set\": \"full\", \"true_positive_rate\": 0.989628349178911, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7540483454588125, \"feature_set\": \"full\", \"true_positive_rate\": 0.989628349178911, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7540483454588125, \"feature_set\": \"full\", \"true_positive_rate\": 0.9900605012964564, \"partition\": \"train\"}, {\"false_positive_rate\": 0.754752405538606, \"feature_set\": \"full\", \"true_positive_rate\": 0.9900605012964564, \"partition\": \"train\"}, {\"false_positive_rate\": 0.754752405538606, \"feature_set\": \"full\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7573339591645154, \"feature_set\": \"full\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7573339591645154, \"feature_set\": \"full\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7608542595634827, \"feature_set\": \"full\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7608542595634827, \"feature_set\": \"full\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7664867402018306, \"feature_set\": \"full\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7664867402018306, \"feature_set\": \"full\", \"true_positive_rate\": 0.9917891097666378, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7678948603614175, \"feature_set\": \"full\", \"true_positive_rate\": 0.9917891097666378, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7678948603614175, \"feature_set\": \"full\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7742314010795588, \"feature_set\": \"full\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7742314010795588, \"feature_set\": \"full\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7944144567003051, \"feature_set\": \"full\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7944144567003051, \"feature_set\": \"full\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.797700070406008, \"feature_set\": \"full\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.797700070406008, \"feature_set\": \"full\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8080262849096457, \"feature_set\": \"full\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8080262849096457, \"feature_set\": \"full\", \"true_positive_rate\": 0.9939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.811546585308613, \"feature_set\": \"full\", \"true_positive_rate\": 0.9939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.811546585308613, \"feature_set\": \"full\", \"true_positive_rate\": 0.9943820224719101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.812485332081671, \"feature_set\": \"full\", \"true_positive_rate\": 0.9943820224719101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.812485332081671, \"feature_set\": \"full\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8326683877024172, \"feature_set\": \"full\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8326683877024172, \"feature_set\": \"full\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8359540014081202, \"feature_set\": \"full\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8359540014081202, \"feature_set\": \"full\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8434639755925839, \"feature_set\": \"full\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8434639755925839, \"feature_set\": \"full\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8451067824454354, \"feature_set\": \"full\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8451067824454354, \"feature_set\": \"full\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8681060783853556, \"feature_set\": \"full\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8681060783853556, \"feature_set\": \"full\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.86834076507862, \"feature_set\": \"full\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.86834076507862, \"feature_set\": \"full\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8699835719314715, \"feature_set\": \"full\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8699835719314715, \"feature_set\": \"full\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8871157005397794, \"feature_set\": \"full\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8871157005397794, \"feature_set\": \"full\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8927481811781272, \"feature_set\": \"full\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8927481811781272, \"feature_set\": \"full\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9077681295470547, \"feature_set\": \"full\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9077681295470547, \"feature_set\": \"full\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9558789016662755, \"feature_set\": \"full\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9558789016662755, \"feature_set\": \"full\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9584604552921849, \"feature_set\": \"full\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9584604552921849, \"feature_set\": \"full\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 1.0, \"feature_set\": \"full\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.003663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.007326007326007326, \"partition\": \"test\"}, {\"false_positive_rate\": 0.002183406113537118, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.007326007326007326, \"partition\": \"test\"}, {\"false_positive_rate\": 0.002183406113537118, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.0989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.004366812227074236, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.0989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.004366812227074236, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.13186813186813187, \"partition\": \"test\"}, {\"false_positive_rate\": 0.006550218340611353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.13186813186813187, \"partition\": \"test\"}, {\"false_positive_rate\": 0.006550218340611353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1575091575091575, \"partition\": \"test\"}, {\"false_positive_rate\": 0.008733624454148471, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1575091575091575, \"partition\": \"test\"}, {\"false_positive_rate\": 0.008733624454148471, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16483516483516483, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16483516483516483, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17582417582417584, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17582417582417584, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23443223443223443, \"partition\": \"test\"}, {\"false_positive_rate\": 0.015283842794759825, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23443223443223443, \"partition\": \"test\"}, {\"false_positive_rate\": 0.015283842794759825, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2490842490842491, \"partition\": \"test\"}, {\"false_positive_rate\": 0.017467248908296942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2490842490842491, \"partition\": \"test\"}, {\"false_positive_rate\": 0.017467248908296942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2893772893772894, \"partition\": \"test\"}, {\"false_positive_rate\": 0.019650655021834062, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2893772893772894, \"partition\": \"test\"}, {\"false_positive_rate\": 0.019650655021834062, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.021834061135371178, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.021834061135371178, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.358974358974359, \"partition\": \"test\"}, {\"false_positive_rate\": 0.024017467248908297, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.358974358974359, \"partition\": \"test\"}, {\"false_positive_rate\": 0.024017467248908297, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3956043956043956, \"partition\": \"test\"}, {\"false_positive_rate\": 0.026200873362445413, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3956043956043956, \"partition\": \"test\"}, {\"false_positive_rate\": 0.026200873362445413, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4065934065934066, \"partition\": \"test\"}, {\"false_positive_rate\": 0.028384279475982533, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4065934065934066, \"partition\": \"test\"}, {\"false_positive_rate\": 0.028384279475982533, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41025641025641024, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03056768558951965, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41025641025641024, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03056768558951965, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4249084249084249, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03711790393013101, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4249084249084249, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03711790393013101, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42857142857142855, \"partition\": \"test\"}, {\"false_positive_rate\": 0.043668122270742356, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42857142857142855, \"partition\": \"test\"}, {\"false_positive_rate\": 0.043668122270742356, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4358974358974359, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04585152838427948, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4358974358974359, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04585152838427948, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45054945054945056, \"partition\": \"test\"}, {\"false_positive_rate\": 0.048034934497816595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45054945054945056, \"partition\": \"test\"}, {\"false_positive_rate\": 0.048034934497816595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05021834061135371, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05021834061135371, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4725274725274725, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05240174672489083, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4725274725274725, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05240174672489083, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5054945054945055, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05458515283842795, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5054945054945055, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05458515283842795, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5201465201465202, \"partition\": \"test\"}, {\"false_positive_rate\": 0.056768558951965066, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5201465201465202, \"partition\": \"test\"}, {\"false_positive_rate\": 0.056768558951965066, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5238095238095238, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5238095238095238, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5421245421245421, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0611353711790393, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5421245421245421, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0611353711790393, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5457875457875457, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06331877729257641, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5457875457875457, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06331877729257641, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5494505494505495, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06768558951965066, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5494505494505495, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06768558951965066, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5531135531135531, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07205240174672489, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5531135531135531, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07205240174672489, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5604395604395604, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07423580786026202, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5604395604395604, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07423580786026202, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5677655677655677, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07641921397379912, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5677655677655677, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07641921397379912, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5860805860805861, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08078602620087336, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5860805860805861, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08078602620087336, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5897435897435898, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5897435897435898, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5934065934065934, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08733624454148471, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5934065934065934, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08733624454148471, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5970695970695971, \"partition\": \"test\"}, {\"false_positive_rate\": 0.09170305676855896, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5970695970695971, \"partition\": \"test\"}, {\"false_positive_rate\": 0.09170305676855896, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.608058608058608, \"partition\": \"test\"}, {\"false_positive_rate\": 0.09388646288209607, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.608058608058608, \"partition\": \"test\"}, {\"false_positive_rate\": 0.09388646288209607, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6117216117216118, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0982532751091703, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6117216117216118, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0982532751091703, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6190476190476191, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10043668122270742, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6190476190476191, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10043668122270742, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6263736263736264, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10480349344978165, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6263736263736264, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10480349344978165, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.63003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10698689956331878, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.63003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10698689956331878, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6373626373626373, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1091703056768559, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6373626373626373, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1091703056768559, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6446886446886447, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11135371179039301, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6446886446886447, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11135371179039301, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6556776556776557, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11353711790393013, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6556776556776557, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11353711790393013, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6593406593406593, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11572052401746726, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6593406593406593, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11572052401746726, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11790393013100436, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11790393013100436, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6666666666666666, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12445414847161572, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6666666666666666, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12445414847161572, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13100436681222707, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13100436681222707, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7032967032967034, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1331877729257642, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7032967032967034, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1331877729257642, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7142857142857143, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13755458515283842, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7142857142857143, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13755458515283842, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7216117216117216, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14410480349344978, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7216117216117216, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14410480349344978, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7326007326007326, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1462882096069869, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7326007326007326, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1462882096069869, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7362637362637363, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14847161572052403, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7362637362637363, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14847161572052403, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7435897435897436, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15502183406113537, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7435897435897436, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15502183406113537, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7728937728937729, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1615720524017467, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7728937728937729, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1615720524017467, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7765567765567766, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17467248908296942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7765567765567766, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17467248908296942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7875457875457875, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17685589519650655, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7875457875457875, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17685589519650655, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7912087912087912, \"partition\": \"test\"}, {\"false_positive_rate\": 0.18777292576419213, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7912087912087912, \"partition\": \"test\"}, {\"false_positive_rate\": 0.18777292576419213, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7948717948717948, \"partition\": \"test\"}, {\"false_positive_rate\": 0.19868995633187772, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7948717948717948, \"partition\": \"test\"}, {\"false_positive_rate\": 0.19868995633187772, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7985347985347986, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2074235807860262, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7985347985347986, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2074235807860262, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8021978021978022, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2096069868995633, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8021978021978022, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2096069868995633, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8095238095238095, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21179039301310043, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8095238095238095, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21179039301310043, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8131868131868132, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2183406113537118, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8131868131868132, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2183406113537118, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8205128205128205, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2205240174672489, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8205128205128205, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2205240174672489, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8241758241758241, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2292576419213974, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8241758241758241, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2292576419213974, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2314410480349345, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2314410480349345, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8534798534798534, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23580786026200873, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8534798534798534, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23580786026200873, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8571428571428571, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2423580786026201, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8571428571428571, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2423580786026201, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8681318681318682, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24672489082969432, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8681318681318682, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24672489082969432, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8717948717948718, \"partition\": \"test\"}, {\"false_positive_rate\": 0.25327510917030566, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8717948717948718, \"partition\": \"test\"}, {\"false_positive_rate\": 0.25327510917030566, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8901098901098901, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2576419213973799, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8901098901098901, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2576419213973799, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8937728937728938, \"partition\": \"test\"}, {\"false_positive_rate\": 0.26200873362445415, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8937728937728938, \"partition\": \"test\"}, {\"false_positive_rate\": 0.26200873362445415, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9010989010989011, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27074235807860264, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9010989010989011, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27074235807860264, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9047619047619048, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27292576419213976, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9047619047619048, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27292576419213976, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9157509157509157, \"partition\": \"test\"}, {\"false_positive_rate\": 0.28820960698689957, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9157509157509157, \"partition\": \"test\"}, {\"false_positive_rate\": 0.28820960698689957, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9194139194139194, \"partition\": \"test\"}, {\"false_positive_rate\": 0.314410480349345, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9194139194139194, \"partition\": \"test\"}, {\"false_positive_rate\": 0.314410480349345, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3471615720524017, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3471615720524017, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9267399267399268, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3558951965065502, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9267399267399268, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3558951965065502, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9304029304029304, \"partition\": \"test\"}, {\"false_positive_rate\": 0.36026200873362446, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9304029304029304, \"partition\": \"test\"}, {\"false_positive_rate\": 0.36026200873362446, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9340659340659341, \"partition\": \"test\"}, {\"false_positive_rate\": 0.37554585152838427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9340659340659341, \"partition\": \"test\"}, {\"false_positive_rate\": 0.37554585152838427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.39082969432314413, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.39082969432314413, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3951965065502183, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3951965065502183, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.40829694323144106, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.40829694323144106, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9487179487179487, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4148471615720524, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9487179487179487, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4148471615720524, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9523809523809523, \"partition\": \"test\"}, {\"false_positive_rate\": 0.43231441048034935, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9523809523809523, \"partition\": \"test\"}, {\"false_positive_rate\": 0.43231441048034935, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.45414847161572053, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.45414847161572053, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9633699633699634, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4650655021834061, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9633699633699634, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4650655021834061, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.48034934497816595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.48034934497816595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9706959706959707, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6091703056768559, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9706959706959707, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6091703056768559, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9743589743589743, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6681222707423581, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9743589743589743, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6681222707423581, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.978021978021978, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6703056768558951, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.978021978021978, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6703056768558951, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9816849816849816, \"partition\": \"test\"}, {\"false_positive_rate\": 0.74235807860262, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9816849816849816, \"partition\": \"test\"}, {\"false_positive_rate\": 0.74235807860262, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9853479853479854, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7467248908296943, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9853479853479854, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7467248908296943, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7729257641921398, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7729257641921398, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9926739926739927, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7947598253275109, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9926739926739927, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7947598253275109, \"feature_set\": \"expressions\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 1.0, \"feature_set\": \"expressions\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.000432152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.003025064822817632, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0002346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.003025064822817632, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0002346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.006914433880726016, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0004693733865289838, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.006914433880726016, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0004693733865289838, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.013396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0007040600797934757, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.013396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0007040600797934757, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.014693171996542784, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0009387467730579676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.014693171996542784, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0009387467730579676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.017718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0014081201595869514, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.017718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0014081201595869514, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.035004321521175455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0016428068528514432, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.035004321521175455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0016428068528514432, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.035868625756266204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0018774935461159353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.035868625756266204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0018774935461159353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.036300777873811585, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0021121802393804273, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.036300777873811585, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0021121802393804273, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.03759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.03759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.03975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.03975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.04364736387208297, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.04364736387208297, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.05056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0030509270124383947, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.05056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0030509270124383947, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.06352636127917027, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0032856137057028865, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.06352636127917027, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0032856137057028865, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.07087294727744166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0035203003989673787, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.07087294727744166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0035203003989673787, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.0756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0037549870922318706, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.0756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0037549870922318706, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.07649092480553155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.07649092480553155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.07821953327571306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.07821953327571306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08426966292134831, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08426966292134831, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08643042350907519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00492842055855433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08643042350907519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00492842055855433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08729472774416594, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08729472774416594, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08772687986171132, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005867167331612298, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.08772687986171132, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005867167331612298, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.09420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006101854024876789, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.09420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006101854024876789, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.0972342264477096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0063365407181412816, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.0972342264477096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0063365407181412816, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.10501296456352636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006571227411405773, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.10501296456352636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006571227411405773, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.10544511668107173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.10544511668107173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.11711322385479689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0070406007979347575, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.11711322385479689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0070406007979347575, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.12013828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.12013828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0077446608777282325, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0077446608777282325, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1222990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1222990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.12705272255834055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00844872095752171, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.12705272255834055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00844872095752171, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.12834917891097666, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.12834917891097666, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.13439930855661192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008918094344050692, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.13439930855661192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008918094344050692, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.14304235090751943, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009622154423844167, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.14304235090751943, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009622154423844167, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1529818496110631, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00985684111710866, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1529818496110631, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00985684111710866, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.15557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010326214503637644, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.15557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010326214503637644, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.162057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.162057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010795587890166627, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010795587890166627, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.165514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011264961276695611, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.165514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011264961276695611, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16594641313742436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011499647969960104, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16594641313742436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011499647969960104, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.168971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011734334663224596, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.168971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011734334663224596, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16983578219533277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011969021356489086, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.16983578219533277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011969021356489086, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17372515125324114, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012203708049753579, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17372515125324114, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012203708049753579, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17415730337078653, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012673081436282563, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17415730337078653, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012673081436282563, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17761452031114952, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.17761452031114952, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01361182820934053, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01361182820934053, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014081201595869515, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014081201595869515, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18496110630942092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18496110630942092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18625756266205704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014550574982398498, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.18625756266205704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014550574982398498, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01478526167566299, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01478526167566299, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1974935177182368, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015489321755456465, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1974935177182368, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015489321755456465, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1979256698357822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.1979256698357822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.20051858254105445, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01595869514198545, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.20051858254105445, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01595869514198545, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2048401037165082, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016193381835249942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2048401037165082, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016193381835249942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.20959377700950735, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016428068528514434, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.20959377700950735, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016428068528514434, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.21132238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016662755221778926, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.21132238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016662755221778926, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2121866897147796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2121866897147796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.21305099394987034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.21305099394987034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.21607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017601501994836892, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.21607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017601501994836892, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.22039757994814174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.22039757994814174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.22255834053586862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018070875381365877, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.22255834053586862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018070875381365877, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23076923076923078, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01830556207463037, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23076923076923078, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01830556207463037, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01854024876789486, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01854024876789486, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019009622154423846, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019009622154423846, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019244308847688334, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019244308847688334, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23768366464995677, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019478995540952827, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.23768366464995677, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019478995540952827, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01971368223421732, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01971368223421732, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.25929127052722556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.25929127052722556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.26490924805531546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020417742314010796, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.26490924805531546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020417742314010796, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.26534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020652429007275288, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.26534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020652429007275288, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.26707000864304237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021121802393804272, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.26707000864304237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021121802393804272, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.27009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021356489087068765, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.27009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021356489087068765, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.28305963699222125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021825862473597746, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.28305963699222125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021825862473597746, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.28349178910976663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022060549166862238, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.28349178910976663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022060549166862238, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.28565254969749354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02229523586012673, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.28565254969749354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02229523586012673, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022529922553391223, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022529922553391223, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.290838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022764609246655715, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.290838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022764609246655715, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29170267934312877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29170267934312877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29213483146067415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29213483146067415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29559204840103714, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023703356019713684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29559204840103714, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023703356019713684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2960242005185825, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023938042712978173, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2960242005185825, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023938042712978173, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29775280898876405, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024172729406242665, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.29775280898876405, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024172729406242665, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.2986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.30121002592912705, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02464210279277165, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.30121002592912705, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02464210279277165, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3016421780466724, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024876789486036142, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3016421780466724, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024876789486036142, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3025064822817632, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3025064822817632, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.30380293863439933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02558084956582962, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.30380293863439933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02558084956582962, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.30423509075194466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02581553625909411, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.30423509075194466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02581553625909411, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3081244598098531, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0260502229523586, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3081244598098531, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0260502229523586, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.31547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026284909645623092, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.31547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026284909645623092, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02698896972541657, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02698896972541657, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.324114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.324114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027458343111945553, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027458343111945553, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027927716498474538, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027927716498474538, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02839708988500352, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02839708988500352, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.33707865168539325, \"partition\": \"train\"}, {\"false_positive_rate\": 0.028866463271532503, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.33707865168539325, \"partition\": \"train\"}, {\"false_positive_rate\": 0.028866463271532503, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3388072601555748, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3388072601555748, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.33967156439066554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029335836658061488, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.33967156439066554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029335836658061488, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.34485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.34485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029805210044590472, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029805210044590472, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3465859982713915, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030039896737854965, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3465859982713915, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030039896737854965, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3474503025064823, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030743956817648438, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3474503025064823, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030743956817648438, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.34831460674157305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03097864351091293, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.34831460674157305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03097864351091293, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3500432152117545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031213330204177422, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3500432152117545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031213330204177422, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3504753673292999, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031448016897441915, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3504753673292999, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031448016897441915, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3509075194468453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03168270359070641, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3509075194468453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03168270359070641, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0319173902839709, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0319173902839709, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3530682800345722, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03215207697723539, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3530682800345722, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03215207697723539, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3539325842696629, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032386763670499884, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3539325842696629, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032386763670499884, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.35522904062229904, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032621450363764376, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.35522904062229904, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032621450363764376, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.35868625756266204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.35868625756266204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3595505617977528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03309082375029336, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3595505617977528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03309082375029336, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03332551044355785, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03332551044355785, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36041486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03379488383008684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36041486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03379488383008684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36084701815038894, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03402957052335132, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36084701815038894, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03402957052335132, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.034264257216615815, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.034264257216615815, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36257562662057047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03449894390988031, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36257562662057047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03449894390988031, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0347336306031448, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0347336306031448, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36732929991356955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035437690682938276, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36732929991356955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035437690682938276, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36949006050129646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.36949006050129646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3703543647363872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3703543647363872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03614175076273175, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03614175076273175, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.036376437455996245, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.036376437455996245, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03661112414926074, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03661112414926074, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.37899740708729474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.37899740708729474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3798617113223855, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03754987092231871, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3798617113223855, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03754987092231871, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3802938634399309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0377845576155832, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3802938634399309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0377845576155832, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.38202247191011235, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03801924430884769, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.38202247191011235, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03801924430884769, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3837510803802939, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03825393100211218, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3837510803802939, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03825393100211218, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.38418323249783926, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.38418323249783926, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.38807260155574763, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03895799108190565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.38807260155574763, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03895799108190565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.39325842696629215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03966205116169913, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.39325842696629215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03966205116169913, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.040131424548228115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.040131424548228115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0406007979347571, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0406007979347571, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.39671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04083548462802159, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.39671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04083548462802159, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.39714779602420053, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041070171321286084, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.39714779602420053, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041070171321286084, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041304858014550576, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041304858014550576, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3980121002592913, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04153954470781507, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.3980121002592913, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04153954470781507, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4010371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04177423140107956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4010371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04177423140107956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4040622299049265, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04200891809434405, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4040622299049265, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04200891809434405, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.40535868625756266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.042243604787608545, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.40535868625756266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.042243604787608545, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04271297817413753, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04271297817413753, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04294766486740202, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04294766486740202, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043417038253931, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043417038253931, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4096802074330164, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043886411640459984, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4096802074330164, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043886411640459984, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4105445116681072, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04459047172025346, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4105445116681072, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04459047172025346, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41097666378565256, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04482515841351795, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41097666378565256, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04482515841351795, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4118409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045059845106782445, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4118409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045059845106782445, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41227312013828865, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04529453180004694, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41227312013828865, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04529453180004694, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4140017286084702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04552921849331143, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4140017286084702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04552921849331143, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41659464131374246, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04576390518657592, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.41659464131374246, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04576390518657592, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4170267934312878, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045998591879840414, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4170267934312878, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045998591879840414, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42048401037165084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0464679652663694, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42048401037165084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0464679652663694, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04670265195963389, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04670265195963389, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04693733865289838, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04693733865289838, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42394122731201384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42394122731201384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42566983578219536, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04811077211922084, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42566983578219536, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04811077211922084, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4261019878997407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04858014550574982, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4261019878997407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04858014550574982, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42696629213483145, \"partition\": \"train\"}, {\"false_positive_rate\": 0.048814832199014314, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.42696629213483145, \"partition\": \"train\"}, {\"false_positive_rate\": 0.048814832199014314, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04904951889227881, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04904951889227881, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.43042350907519444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0492842055855433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.43042350907519444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0492842055855433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.43777009507346587, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04951889227880779, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.43777009507346587, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04951889227880779, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049988265665336776, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049988265665336776, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4429559204840104, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05022295235860127, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4429559204840104, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05022295235860127, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05045763905186576, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05045763905186576, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4455488331892826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.050927012438394745, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4455488331892826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.050927012438394745, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.445980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05139638582492373, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.445980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05139638582492373, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.44684528954191877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05163107251818822, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.44684528954191877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05163107251818822, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4498703543647364, \"partition\": \"train\"}, {\"false_positive_rate\": 0.051865759211452714, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4498703543647364, \"partition\": \"train\"}, {\"false_positive_rate\": 0.051865759211452714, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0521004459047172, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0521004459047172, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4515989628349179, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05233513259798169, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4515989628349179, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05233513259798169, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052569819291246184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052569819291246184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4554883318928263, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052804505984510676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4554883318928263, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052804505984510676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45764909248055313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05327387937103966, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45764909248055313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05327387937103966, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4580812445980985, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05350856606430415, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4580812445980985, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05350856606430415, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4589455488331893, \"partition\": \"train\"}, {\"false_positive_rate\": 0.053743252757568645, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4589455488331893, \"partition\": \"train\"}, {\"false_positive_rate\": 0.053743252757568645, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05397793945083314, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.45937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05397793945083314, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.46499567847882456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05421262614409763, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.46499567847882456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05421262614409763, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.46845289541918755, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05444731283736212, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.46845289541918755, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05444731283736212, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4697493517718237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4697493517718237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47191011235955055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054916686223891106, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47191011235955055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054916686223891106, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4727744165946413, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0551513729171556, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4727744165946413, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0551513729171556, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47407087294727746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05538605961042009, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47407087294727746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05538605961042009, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47450302506482284, \"partition\": \"train\"}, {\"false_positive_rate\": 0.055855432996949075, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47450302506482284, \"partition\": \"train\"}, {\"false_positive_rate\": 0.055855432996949075, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05655949307674255, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05655949307674255, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05679417977000704, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05679417977000704, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05702886646327153, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05702886646327153, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47968885047536736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.057498239849800514, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.47968885047536736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.057498239849800514, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48055315471045806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05773292654306501, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48055315471045806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05773292654306501, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48314606741573035, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0579676132363295, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48314606741573035, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0579676132363295, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48357821953327573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05843698662285848, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48357821953327573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05843698662285848, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05890636000938747, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05890636000938747, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05937573339591645, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05937573339591645, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48617113223854796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.48617113223854796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06007979347570993, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06007979347570993, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49178910976663787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060549166862238914, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49178910976663787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060549166862238914, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49351771823681934, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49351771823681934, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49524632670700086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0610185402487679, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49524632670700086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0610185402487679, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061253226942032384, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061253226942032384, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061487913635296876, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061487913635296876, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49870354364736386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06195728702182586, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.49870354364736386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06195728702182586, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4995678478824546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06219197371509035, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.4995678478824546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06219197371509035, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5004321521175453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5004321521175453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5012964563526361, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06266134710161934, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5012964563526361, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06266134710161934, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06289603379488383, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06289603379488383, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5047536732929991, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06313072048814833, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5047536732929991, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06313072048814833, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5060501296456352, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06406946726120628, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5060501296456352, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06406946726120628, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5064822817631807, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5064822817631807, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5077787381158168, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06453884064773527, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5077787381158168, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06453884064773527, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5099394987035436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5099394987035436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5121002592912706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06594696080732222, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5121002592912706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06594696080732222, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5133967156439067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0664163341938512, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5133967156439067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0664163341938512, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.513828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0666510208871157, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.513828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0666510208871157, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5159896283491789, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06688570758038019, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5159896283491789, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06688570758038019, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5168539325842697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06782445435343816, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5168539325842697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06782445435343816, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06829382773996714, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06829382773996714, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5185825410544511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06852851443323163, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5185825410544511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06852851443323163, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5203111495246326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06876320112649613, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5203111495246326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06876320112649613, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5220397579948142, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06899788781976061, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5220397579948142, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06899788781976061, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5224719101123596, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06923257451302511, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5224719101123596, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06923257451302511, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5250648228176318, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0697019478995541, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5250648228176318, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0697019478995541, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5254969749351772, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06993663459281858, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5254969749351772, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06993663459281858, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07017132128608308, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07017132128608308, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5272255834053586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07204881483219902, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5272255834053586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07204881483219902, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5289541918755402, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0722835015254635, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5289541918755402, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0722835015254635, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5293863439930856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07251818821872799, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5293863439930856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07251818821872799, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5298184961106309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07275287491199249, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5298184961106309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07275287491199249, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07298756160525698, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07298756160525698, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5337078651685393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07322224829852148, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5337078651685393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07322224829852148, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07345693499178596, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07345693499178596, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5345721694036301, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07369162168505046, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5345721694036301, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07369162168505046, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5363007778738116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07392630837831494, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5363007778738116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07392630837831494, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5388936905790839, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07416099507157944, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5388936905790839, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07416099507157944, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.54019014693172, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07439568176484393, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.54019014693172, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07439568176484393, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5419187554019015, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07463036845810843, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5419187554019015, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07463036845810843, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07486505515137291, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07486505515137291, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5453759723422644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07509974184463741, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5453759723422644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07509974184463741, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5514261019878998, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0755691152311664, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5514261019878998, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0755691152311664, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5531547104580813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07603848861769538, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5531547104580813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07603848861769538, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.554019014693172, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.554019014693172, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5548833189282627, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07697723539075334, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5548833189282627, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07697723539075334, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5553154710458081, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07744660877728232, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5553154710458081, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07744660877728232, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5566119273984442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07768129547054682, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5566119273984442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07768129547054682, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0781506688570758, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0781506688570758, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5579083837510804, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07838535555034029, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5579083837510804, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07838535555034029, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07862004224360479, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07862004224360479, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5587726879861711, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07885472893686928, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5587726879861711, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07885472893686928, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5596369922212618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07908941563013377, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5596369922212618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07908941563013377, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.560933448573898, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07932410232339826, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.560933448573898, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07932410232339826, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5613656006914434, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07955878901666276, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5613656006914434, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07955878901666276, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5630942091616249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5630942091616249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08096690917624971, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08096690917624971, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0812015958695142, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0812015958695142, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5656871218668972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0814362825627787, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5656871218668972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0814362825627787, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5691443388072601, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08214034264257217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5691443388072601, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08214034264257217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5704407951598963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5704407951598963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5717372515125324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08260971602910115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5717372515125324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08260971602910115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5726015557476232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08284440272236564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5726015557476232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08284440272236564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5730337078651685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08307908941563014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5730337078651685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08307908941563014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5734658599827139, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0837831494954236, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5734658599827139, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0837831494954236, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.57476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08425252288195259, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.57476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08425252288195259, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5751944684528955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08566064304153954, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5751944684528955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08566064304153954, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5760587726879862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08613001642806853, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5760587726879862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08613001642806853, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5769230769230769, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08659938981459751, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5769230769230769, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08659938981459751, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5795159896283492, \"partition\": \"train\"}, {\"false_positive_rate\": 0.086834076507862, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5795159896283492, \"partition\": \"train\"}, {\"false_positive_rate\": 0.086834076507862, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.581676750216076, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0870687632011265, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.581676750216076, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0870687632011265, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5825410544511668, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08753813658765548, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5825410544511668, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08753813658765548, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5834053586862575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08800750997418447, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5834053586862575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08800750997418447, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5851339671564391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08847688336071345, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5851339671564391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08847688336071345, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5872947277441659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08871157005397794, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5872947277441659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08871157005397794, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5890233362143474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08894625674724244, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5890233362143474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08894625674724244, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5894554883318929, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08918094344050692, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5894554883318929, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08918094344050692, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5898876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0898850035203004, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5898876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0898850035203004, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5911840968020743, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09011969021356489, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5911840968020743, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09011969021356489, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5924805531547105, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09058906360009387, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5924805531547105, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09058906360009387, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5929127052722558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09082375029335836, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5929127052722558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09082375029335836, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.594209161624892, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09223187045294531, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.594209161624892, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09223187045294531, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5946413137424373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09246655714620981, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5946413137424373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09246655714620981, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5950734658599827, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0927012438394743, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5950734658599827, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0927012438394743, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5955056179775281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09387467730579677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5955056179775281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09387467730579677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5959377700950734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09410936399906125, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5959377700950734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09410936399906125, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5963699222126189, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09457873738559024, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.5963699222126189, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09457873738559024, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.601123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09481342407885474, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.601123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09481342407885474, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6028522039757995, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0952827974653837, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6028522039757995, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0952827974653837, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6041486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0955174841586482, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6041486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0955174841586482, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6045808124459809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09622154423844168, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6045808124459809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09622154423844168, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6050129645635264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09645623093170617, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6050129645635264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09645623093170617, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6058772687986171, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09716029101149964, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6058772687986171, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09716029101149964, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6076058772687987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09739497770476414, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6076058772687987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09739497770476414, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6089023336214348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09762966439802863, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6089023336214348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09762966439802863, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6110630942091616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09786435109129313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6110630942091616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09786435109129313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6140881590319792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09809903778455761, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6140881590319792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09809903778455761, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.61495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09833372447782211, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.61495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09833372447782211, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6175453759723423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6175453759723423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6179775280898876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0988030978643511, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6179775280898876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0988030978643511, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.618409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09950715794414457, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.618409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09950715794414457, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6192739844425238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09974184463740905, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6192739844425238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09974184463740905, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6197061365600691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10021121802393804, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6197061365600691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10021121802393804, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6235955056179775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10091527810373152, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6235955056179775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10091527810373152, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6244598098530683, \"partition\": \"train\"}, {\"false_positive_rate\": 0.101149964796996, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6244598098530683, \"partition\": \"train\"}, {\"false_positive_rate\": 0.101149964796996, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6248919619706137, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10161933818352499, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6248919619706137, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10161933818352499, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6274848746758859, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10185402487678949, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6274848746758859, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10185402487678949, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6292134831460674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10208871157005397, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6292134831460674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10208871157005397, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6296456352636128, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10232339826331847, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6296456352636128, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10232339826331847, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6300777873811582, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10279277164984746, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6300777873811582, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10279277164984746, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6313742437337942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10326214503637644, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6313742437337942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10326214503637644, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.632238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10373151842290543, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.632238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10373151842290543, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6326707000864304, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10467026519596338, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6326707000864304, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10467026519596338, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6335350043215212, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10490495188922788, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6335350043215212, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10490495188922788, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10560901196902135, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10560901196902135, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6352636127917026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10607838535555034, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6352636127917026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10607838535555034, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6369922212618842, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10631307204881484, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6369922212618842, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10631307204881484, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6374243733794296, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10678244543534382, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6374243733794296, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10678244543534382, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1072518188218728, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1072518188218728, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6382886776145204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10842525228819526, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6382886776145204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10842525228819526, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6387208297320657, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10889462567472424, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6387208297320657, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10889462567472424, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6400172860847018, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10912931236798873, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6400172860847018, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10912931236798873, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10936399906125323, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10936399906125323, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.641313742437338, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10959868575451771, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.641313742437338, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10959868575451771, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6417458945548833, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10983337244778221, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6417458945548833, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10983337244778221, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6421780466724287, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11077211922084018, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6421780466724287, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11077211922084018, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6460674157303371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11218023938042714, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6460674157303371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11218023938042714, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6469317199654279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11264961276695612, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6469317199654279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11264961276695612, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1131189861534851, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1131189861534851, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11358835954001407, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11358835954001407, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6508210890233362, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11382304623327857, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6508210890233362, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11382304623327857, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6512532411408816, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11429241961980756, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6512532411408816, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11429241961980756, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6521175453759723, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11476179300633654, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6521175453759723, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11476179300633654, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6525496974935178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11499647969960103, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6525496974935178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11499647969960103, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11546585308613001, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11546585308613001, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6538461538461539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.115935226472659, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6538461538461539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.115935226472659, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6542783059636992, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11663928655245248, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6542783059636992, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11663928655245248, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11734334663224595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11734334663224595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6577355229040622, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11757803332551045, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6577355229040622, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11757803332551045, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6581676750216076, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11781272001877494, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6581676750216076, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11781272001877494, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6598962834917891, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11804740671203942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6598962834917891, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11804740671203942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11828209340530392, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11828209340530392, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1185167800985684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1185167800985684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.662057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1187514667918329, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.662057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1187514667918329, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6629213483146067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11898615348509739, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6629213483146067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11898615348509739, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6633535004321521, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11945552687162637, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6633535004321521, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11945552687162637, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6642178046672429, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11992490025815536, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6642178046672429, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11992490025815536, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6646499567847882, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12086364703121333, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6646499567847882, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12086364703121333, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6668107173725151, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12227176719080028, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6668107173725151, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12227176719080028, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6685393258426966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12321051396385825, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6685393258426966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12321051396385825, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12367988735038724, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12367988735038724, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6711322385479689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12414926073691622, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6711322385479689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12414926073691622, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6745894554883319, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1246186341234452, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6745894554883319, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1246186341234452, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6754537597234227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12485332081670969, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6754537597234227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12485332081670969, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6776145203111495, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12508800750997418, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6776145203111495, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12508800750997418, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6784788245462403, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12602675428303214, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6784788245462403, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12602675428303214, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6789109766637856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12649612766956114, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6789109766637856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12649612766956114, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6793431287813311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12673081436282563, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6793431287813311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12673081436282563, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6802074330164217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1269655010560901, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6802074330164217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1269655010560901, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6806395851339672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1272001877493546, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6806395851339672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1272001877493546, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6810717372515125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1274348744426191, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6810717372515125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1274348744426191, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6823681936041487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12790424782914808, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6823681936041487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12790424782914808, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.682800345721694, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12813893452241257, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.682800345721694, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12813893452241257, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6836646499567848, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12837362121567708, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6836646499567848, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12837362121567708, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6840968020743302, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12907768129547054, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6840968020743302, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12907768129547054, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6849611063094209, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12978174137526402, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6849611063094209, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12978174137526402, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6853932584269663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1300164280685285, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6853932584269663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1300164280685285, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6858254105445116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13025111476179302, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6858254105445116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13025111476179302, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6862575626620571, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1304858014550575, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6862575626620571, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1304858014550575, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6866897147796024, \"partition\": \"train\"}, {\"false_positive_rate\": 0.130720488148322, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6866897147796024, \"partition\": \"train\"}, {\"false_positive_rate\": 0.130720488148322, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6875540190146932, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13142454822811547, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6875540190146932, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13142454822811547, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.68971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13189392161464444, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.68971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13189392161464444, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6901469317199654, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13212860830790893, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6901469317199654, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13212860830790893, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6910112359550562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13236329500117344, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6910112359550562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13236329500117344, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1328326683877024, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1328326683877024, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6927398444252377, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1330673550809669, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6927398444252377, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1330673550809669, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1335367284674959, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1335367284674959, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6949006050129646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13377141516076038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6949006050129646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13377141516076038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6957649092480553, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13447547524055387, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6957649092480553, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13447547524055387, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13494484862708284, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13494484862708284, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6966292134831461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13541422201361183, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6966292134831461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13541422201361183, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6974935177182369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1358835954001408, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6974935177182369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1358835954001408, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6983578219533275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1363529687866698, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6983578219533275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1363529687866698, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6992221261884183, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1365876554799343, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6992221261884183, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1365876554799343, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13729171555972777, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.6996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13729171555972777, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.700086430423509, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13752640225299226, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.700086430423509, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13752640225299226, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7009507346585998, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13799577563952123, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7009507346585998, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13799577563952123, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7018150388936906, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1389345224125792, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7018150388936906, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1389345224125792, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7039757994814174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1394038957991082, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7039757994814174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1394038957991082, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7052722558340536, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14057732926543065, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7052722558340536, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14057732926543065, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7061365600691444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14081201595869514, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7061365600691444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14081201595869514, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7078651685393258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14151607603848862, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7078651685393258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14151607603848862, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7082973206568712, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1422201361182821, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7082973206568712, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1422201361182821, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7095937770095073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7095937770095073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7113223854796888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14315888289134007, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7113223854796888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14315888289134007, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7117545375972342, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14362825627786904, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7117545375972342, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14362825627786904, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.144567003050927, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.144567003050927, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7152117545375972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1448016897441915, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7152117545375972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1448016897441915, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7156439066551427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14503637643745598, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7156439066551427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14503637643745598, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14550574982398498, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14550574982398498, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7182368193604148, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14574043651724947, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7182368193604148, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14574043651724947, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7191011235955056, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14691386998357192, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7191011235955056, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14691386998357192, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.719533275713051, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14714855667683643, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.719533275713051, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14714855667683643, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7208297320656871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1476179300633654, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7208297320656871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1476179300633654, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14855667683642337, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14855667683642337, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7221261884183232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14902605022295237, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7221261884183232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14902605022295237, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7242869490060502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14949542360948134, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7242869490060502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14949542360948134, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7255834053586863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1499647969960103, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7255834053586863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1499647969960103, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.726447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1506688570758038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.726447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1506688570758038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7268798617113224, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15090354376906828, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7268798617113224, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15090354376906828, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7290406222990493, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15184229054212625, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7290406222990493, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15184229054212625, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7294727744165946, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15254635062191974, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7294727744165946, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15254635062191974, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.72990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15278103731518422, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.72990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15278103731518422, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7307692307692307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15325041070171322, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7307692307692307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15325041070171322, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7312013828867762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1534850973949777, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7312013828867762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1534850973949777, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7316335350043215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1541891574747712, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7316335350043215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1541891574747712, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7320656871218669, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15465853086130016, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7320656871218669, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15465853086130016, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7324978392394123, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15512790424782916, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7324978392394123, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15512790424782916, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.733362143474503, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15536259094109364, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.733362143474503, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15536259094109364, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7337942955920485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15606665102088713, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7337942955920485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15606665102088713, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1563013377141516, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1563013377141516, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7355229040622299, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15724008448720958, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7355229040622299, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15724008448720958, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7359550561797753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15770945787373855, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7359550561797753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15770945787373855, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7363872082973206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15794414456700306, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7363872082973206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15794414456700306, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7368193604148661, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15864820464679652, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7368193604148661, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15864820464679652, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7372515125324114, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15982163811311897, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7372515125324114, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15982163811311897, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7381158167675022, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1600563248063835, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7381158167675022, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1600563248063835, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7398444252376837, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16029101149964797, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7398444252376837, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16029101149964797, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.740276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1616991316592349, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.740276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1616991316592349, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7411408815903198, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1628725651255574, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7411408815903198, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1628725651255574, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7415730337078652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16334193851208637, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7415730337078652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16334193851208637, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7420051858254105, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16428068528514433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7420051858254105, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16428068528514433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16451537197840882, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16451537197840882, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16498474536493782, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16498474536493782, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.743733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1652194320582023, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.743733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1652194320582023, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7454624027657736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1654541187514668, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7454624027657736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1654541187514668, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7463267070008643, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16615817883126027, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7463267070008643, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16615817883126027, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7467588591184097, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16686223891105376, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7467588591184097, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16686223891105376, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7476231633535004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16709692560431824, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7476231633535004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16709692560431824, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7484874675885912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1675662989908472, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7484874675885912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1675662989908472, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1678009856841117, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1678009856841117, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16920910584369867, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16920910584369867, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7502160760587727, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16967847923022764, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7502160760587727, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16967847923022764, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7510803802938635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17014785261675663, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7510803802938635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17014785261675663, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7519446845289542, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17038253931002112, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7519446845289542, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17038253931002112, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7528089887640449, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1710865993898146, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7528089887640449, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1710865993898146, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7532411408815903, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1717906594696081, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7532411408815903, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1717906594696081, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7536732929991357, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17202534616287257, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7536732929991357, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17202534616287257, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7558340535868626, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17226003285613706, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7558340535868626, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17226003285613706, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7566983578219534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17249471954940154, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7566983578219534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17249471954940154, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7579948141745895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17272940624266603, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7579948141745895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17272940624266603, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7588591184096802, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1734334663224595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7588591184096802, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1734334663224595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.174137526402253, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.174137526402253, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7610198789974071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17437221309551748, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7610198789974071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17437221309551748, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7618841832324978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17507627317531096, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7618841832324978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17507627317531096, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7627484874675886, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17531095986857545, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7627484874675886, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17531095986857545, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7636127917026794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17624970664163342, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7636127917026794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17624970664163342, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7640449438202247, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17765782680122036, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7640449438202247, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17765782680122036, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7653414001728609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17836188688101384, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7653414001728609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17836188688101384, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7662057044079515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17859657357427833, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7662057044079515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17859657357427833, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1793006336540718, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1793006336540718, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7670700086430423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1797700070406008, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7670700086430423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1797700070406008, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7679343128781331, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1800046937338653, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7679343128781331, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1800046937338653, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7683664649956785, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18023938042712978, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7683664649956785, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18023938042712978, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7696629213483146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18094344050692326, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7696629213483146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18094344050692326, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7705272255834054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18117812720018775, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7705272255834054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18117812720018775, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7709593777009507, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18164750058671672, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7709593777009507, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18164750058671672, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1828209340530392, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1828209340530392, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7722558340535869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18352499413283266, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7722558340535869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18352499413283266, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7726879861711322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18375968082609717, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7726879861711322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18375968082609717, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7731201382886776, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1851678009856841, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7731201382886776, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1851678009856841, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.773552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18634123445200657, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.773552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18634123445200657, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7739844425237684, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7739844425237684, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1882187279981225, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1882187279981225, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7757130509939498, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1886881013846515, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7757130509939498, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1886881013846515, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7761452031114953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.188922788077916, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7761452031114953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.188922788077916, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7765773552290406, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19033090823750293, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7765773552290406, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19033090823750293, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19080028162403193, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19080028162403193, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1912696550105609, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1912696550105609, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7778738115816768, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19197371509035438, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7778738115816768, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19197371509035438, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7783059636992221, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19267777517014786, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7783059636992221, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19267777517014786, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7796024200518582, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19314714855667683, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7796024200518582, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19314714855667683, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7800345721694036, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19361652194320583, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7800345721694036, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19361652194320583, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19385120863647032, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19385120863647032, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7817631806395852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1945552687162638, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7817631806395852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1945552687162638, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7830596369922213, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19525932879605726, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7830596369922213, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19525932879605726, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19549401548932174, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19549401548932174, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7873811581676751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19596338887585074, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7873811581676751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19596338887585074, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19619807556911523, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19619807556911523, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7882454624027658, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1964327622623797, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7882454624027658, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1964327622623797, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7886776145203112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1969021356489087, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7886776145203112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1969021356489087, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7891097666378565, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1971368223421732, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7891097666378565, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1971368223421732, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19737150903543768, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19737150903543768, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7899740708729472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1976061957287022, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7899740708729472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1976061957287022, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7904062229904927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19784088242196668, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7904062229904927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19784088242196668, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7912705272255834, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19831025580849565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7912705272255834, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19831025580849565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7917026793431288, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19877962919502465, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7917026793431288, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19877962919502465, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7925669835782195, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19901431588828913, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7925669835782195, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19901431588828913, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7929991356957649, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1994836892748181, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7929991356957649, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1994836892748181, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7934312878133103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19971837596808262, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7934312878133103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19971837596808262, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7938634399308556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20112649612766956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7938634399308556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20112649612766956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7951598962834918, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202299929593992, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7951598962834918, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202299929593992, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7955920484010371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20253461628725652, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7955920484010371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20253461628725652, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7960242005185826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202769302980521, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7960242005185826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202769302980521, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7981849611063094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2034733630603145, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7981849611063094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2034733630603145, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20370804975357898, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.7986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20370804975357898, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8007778738115817, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20394273644684346, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8007778738115817, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20394273644684346, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8016421780466725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20417742314010795, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8016421780466725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20417742314010795, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8025064822817631, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20441210983337244, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8025064822817631, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20441210983337244, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8029386343993086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20464679652663695, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8029386343993086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20464679652663695, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8050993949870354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20511616991316592, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8050993949870354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20511616991316592, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8055315471045809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2053508566064304, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8055315471045809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2053508566064304, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8063958513396715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2060549166862239, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8063958513396715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2060549166862239, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.806828003457217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2065242900727529, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.806828003457217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2065242900727529, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8076923076923077, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20699366345928186, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8076923076923077, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20699366345928186, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20722835015254634, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20722835015254634, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8085566119273985, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20746303684581086, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8085566119273985, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20746303684581086, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8089887640449438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20910584369866228, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8089887640449438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20910584369866228, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8094209161624892, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20934053039192677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8094209161624892, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20934053039192677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8098530682800346, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20980990377845576, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8098530682800346, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20980990377845576, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.81028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2112180239380427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.81028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2112180239380427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21145271063130722, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21145271063130722, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8111495246326706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2116873973245717, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8111495246326706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2116873973245717, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8115816767502161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2119220840178362, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8115816767502161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2119220840178362, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21215677071110067, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21215677071110067, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8124459809853068, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21239145740436519, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8124459809853068, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21239145740436519, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8128781331028522, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21262614409762967, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8128781331028522, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21262614409762967, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8133102852203976, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21309551748415864, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8133102852203976, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21309551748415864, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21333020417742313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21333020417742313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21379957756395213, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21379957756395213, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.817199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2145036376437456, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.817199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2145036376437456, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8176318063958513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2147383243370101, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8176318063958513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2147383243370101, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8189282627484875, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21497301103027458, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8189282627484875, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21497301103027458, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8197925669835783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21520769772353907, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8197925669835783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21520769772353907, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8202247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21544238441680358, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8202247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21544238441680358, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8206568712186689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21661581788312603, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8206568712186689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21661581788312603, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8219533275713051, \"partition\": \"train\"}, {\"false_positive_rate\": 0.217085191269655, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8219533275713051, \"partition\": \"train\"}, {\"false_positive_rate\": 0.217085191269655, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8223854796888505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2173198779629195, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8223854796888505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2173198779629195, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8228176318063959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.217554564656184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8228176318063959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.217554564656184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8232497839239412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2177892513494485, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8232497839239412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2177892513494485, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.824114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21896268481577094, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.824114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21896268481577094, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21919737150903543, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21919737150903543, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8249783923941227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21943205820229994, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8249783923941227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21943205820229994, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21966674489556443, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21966674489556443, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8258426966292135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2201361182820934, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8258426966292135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2201361182820934, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8262748487467588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22107486505515136, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8262748487467588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22107486505515136, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8271391529818496, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22154423844168036, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8271391529818496, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22154423844168036, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.827571305099395, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22177892513494485, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.827571305099395, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22177892513494485, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2231870452945318, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2231870452945318, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8288677614520311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22436047876085427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8288677614520311, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22436047876085427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8292999135695764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22506453884064773, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8292999135695764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22506453884064773, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22529922553391224, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22529922553391224, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8301642178046672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2260032856137057, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8301642178046672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2260032856137057, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.831028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2264726590002347, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.831028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2264726590002347, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8318928262748487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22717671908002815, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8318928262748487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22717671908002815, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22741140577329266, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22741140577329266, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8331892826274849, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22811546585308612, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8331892826274849, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22811546585308612, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.834485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2290542126261441, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.834485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2290542126261441, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8349178910976663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23257451302511148, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8349178910976663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23257451302511148, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8357821953327571, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8357821953327571, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2346866932644919, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2349213799577564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2349213799577564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8366464995678479, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23562544003754987, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8366464995678479, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23562544003754987, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8370786516853933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23656418681060784, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8370786516853933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23656418681060784, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8375108038029386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23679887350387233, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8375108038029386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23679887350387233, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.837942955920484, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2377376202769303, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.837942955920484, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2377376202769303, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8383751080380294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2400844872095752, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8383751080380294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2400844872095752, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8392394122731202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2405538605961042, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8392394122731202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2405538605961042, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8401037165082109, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24149260736916217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8401037165082109, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24149260736916217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8405358686257562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24196198075569114, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8405358686257562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24196198075569114, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8409680207433017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24243135414222014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8409680207433017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24243135414222014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.841400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2433701009152781, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.841400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2433701009152781, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8418323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24383947430180708, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8418323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24383947430180708, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8426966292134831, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24477822107486505, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8426966292134831, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24477822107486505, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8431287813310285, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24524759446139405, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8431287813310285, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24524759446139405, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8435609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24618634123445202, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8435609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24618634123445202, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8439930855661193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2464210279277165, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8439930855661193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2464210279277165, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8444252376836646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24735977470077447, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8444252376836646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24735977470077447, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24970664163341938, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24970664163341938, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8461538461538461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24994132832668386, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8461538461538461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24994132832668386, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8465859982713916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25041070171321284, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8465859982713916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25041070171321284, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8470181503889369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2515841351795353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8470181503889369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2515841351795353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8474503025064822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2518188218727998, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8474503025064822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2518188218727998, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8478824546240277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2520535085660643, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8478824546240277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2520535085660643, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.848314606741573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2525228819525933, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.848314606741573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2525228819525933, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8491789109766638, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25322694203238677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8491789109766638, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25322694203238677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8500432152117545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25346162872565126, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8500432152117545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25346162872565126, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2555738089650317, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2555738089650317, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8509075194468453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25580849565829616, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8509075194468453, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25580849565829616, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.851771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25721661581788313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.851771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25721661581788313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8522039757994814, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2579206758976766, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8522039757994814, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2579206758976766, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8530682800345721, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2581553625909411, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8530682800345721, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2581553625909411, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8535004321521176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2586247359774701, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8535004321521176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2586247359774701, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8547968885047537, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2588594226707346, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8547968885047537, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2588594226707346, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8569576490924805, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25932879605726356, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8569576490924805, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25932879605726356, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26214503637643743, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26214503637643743, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8578219533275713, \"partition\": \"train\"}, {\"false_positive_rate\": 0.262379723069702, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8578219533275713, \"partition\": \"train\"}, {\"false_positive_rate\": 0.262379723069702, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.858686257562662, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26261440976296646, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.858686257562662, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26261440976296646, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8591184096802075, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26284909645623095, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8591184096802075, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26284909645623095, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8595505617977528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2661347101619338, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8595505617977528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2661347101619338, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2666040835484628, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2666040835484628, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8604148660328436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26777751701478525, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8604148660328436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26777751701478525, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8608470181503889, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2682468904013142, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8608470181503889, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2682468904013142, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8612791702679343, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27012438394743016, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8612791702679343, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27012438394743016, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8617113223854796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2703590706406947, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8617113223854796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2703590706406947, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27082844402722367, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27082844402722367, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8630077787381158, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2715325041070171, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8630077787381158, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2715325041070171, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2724712508800751, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2724712508800751, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2729406242666041, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2729406242666041, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2731753109598686, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2731753109598686, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.865600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27340999765313306, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.865600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27340999765313306, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27387937103966203, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27387937103966203, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.275287491199249, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.275287491199249, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8673292999135696, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2773996714386294, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8673292999135696, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2773996714386294, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.867761452031115, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2781037315184229, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.867761452031115, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2781037315184229, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8681936041486603, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2785731049049519, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8681936041486603, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2785731049049519, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8686257562662058, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2790424782914809, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8686257562662058, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2790424782914809, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27974653837127433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27974653837127433, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8694900605012964, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28068528514433233, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8694900605012964, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28068528514433233, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2813893452241258, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2813893452241258, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8703543647363872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28185871861065476, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8703543647363872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28185871861065476, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28279746538371275, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28279746538371275, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8712186689714779, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28631776578268014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8712186689714779, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28631776578268014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8720829732065687, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2870218258624736, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8720829732065687, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2870218258624736, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8725151253241141, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28796057263553154, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8725151253241141, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28796057263553154, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8729472774416595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28889931940858954, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8729472774416595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28889931940858954, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8733794295592049, \"partition\": \"train\"}, {\"false_positive_rate\": 0.289134006101854, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8733794295592049, \"partition\": \"train\"}, {\"false_positive_rate\": 0.289134006101854, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2893686927951185, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2893686927951185, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29218493311429244, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29218493311429244, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8751080380293863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29241961980755693, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8751080380293863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29241961980755693, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2928889931940859, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2928889931940859, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8764044943820225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2931236798873504, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8764044943820225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2931236798873504, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8768366464995678, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29453180004693735, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8768366464995678, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29453180004693735, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8772687986171133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2950011734334663, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8772687986171133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2950011734334663, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2954705468199953, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2954705468199953, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2957052335132598, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2957052335132598, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8785652549697494, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2966439802863178, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8785652549697494, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2966439802863178, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8789974070872947, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29734804036611123, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8789974070872947, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29734804036611123, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8798617113223854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3011030274583431, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8798617113223854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3011030274583431, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8802938634399309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30180708753813656, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8802938634399309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30180708753813656, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8807260155574762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3020417742314011, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8807260155574762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3020417742314011, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8811581676750216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30298052100445905, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8811581676750216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30298052100445905, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30321520769772353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30321520769772353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8820224719101124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30532738793710396, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8820224719101124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30532738793710396, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8824546240276577, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3057967613236329, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8824546240276577, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3057967613236329, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8828867761452031, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30603144801689747, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8828867761452031, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30603144801689747, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8833189282627485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3067355080966909, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8833189282627485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3067355080966909, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8837510803802938, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3074395681764844, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8837510803802938, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3074395681764844, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8841832324978393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30861300164280686, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8841832324978393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30861300164280686, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.88504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3095517484158648, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.88504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3095517484158648, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8854796888504753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3107251818821873, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8854796888504753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3107251818821873, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8859118409680208, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31119455526871626, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8859118409680208, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31119455526871626, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8863439930855661, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3116639286552452, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8863439930855661, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3116639286552452, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8872082973206569, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31189861534850977, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8872082973206569, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31189861534850977, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8876404494382022, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3133067355080967, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8876404494382022, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3133067355080967, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8880726015557476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31377610889462565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8880726015557476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31377610889462565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3151842290542126, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3151842290542126, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31588828913400613, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31588828913400613, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8893690579083837, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3163576625205351, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8893690579083837, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3163576625205351, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31729640929359304, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31729640929359304, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8906655142610199, \"partition\": \"train\"}, {\"false_positive_rate\": 0.319173902839709, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8906655142610199, \"partition\": \"train\"}, {\"false_positive_rate\": 0.319173902839709, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8910976663785652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3198779629195025, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8910976663785652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3198779629195025, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8915298184961107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32081670969256043, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8915298184961107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32081670969256043, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3215207697723539, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3215207697723539, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8923941227312013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32292888993194085, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8923941227312013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32292888993194085, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8928262748487468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3259798169443793, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8928262748487468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3259798169443793, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8932584269662921, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3273879371039662, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8932584269662921, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3273879371039662, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8936905790838375, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32856137057028867, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8936905790838375, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32856137057028867, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32879605726355315, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32879605726355315, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32903074395681764, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32903074395681764, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8954191875540191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32973480403661115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8954191875540191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32973480403661115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32996949072987564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32996949072987564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8962834917891098, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3302041774231401, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8962834917891098, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3302041774231401, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8967156439066551, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33442853790190097, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8967156439066551, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33442853790190097, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8971477960242005, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33701009152781036, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8971477960242005, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33701009152781036, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33818352499413284, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33818352499413284, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8980121002592912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33841821168739733, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8980121002592912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33841821168739733, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8984442523768367, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34029570523351327, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8984442523768367, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34029570523351327, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.898876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34053039192677775, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.898876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34053039192677775, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3412344520065712, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3412344520065712, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8997407087294728, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34170382539310024, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.8997407087294728, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34170382539310024, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9001728608470182, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3426425721661582, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9001728608470182, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3426425721661582, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34428537901900963, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34428537901900963, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9010371650821088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34545881248533206, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9010371650821088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34545881248533206, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9014693171996543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34663224595165454, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9014693171996543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34663224595165454, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9019014693171996, \"partition\": \"train\"}, {\"false_positive_rate\": 0.347805679417977, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9019014693171996, \"partition\": \"train\"}, {\"false_positive_rate\": 0.347805679417977, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3480403661112415, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3480403661112415, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3485097394977705, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3485097394977705, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9040622299049266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34921379957756393, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9040622299049266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34921379957756393, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35132597981694436, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35132597981694436, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9053586862575627, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35226472659000235, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9053586862575627, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35226472659000235, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35249941328326684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35249941328326684, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3529687866697958, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3529687866697958, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9066551426101987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3532034733630603, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9066551426101987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3532034733630603, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3541422201361183, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3541422201361183, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9075194468452895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35484628021591175, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9075194468452895, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35484628021591175, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.907951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35719314714855666, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.907951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35719314714855666, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3600093874677306, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3600093874677306, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9088159031979257, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36071344754752405, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9088159031979257, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36071344754752405, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.909248055315471, \"partition\": \"train\"}, {\"false_positive_rate\": 0.361182820934053, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.909248055315471, \"partition\": \"train\"}, {\"false_positive_rate\": 0.361182820934053, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9096802074330165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36141750762731756, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9096802074330165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36141750762731756, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9101123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.362121567707111, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9101123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.362121567707111, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9105445116681071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36399906125322695, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9105445116681071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36399906125322695, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9109766637856526, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3670499882656653, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9109766637856526, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3670499882656653, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9114088159031979, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36869279511851677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9114088159031979, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36869279511851677, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9118409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36986622858483925, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9118409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36986622858483925, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37010091527810374, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37010091527810374, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9127052722558341, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37127434874442616, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9127052722558341, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37127434874442616, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3715090354376907, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3715090354376907, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9135695764909249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3717437221309552, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9135695764909249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3717437221309552, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9140017286084702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3719784088242197, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9140017286084702, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3719784088242197, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9144338807260155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3729171555972776, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9144338807260155, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3729171555972776, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9148660328435609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37362121567707113, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9148660328435609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37362121567707113, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3743252757568646, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3743252757568646, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9157303370786517, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37573339591645155, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9157303370786517, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37573339591645155, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9165946413137425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.377376202769303, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9165946413137425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.377376202769303, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9170267934312878, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3787843229288899, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9170267934312878, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3787843229288899, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9174589455488332, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37925369631541894, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9174589455488332, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37925369631541894, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9178910976663786, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38160056324806385, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9178910976663786, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38160056324806385, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.918323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38746773057967615, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.918323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38746773057967615, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3893452241257921, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3893452241257921, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9191875540190146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3928655245247594, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9191875540190146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3928655245247594, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9196197061365601, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39497770476413985, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9196197061365601, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39497770476413985, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9200518582541054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3973245716967848, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9200518582541054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3973245716967848, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9204840103716508, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3975592583900493, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9204840103716508, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3975592583900493, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3999061253226942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3999061253226942, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9217804667242869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4003754987092232, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9217804667242869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4003754987092232, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9222126188418324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4022529922553391, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9222126188418324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4022529922553391, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9226447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40647735273409996, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9226447709593777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40647735273409996, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9235090751944685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40788547289368693, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9235090751944685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40788547289368693, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9239412273120138, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40999765313306735, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9239412273120138, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40999765313306735, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9248055315471045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41023233982633184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9248055315471045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41023233982633184, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.92523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41093639990612535, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.92523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41093639990612535, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9265341400172861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4118751466791833, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9265341400172861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4118751466791833, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9269662921348315, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41351795353203474, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9269662921348315, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41351795353203474, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9273984442523768, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41375264022529923, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9273984442523768, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41375264022529923, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9278305963699223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4142220136118282, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9278305963699223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4142220136118282, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9282627484874676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4149260736916217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9282627484874676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4149260736916217, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9286949006050129, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4153954470781507, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9286949006050129, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4153954470781507, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9291270527225584, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4177423140107956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9291270527225584, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4177423140107956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9295592048401037, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42173198779629195, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9295592048401037, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42173198779629195, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4238441680356724, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4238441680356724, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9304235090751944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4261910349683173, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9304235090751944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4261910349683173, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9308556611927399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42666040835484625, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9308556611927399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42666040835484625, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4268950950481108, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4268950950481108, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4315888289134006, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4315888289134006, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.932152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43604787608542595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.932152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43604787608542595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9325842696629213, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4456700305092701, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9325842696629213, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4456700305092701, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9330164217804667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4473128373621216, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9330164217804667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4473128373621216, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44754752405538606, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44754752405538606, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9338807260155575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.448486270828444, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9338807260155575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.448486270828444, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9343128781331028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4527106313072049, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9343128781331028, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4527106313072049, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9347450302506483, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45388406477352733, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9347450302506483, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45388406477352733, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45693499178596575, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45693499178596575, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.935609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45716967847923023, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.935609334485739, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45716967847923023, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9360414866032843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4611593522647266, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9360414866032843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4611593522647266, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9364736387208298, \"partition\": \"train\"}, {\"false_positive_rate\": 0.462332785731049, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9364736387208298, \"partition\": \"train\"}, {\"false_positive_rate\": 0.462332785731049, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9369057908383751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4635062191973715, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9369057908383751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4635062191973715, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9382022471910112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4639755925839005, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9382022471910112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4639755925839005, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9386343993085566, \"partition\": \"train\"}, {\"false_positive_rate\": 0.464679652663694, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9386343993085566, \"partition\": \"train\"}, {\"false_positive_rate\": 0.464679652663694, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.939066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4658530861300164, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.939066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4658530861300164, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9394987035436474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.46866932644919035, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9394987035436474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.46866932644919035, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9399308556611927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4698427599155128, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9399308556611927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4698427599155128, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9403630077787382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47078150668857077, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9403630077787382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47078150668857077, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4717202534616287, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4717202534616287, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9412273120138289, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4728936869279512, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9412273120138289, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4728936869279512, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9416594641313742, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47735273409997653, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9416594641313742, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47735273409997653, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4787608542595635, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4787608542595635, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.942523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4801689744191504, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.942523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4801689744191504, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9429559204840103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48040366111241495, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9429559204840103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48040366111241495, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4858014550574982, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4858014550574982, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49143393569584604, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49143393569584604, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9446845289541919, \"partition\": \"train\"}, {\"false_positive_rate\": 0.491903309082375, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9446845289541919, \"partition\": \"train\"}, {\"false_positive_rate\": 0.491903309082375, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9451166810717373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4949542360948134, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9451166810717373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4949542360948134, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9464131374243734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4965970429476649, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9464131374243734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4965970429476649, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9468452895419187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49964796996010324, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9468452895419187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49964796996010324, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9472774416594641, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5017601501994837, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9472774416594641, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5017601501994837, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9477095937770095, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5019948368927482, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9477095937770095, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5019948368927482, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9481417458945549, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5026988969725417, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9481417458945549, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5026988969725417, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5034029570523352, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5034029570523352, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9490060501296457, \"partition\": \"train\"}, {\"false_positive_rate\": 0.506688570758038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9490060501296457, \"partition\": \"train\"}, {\"false_positive_rate\": 0.506688570758038, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.949438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5102088711570054, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.949438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5102088711570054, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9498703543647364, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5118516780098569, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9498703543647364, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5118516780098569, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5139638582492373, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5139638582492373, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9507346585998271, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5146679183290307, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9507346585998271, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5146679183290307, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9511668107173725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5156066651020887, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9511668107173725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5156066651020887, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9515989628349178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5160760384886177, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9515989628349178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5160760384886177, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9520311149524633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5163107251818821, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9520311149524633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5163107251818821, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9524632670700086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5174841586482046, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9524632670700086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5174841586482046, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.952895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5191269655010561, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.952895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5191269655010561, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5203003989673786, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5203003989673786, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9541918755401901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5210044590471721, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9541918755401901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5210044590471721, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9546240276577356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5268716263787844, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9546240276577356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5268716263787844, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9554883318928262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5322694203238676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9554883318928262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5322694203238676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9559204840103717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5397793945083313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9559204840103717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5397793945083313, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.956352636127917, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5400140812015959, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.956352636127917, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5400140812015959, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5423609481342407, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5423609481342407, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9572169403630078, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5444731283736212, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9572169403630078, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5444731283736212, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9576490924805532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.550574982398498, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9576490924805532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.550574982398498, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9580812445980985, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5538605961042009, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9580812445980985, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5538605961042009, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9589455488331893, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5580849565829618, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9589455488331893, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5580849565829618, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9593777009507347, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5587890166627553, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9593777009507347, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5587890166627553, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5597277634358132, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5597277634358132, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9602420051858254, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5599624501290776, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9602420051858254, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5599624501290776, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9606741573033708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5604318235156067, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9606741573033708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5604318235156067, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5646561839943676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5646561839943676, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9615384615384616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5695846045529218, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9615384615384616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5695846045529218, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5700539779394508, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5700539779394508, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5714620980990378, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5714620980990378, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9636992221261884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5716967847923022, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9636992221261884, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5716967847923022, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9641313742437337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5733395916451537, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9641313742437337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5733395916451537, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5738089650316827, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5738089650316827, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9649956784788245, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5749823984980051, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9649956784788245, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5749823984980051, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9654278305963699, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5770945787373856, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9654278305963699, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5770945787373856, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9658599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.578268012203708, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9658599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.578268012203708, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5803801924430885, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5803801924430885, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.966724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.580614879136353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.966724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.580614879136353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5813189392161464, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5813189392161464, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5841351795353203, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5841351795353203, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5979816944379254, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5979816944379254, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9688850475367329, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6005632480638348, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9688850475367329, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6005632480638348, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6047876085425956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6047876085425956, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.607838535555034, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.607838535555034, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6090119690213565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6090119690213565, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9710458081244598, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6101854024876789, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9710458081244598, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6101854024876789, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9714779602420052, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6167566298990848, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9714779602420052, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6167566298990848, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9719101123595506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6176953766721427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9719101123595506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6176953766721427, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9723422644770959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6179300633654072, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9723422644770959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6179300633654072, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9727744165946414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6181647500586717, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9727744165946414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6181647500586717, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6275522177892513, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6275522177892513, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.973638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6296643980286317, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.973638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6296643980286317, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6303684581084252, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6303684581084252, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6348275052804506, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6348275052804506, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6367049988265665, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6367049988265665, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6390518657592115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6390518657592115, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6444496597042948, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6444496597042948, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6458577798638817, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6458577798638817, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6472659000234686, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6472659000234686, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9775280898876404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6496127669561136, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9775280898876404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6496127669561136, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6580614879136353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6580614879136353, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6590002346866932, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6590002346866932, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6597042947664867, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6597042947664867, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6641633419385121, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6641633419385121, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9801210025929127, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6681530157240084, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9801210025929127, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6681530157240084, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9805531547104581, \"partition\": \"train\"}, {\"false_positive_rate\": 0.668387702417273, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9805531547104581, \"partition\": \"train\"}, {\"false_positive_rate\": 0.668387702417273, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9809853068280034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6735508096690918, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9809853068280034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6735508096690918, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6773057967613236, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6773057967613236, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6805914104670265, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6805914104670265, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6848157709457874, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6848157709457874, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6855198310255809, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6855198310255809, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6920910584369866, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6920910584369866, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6944379253696316, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6944379253696316, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9844425237683665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6951419854494251, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9844425237683665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6951419854494251, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9853068280034573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6998357193147149, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9853068280034573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6998357193147149, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7033560197136822, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7033560197136822, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7052335132597982, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7052335132597982, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7087538136587656, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7087538136587656, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7092231870452945, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7092231870452945, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7106313072048814, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7106313072048814, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7139169209105843, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7139169209105843, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9883318928262749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7186106547758742, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9883318928262749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7186106547758742, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.724243135414222, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.724243135414222, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7258859422670735, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7258859422670735, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.989628349178911, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7322224829852148, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.989628349178911, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7322224829852148, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9900605012964564, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7357427833841821, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9900605012964564, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7357427833841821, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.739497770476414, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.739497770476414, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7455996245012908, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7455996245012908, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7500586716733161, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7500586716733161, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9917891097666378, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7603848861769538, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9917891097666378, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7603848861769538, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.76906829382774, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.76906829382774, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7700070406007979, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7700070406007979, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7758742079324102, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7758742079324102, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.781976061957287, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.781976061957287, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.79676132363295, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.79676132363295, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9943820224719101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.813893452241258, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9943820224719101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.813893452241258, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8284440272236564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8284440272236564, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8307908941563014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8307908941563014, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8364233747946491, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8364233747946491, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8483923961511383, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8483923961511383, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8537901900962216, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8537901900962216, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.856371743722131, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.856371743722131, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8584839239615114, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8584839239615114, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8674020183055621, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8674020183055621, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8767894860361417, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8767894860361417, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9040131424548228, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9040131424548228, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9340530391926778, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9340530391926778, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9540014081201595, \"feature_set\": \"expressions\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9540014081201595, \"feature_set\": \"expressions\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 1.0, \"feature_set\": \"expressions\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.002183406113537118, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.002183406113537118, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.003663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.004366812227074236, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.003663003663003663, \"partition\": \"test\"}, {\"false_positive_rate\": 0.004366812227074236, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02197802197802198, \"partition\": \"test\"}, {\"false_positive_rate\": 0.006550218340611353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02197802197802198, \"partition\": \"test\"}, {\"false_positive_rate\": 0.006550218340611353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.047619047619047616, \"partition\": \"test\"}, {\"false_positive_rate\": 0.008733624454148471, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.047619047619047616, \"partition\": \"test\"}, {\"false_positive_rate\": 0.008733624454148471, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05128205128205128, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05128205128205128, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05860805860805861, \"partition\": \"test\"}, {\"false_positive_rate\": 0.010917030567685589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07326007326007326, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07326007326007326, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08424908424908426, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09157509157509157, \"partition\": \"test\"}, {\"false_positive_rate\": 0.013100436681222707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10256410256410256, \"partition\": \"test\"}, {\"false_positive_rate\": 0.015283842794759825, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10256410256410256, \"partition\": \"test\"}, {\"false_positive_rate\": 0.015283842794759825, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.019650655021834062, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.026200873362445413, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.026200873362445413, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13553113553113552, \"partition\": \"test\"}, {\"false_positive_rate\": 0.028384279475982533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13553113553113552, \"partition\": \"test\"}, {\"false_positive_rate\": 0.028384279475982533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1391941391941392, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03056768558951965, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1391941391941392, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03056768558951965, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15384615384615385, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03275109170305677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15384615384615385, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03275109170305677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1575091575091575, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03275109170305677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.16483516483516483, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03275109170305677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1684981684981685, \"partition\": \"test\"}, {\"false_positive_rate\": 0.034934497816593885, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1684981684981685, \"partition\": \"test\"}, {\"false_positive_rate\": 0.034934497816593885, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17582417582417584, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03711790393013101, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17582417582417584, \"partition\": \"test\"}, {\"false_positive_rate\": 0.03711790393013101, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19047619047619047, \"partition\": \"test\"}, {\"false_positive_rate\": 0.039301310043668124, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19047619047619047, \"partition\": \"test\"}, {\"false_positive_rate\": 0.039301310043668124, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20512820512820512, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04148471615720524, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20512820512820512, \"partition\": \"test\"}, {\"false_positive_rate\": 0.04148471615720524, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21978021978021978, \"partition\": \"test\"}, {\"false_positive_rate\": 0.043668122270742356, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21978021978021978, \"partition\": \"test\"}, {\"false_positive_rate\": 0.043668122270742356, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2271062271062271, \"partition\": \"test\"}, {\"false_positive_rate\": 0.048034934497816595, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2271062271062271, \"partition\": \"test\"}, {\"false_positive_rate\": 0.048034934497816595, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23809523809523808, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05021834061135371, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23809523809523808, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05021834061135371, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2490842490842491, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05240174672489083, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2490842490842491, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05240174672489083, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26373626373626374, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05458515283842795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26373626373626374, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05458515283842795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2857142857142857, \"partition\": \"test\"}, {\"false_positive_rate\": 0.056768558951965066, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2857142857142857, \"partition\": \"test\"}, {\"false_positive_rate\": 0.056768558951965066, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30036630036630035, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30036630036630035, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3076923076923077, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34065934065934067, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34798534798534797, \"partition\": \"test\"}, {\"false_positive_rate\": 0.05895196506550218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38461538461538464, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0611353711790393, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38461538461538464, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0611353711790393, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3956043956043956, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06331877729257641, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3956043956043956, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06331877729257641, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40293040293040294, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06331877729257641, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42124542124542125, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06550218340611354, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4249084249084249, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06550218340611354, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4358974358974359, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06768558951965066, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4358974358974359, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06768558951965066, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06986899563318777, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.06986899563318777, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47619047619047616, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07205240174672489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47619047619047616, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07205240174672489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48717948717948717, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07423580786026202, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48717948717948717, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07423580786026202, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4908424908424908, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07641921397379912, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07641921397379912, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5018315018315018, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07860262008733625, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5018315018315018, \"partition\": \"test\"}, {\"false_positive_rate\": 0.07860262008733625, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5201465201465202, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08078602620087336, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5238095238095238, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5238095238095238, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5311355311355311, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0851528384279476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5494505494505495, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08951965065502183, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5494505494505495, \"partition\": \"test\"}, {\"false_positive_rate\": 0.08951965065502183, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5531135531135531, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10480349344978165, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5531135531135531, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10480349344978165, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5567765567765568, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10698689956331878, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5567765567765568, \"partition\": \"test\"}, {\"false_positive_rate\": 0.10698689956331878, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5641025641025641, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11135371179039301, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5641025641025641, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11135371179039301, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5677655677655677, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11353711790393013, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5677655677655677, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11353711790393013, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5824175824175825, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11572052401746726, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5824175824175825, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11572052401746726, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5897435897435898, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11790393013100436, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5897435897435898, \"partition\": \"test\"}, {\"false_positive_rate\": 0.11790393013100436, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5970695970695971, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1222707423580786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5970695970695971, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1222707423580786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6007326007326007, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12445414847161572, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6007326007326007, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12445414847161572, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.608058608058608, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12663755458515283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.608058608058608, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12663755458515283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6153846153846154, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12882096069868995, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6153846153846154, \"partition\": \"test\"}, {\"false_positive_rate\": 0.12882096069868995, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6190476190476191, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13100436681222707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6190476190476191, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13100436681222707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6227106227106227, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1331877729257642, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6263736263736264, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1331877729257642, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6336996336996337, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13537117903930132, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6336996336996337, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13537117903930132, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6373626373626373, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13973799126637554, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6373626373626373, \"partition\": \"test\"}, {\"false_positive_rate\": 0.13973799126637554, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6410256410256411, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14192139737991266, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6410256410256411, \"partition\": \"test\"}, {\"false_positive_rate\": 0.14192139737991266, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6446886446886447, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1462882096069869, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6446886446886447, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15065502183406113, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6446886446886447, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15283842794759825, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6446886446886447, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15283842794759825, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6483516483516484, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15502183406113537, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6483516483516484, \"partition\": \"test\"}, {\"false_positive_rate\": 0.15502183406113537, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1572052401746725, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.652014652014652, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1572052401746725, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6666666666666666, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1615720524017467, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6666666666666666, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1615720524017467, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6703296703296703, \"partition\": \"test\"}, {\"false_positive_rate\": 0.16375545851528384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6703296703296703, \"partition\": \"test\"}, {\"false_positive_rate\": 0.16375545851528384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.673992673992674, \"partition\": \"test\"}, {\"false_positive_rate\": 0.16593886462882096, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.673992673992674, \"partition\": \"test\"}, {\"false_positive_rate\": 0.16593886462882096, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6776556776556777, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17248908296943233, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6776556776556777, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17248908296943233, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.684981684981685, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17903930131004367, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.684981684981685, \"partition\": \"test\"}, {\"false_positive_rate\": 0.17903930131004367, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6886446886446886, \"partition\": \"test\"}, {\"false_positive_rate\": 0.18777292576419213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6886446886446886, \"partition\": \"test\"}, {\"false_positive_rate\": 0.18777292576419213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"test\"}, {\"false_positive_rate\": 0.18995633187772926, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"test\"}, {\"false_positive_rate\": 0.18995633187772926, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6959706959706959, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1943231441048035, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6959706959706959, \"partition\": \"test\"}, {\"false_positive_rate\": 0.1943231441048035, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6996336996336996, \"partition\": \"test\"}, {\"false_positive_rate\": 0.20087336244541484, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6996336996336996, \"partition\": \"test\"}, {\"false_positive_rate\": 0.20087336244541484, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7032967032967034, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2052401746724891, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7032967032967034, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2052401746724891, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7142857142857143, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2074235807860262, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.717948717948718, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2074235807860262, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7216117216117216, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2096069868995633, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7216117216117216, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21397379912663755, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7289377289377289, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21615720524017468, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7289377289377289, \"partition\": \"test\"}, {\"false_positive_rate\": 0.21615720524017468, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7472527472527473, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2205240174672489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7472527472527473, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2205240174672489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7509157509157509, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22270742358078602, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7509157509157509, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22270742358078602, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7619047619047619, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22489082969432314, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7619047619047619, \"partition\": \"test\"}, {\"false_positive_rate\": 0.22489082969432314, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7655677655677655, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2292576419213974, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7655677655677655, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2292576419213974, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7692307692307693, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2314410480349345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7692307692307693, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2314410480349345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7765567765567766, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23799126637554585, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7765567765567766, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23799126637554585, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7802197802197802, \"partition\": \"test\"}, {\"false_positive_rate\": 0.23799126637554585, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7875457875457875, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24017467248908297, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7875457875457875, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2445414847161572, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8021978021978022, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2445414847161572, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8095238095238095, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24672489082969432, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8095238095238095, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24672489082969432, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8131868131868132, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24890829694323144, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8131868131868132, \"partition\": \"test\"}, {\"false_positive_rate\": 0.24890829694323144, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8205128205128205, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2576419213973799, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8205128205128205, \"partition\": \"test\"}, {\"false_positive_rate\": 0.26200873362445415, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8241758241758241, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2663755458515284, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8241758241758241, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27074235807860264, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8241758241758241, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27292576419213976, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8241758241758241, \"partition\": \"test\"}, {\"false_positive_rate\": 0.27510917030567683, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8278388278388278, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2816593886462882, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8278388278388278, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2816593886462882, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.2838427947598253, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8315018315018315, \"partition\": \"test\"}, {\"false_positive_rate\": 0.28602620087336245, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8351648351648352, \"partition\": \"test\"}, {\"false_positive_rate\": 0.28602620087336245, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8388278388278388, \"partition\": \"test\"}, {\"false_positive_rate\": 0.29475982532751094, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8388278388278388, \"partition\": \"test\"}, {\"false_positive_rate\": 0.29694323144104806, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8388278388278388, \"partition\": \"test\"}, {\"false_positive_rate\": 0.29694323144104806, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8424908424908425, \"partition\": \"test\"}, {\"false_positive_rate\": 0.29912663755458513, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8424908424908425, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3078602620087336, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8424908424908425, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3078602620087336, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8498168498168498, \"partition\": \"test\"}, {\"false_positive_rate\": 0.31004366812227074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8498168498168498, \"partition\": \"test\"}, {\"false_positive_rate\": 0.31222707423580787, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8534798534798534, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3165938864628821, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8534798534798534, \"partition\": \"test\"}, {\"false_positive_rate\": 0.31877729257641924, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8608058608058609, \"partition\": \"test\"}, {\"false_positive_rate\": 0.32096069868995636, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8608058608058609, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3231441048034934, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8644688644688645, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3318777292576419, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8644688644688645, \"partition\": \"test\"}, {\"false_positive_rate\": 0.33406113537117904, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8644688644688645, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3384279475982533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8644688644688645, \"partition\": \"test\"}, {\"false_positive_rate\": 0.34497816593886466, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8681318681318682, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3471615720524017, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8791208791208791, \"partition\": \"test\"}, {\"false_positive_rate\": 0.34934497816593885, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8791208791208791, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3537117903930131, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8791208791208791, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3558951965065502, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8791208791208791, \"partition\": \"test\"}, {\"false_positive_rate\": 0.36026200873362446, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8864468864468864, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3646288209606987, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8864468864468864, \"partition\": \"test\"}, {\"false_positive_rate\": 0.37117903930131, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8864468864468864, \"partition\": \"test\"}, {\"false_positive_rate\": 0.37554585152838427, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8864468864468864, \"partition\": \"test\"}, {\"false_positive_rate\": 0.37554585152838427, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8901098901098901, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3777292576419214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8937728937728938, \"partition\": \"test\"}, {\"false_positive_rate\": 0.38209606986899564, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8937728937728938, \"partition\": \"test\"}, {\"false_positive_rate\": 0.38427947598253276, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9047619047619048, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3864628820960699, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9084249084249084, \"partition\": \"test\"}, {\"false_positive_rate\": 0.3951965065502183, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9084249084249084, \"partition\": \"test\"}, {\"false_positive_rate\": 0.39956331877729256, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9084249084249084, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4039301310043668, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9084249084249084, \"partition\": \"test\"}, {\"false_positive_rate\": 0.40829694323144106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9157509157509157, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4148471615720524, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9194139194139194, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4192139737991266, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"test\"}, {\"false_positive_rate\": 0.425764192139738, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4279475982532751, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4344978165938865, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9230769230769231, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4366812227074236, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9267399267399268, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4410480349344978, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9267399267399268, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4410480349344978, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9304029304029304, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4432314410480349, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9304029304029304, \"partition\": \"test\"}, {\"false_positive_rate\": 0.44541484716157204, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9340659340659341, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4497816593886463, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9340659340659341, \"partition\": \"test\"}, {\"false_positive_rate\": 0.45414847161572053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4606986899563319, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4672489082969432, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4737991266375546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4781659388646288, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9377289377289377, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4781659388646288, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.48253275109170307, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4868995633187773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4912663755458515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9413919413919414, \"partition\": \"test\"}, {\"false_positive_rate\": 0.4978165938864629, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.945054945054945, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5021834061135371, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9523809523809523, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5043668122270742, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9523809523809523, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5043668122270742, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9560439560439561, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5065502183406113, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9560439560439561, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5087336244541485, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5109170305676856, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5152838427947598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.517467248908297, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9597069597069597, \"partition\": \"test\"}, {\"false_positive_rate\": 0.519650655021834, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9633699633699634, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5218340611353712, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9633699633699634, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5218340611353712, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5262008733624454, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.967032967032967, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5262008733624454, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9743589743589743, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5327510917030568, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9743589743589743, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5327510917030568, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9816849816849816, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5349344978165939, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9816849816849816, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5349344978165939, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9853479853479854, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5720524017467249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9853479853479854, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5720524017467249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5829694323144105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.989010989010989, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5829694323144105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926739926739927, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5917030567685589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926739926739927, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5917030567685589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.5938864628820961, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6026200873362445, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6091703056768559, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6135371179039302, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6179039301310044, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6222707423580786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.62882096069869, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.631004366812227, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9963369963369964, \"partition\": \"test\"}, {\"false_positive_rate\": 0.631004366812227, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6331877729257642, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6375545851528385, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6397379912663755, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6441048034934498, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6462882096069869, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6506550218340611, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.6593886462882096, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.665938864628821, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7074235807860262, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7117903930131004, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.74235807860262, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7489082969432315, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.75764192139738, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7620087336244541, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7641921397379913, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.7685589519650655, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8187772925764192, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8231441048034934, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8406113537117904, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8449781659388647, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8493449781659389, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8537117903930131, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8580786026200873, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8668122270742358, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8733624454148472, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8799126637554585, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8842794759825328, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.8930131004366813, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9104803493449781, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9126637554585153, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9192139737991266, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9213973799126638, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9279475982532751, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9323144104803494, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9454148471615721, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9475982532751092, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9519650655021834, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9563318777292577, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9650655021834061, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9672489082969432, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.9716157205240175, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.980349344978166, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 1.0, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"test\"}, {\"false_positive_rate\": 0.0, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0002346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0002346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0012964563526361278, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0007040600797934757, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0012964563526361278, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0007040600797934757, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.00950734658599827, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0009387467730579676, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.00950734658599827, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0009387467730579676, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.012100259291270527, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0011734334663224596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.012532411408815903, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0011734334663224596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.01901469317199654, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0014081201595869514, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.01901469317199654, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0014081201595869514, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.01944684528954192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0016428068528514432, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.01944684528954192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0016428068528514432, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02031114952463267, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0018774935461159353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02031114952463267, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0018774935461159353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.020743301642178046, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0021121802393804273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.020743301642178046, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0021121802393804273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.022039757994814176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.022039757994814176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02247191011235955, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.023336214347450302, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.024200518582541054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.024200518582541054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.024632670700086432, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02549697493517718, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02679343128781331, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02679343128781331, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.027225583405358685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.028522039757994815, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.02895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.029818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03111495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.002816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03197925669835782, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0032856137057028865, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03197925669835782, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0032856137057028865, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0035203003989673787, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0035203003989673787, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03802938634399308, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0037549870922318706, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.03932584269662921, \"partition\": \"train\"}, {\"false_positive_rate\": 0.003989673785496362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.04019014693171997, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.04062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.04105445116681072, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.04278305963699222, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.04364736387208297, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004224360478760855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.046672428694900604, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.047968885047536734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.04883318928262748, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.049265341400172864, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05099394987035436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.054019014693171996, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05488331892826275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.004693733865289838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05661192739844425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00492842055855433, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05661192739844425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00492842055855433, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05704407951598963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005163107251818822, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.057476231633535005, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005163107251818822, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.058340535868625754, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005163107251818822, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.05920484010371651, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005163107251818822, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06006914433880726, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06179775280898876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06222990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005397793945083313, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06352636127917027, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005632480638347806, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06439066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.005867167331612298, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06439066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006101854024876789, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06482281763180639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006101854024876789, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06525496974935177, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0063365407181412816, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06525496974935177, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0063365407181412816, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06568712186689715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006571227411405773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06568712186689715, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.06611927398444252, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0682800345721694, \"partition\": \"train\"}, {\"false_positive_rate\": 0.006805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07087294727744166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0070406007979347575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07087294727744166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0070406007979347575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07130509939498704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07130509939498704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07260155574762317, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007275287491199249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07303370786516854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07476231633535005, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07821953327571306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.07951598962834917, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08038029386343994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0077446608777282325, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08124459809853068, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08297320656871218, \"partition\": \"train\"}, {\"false_positive_rate\": 0.007979347570992725, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0847018150388937, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0847018150388937, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08513396715643906, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08729472774416594, \"partition\": \"train\"}, {\"false_positive_rate\": 0.008214034264257217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08772687986171132, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00844872095752171, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.0881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00844872095752171, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08945548833189283, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.08945548833189283, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09031979256698358, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0086834076507862, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09291270527225583, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09291270527225583, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09377700950734659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009152781037315184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009387467730579677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09420916162489196, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009387467730579677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09507346585998272, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009387467730579677, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09593777009507347, \"partition\": \"train\"}, {\"false_positive_rate\": 0.009622154423844167, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09593777009507347, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.09939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10155574762316336, \"partition\": \"train\"}, {\"false_positive_rate\": 0.00985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10198789974070872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10198789974070872, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10285220397579949, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10371650821089023, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10414866032843562, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10501296456352636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10544511668107173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010326214503637644, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10587726879861711, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010326214503637644, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10760587726879861, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10803802938634399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.10890233362143474, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11106309420916162, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010560901196902136, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11235955056179775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010795587890166627, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11235955056179775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.010795587890166627, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11279170267934313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011030274583431119, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11279170267934313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011030274583431119, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1132238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011499647969960104, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1132238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011734334663224596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11495246326707001, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011969021356489086, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11495246326707001, \"partition\": \"train\"}, {\"false_positive_rate\": 0.011969021356489086, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11754537597234227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012203708049753579, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11797752808988764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012203708049753579, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11970613656006915, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012438394743018071, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.11970613656006915, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012438394743018071, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012438394743018071, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12186689714779603, \"partition\": \"train\"}, {\"false_positive_rate\": 0.012438394743018071, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12316335350043216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013142454822811546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12316335350043216, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013142454822811546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12359550561797752, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12359550561797752, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12489196197061365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.013377141516076038, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1257562662057044, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01361182820934053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1257562662057044, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01361182820934053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12618841832324978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014081201595869515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12618841832324978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014081201595869515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12705272255834055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014081201595869515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12834917891097666, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014081201595869515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12964563526361278, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.12964563526361278, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13007778738115816, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13094209161624892, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014315888289134006, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13180639585133966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.014550574982398498, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1331028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01478526167566299, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1331028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01478526167566299, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13396715643906656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015019948368927482, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13396715643906656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015019948368927482, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13439930855661192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015019948368927482, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13699222126188418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015254635062191975, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13785652549697494, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.13958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.015724008448720957, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01595869514198545, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01595869514198545, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1421780466724287, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016193381835249942, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1421780466724287, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016193381835249942, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14261019878997408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016428068528514434, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14304235090751943, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016428068528514434, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14347450302506481, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016428068528514434, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14477095937770096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016428068528514434, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14693171996542784, \"partition\": \"train\"}, {\"false_positive_rate\": 0.016662755221778926, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14736387208297322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14736387208297322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14822817631806395, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01689744191504342, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1495246326707001, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.14995678478824545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1508210890233362, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1525496974935177, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017132128608307907, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0173668153015724, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15341400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017601501994836892, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15427830596369924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017601501994836892, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.017836188688101384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15643906655142611, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018070875381365877, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15773552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018070875381365877, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.158599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01830556207463037, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.158599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01830556207463037, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15903197925669835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01854024876789486, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15903197925669835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01854024876789486, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.15946413137424373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.018774935461159353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1616248919619706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019009622154423846, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1616248919619706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019244308847688334, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.16378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.019244308847688334, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.165514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01971368223421732, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.165514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.01994836892748181, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.16810717372515124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.16810717372515124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17026793431287812, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020183055620746303, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17113223854796888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020417742314010796, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17113223854796888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020417742314010796, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.172428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020417742314010796, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17286084701815038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.020652429007275288, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17286084701815038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02088711570053978, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17329299913569576, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02088711570053978, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17502160760587726, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021121802393804272, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17502160760587726, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021121802393804272, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17545375972342264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021356489087068765, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17545375972342264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021356489087068765, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17761452031114952, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17761452031114952, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1780466724286949, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.17934312878133102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021591175780333254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18236819360414866, \"partition\": \"train\"}, {\"false_positive_rate\": 0.021825862473597746, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18236819360414866, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022060549166862238, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022060549166862238, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022764609246655715, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18323249783923942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022764609246655715, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18582541054451165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18582541054451165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18625756266205704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1871218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.022999295939920207, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18755401901469318, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0232339826331847, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18755401901469318, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18798617113223856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02346866932644919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18841832324978391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.023703356019713684, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18841832324978391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024172729406242665, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18841832324978391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024172729406242665, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.18928262748487468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19014693171996544, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19144338807260156, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19230769230769232, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024407416099507157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19273984442523767, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02464210279277165, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19273984442523767, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02464210279277165, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1944684528954192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024876789486036142, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1944684528954192, \"partition\": \"train\"}, {\"false_positive_rate\": 0.024876789486036142, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19490060501296455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19490060501296455, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19533275713050993, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025111476179300634, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025346162872565126, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1961970613656007, \"partition\": \"train\"}, {\"false_positive_rate\": 0.025346162872565126, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19706136560069146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02558084956582962, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19706136560069146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02558084956582962, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1974935177182368, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1974935177182368, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.19878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0260502229523586, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.1996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0260502229523586, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20008643042350907, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026284909645623092, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20095073465859983, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026284909645623092, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20224719101123595, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026519596338887584, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20267934312878133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026519596338887584, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20397579948141745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026519596338887584, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2048401037165082, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026519596338887584, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20613656006914433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20613656006914433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20743301642178047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.026754283032152076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20829732065687123, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02698896972541657, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20872947277441659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20872947277441659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.20916162489196197, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02722365641868106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21002592912705273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.027693029805210045, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21002592912705273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21089023336214346, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21305099394987034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2143474503025065, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21521175453759722, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02816240319173903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21650821089023337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02839708988500352, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21650821089023337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02839708988500352, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02863177657826801, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21866897147796024, \"partition\": \"train\"}, {\"false_positive_rate\": 0.028866463271532503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21866897147796024, \"partition\": \"train\"}, {\"false_positive_rate\": 0.028866463271532503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21910112359550563, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21910112359550563, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.21996542783059636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22082973206568712, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029101149964796996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029335836658061488, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.029335836658061488, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22255834053586862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22428694900605012, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22601555747623164, \"partition\": \"train\"}, {\"false_positive_rate\": 0.02957052335132598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22687986171132238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030274583431119457, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22687986171132238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.030274583431119457, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22731201382886776, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03050927012438395, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22731201382886776, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03050927012438395, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031213330204177422, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031213330204177422, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22817631806395852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031448016897441915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22860847018150388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031448016897441915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22904062229904926, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031448016897441915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.22990492653414002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.031448016897441915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2303370786516854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032386763670499884, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2303370786516854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032386763670499884, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032621450363764376, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23120138288677614, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032621450363764376, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23249783923941228, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032621450363764376, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23336214347450301, \"partition\": \"train\"}, {\"false_positive_rate\": 0.032621450363764376, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23681936041486604, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23811581676750215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23854796888504753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.23984442523768368, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24027657735522903, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24200518582541056, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03285613705702887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03309082375029336, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03332551044355785, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24330164217804667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.033560197136822345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24330164217804667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03379488383008684, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24373379429559205, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03402957052335132, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24373379429559205, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03402957052335132, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24503025064822817, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03449894390988031, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24503025064822817, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03449894390988031, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.24719101123595505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03496831729640929, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.035203003989673784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2515125324114088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2515125324114088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.25237683664649957, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03567237737620277, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2541054451166811, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2541054451166811, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2549697493517718, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03590706406946726, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2566983578219533, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03614175076273175, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2566983578219533, \"partition\": \"train\"}, {\"false_positive_rate\": 0.036376437455996245, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2571305099394987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03661112414926074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2571305099394987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03661112414926074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2575626620570441, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03684581084252523, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2575626620570441, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.25842696629213485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2601555747623163, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26188418323249785, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03708049753578972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26231633535004323, \"partition\": \"train\"}, {\"false_positive_rate\": 0.037315184229054214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26231633535004323, \"partition\": \"train\"}, {\"false_positive_rate\": 0.037315184229054214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2627484874675886, \"partition\": \"train\"}, {\"false_positive_rate\": 0.037315184229054214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2636127917026793, \"partition\": \"train\"}, {\"false_positive_rate\": 0.037315184229054214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2640449438202247, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03754987092231871, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2640449438202247, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03754987092231871, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26490924805531546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0377845576155832, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0377845576155832, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26707000864304237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03825393100211218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26707000864304237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03825393100211218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26750216076058775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.26836646499567846, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03848861769537667, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2713915298184961, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03872330438864116, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2713915298184961, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03895799108190565, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2722558340535869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.273552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27441659464131374, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03942736446843464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2757130509939499, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03966205116169913, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27657735522904064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.03989673785496362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27657735522904064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.040131424548228115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27744165946413135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.040131424548228115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2783059636992221, \"partition\": \"train\"}, {\"false_positive_rate\": 0.040131424548228115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27960242005185826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04036611124149261, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.27960242005185826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04036611124149261, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.280466724286949, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04036611124149261, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2813310285220398, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04036611124149261, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2817631806395851, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0406007979347571, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2817631806395851, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04083548462802159, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2821953327571305, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04083548462802159, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28262748487467587, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041070171321286084, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28262748487467587, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041304858014550576, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28305963699222125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.041304858014550576, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.283923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04153954470781507, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2843560933448574, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04177423140107956, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2843560933448574, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04177423140107956, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28522039757994816, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04200891809434405, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28522039757994816, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04200891809434405, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28565254969749354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04247829148087304, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28608470181503887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04294766486740202, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28608470181503887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04318235156066651, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.28694900605012963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04318235156066651, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.287381158167675, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043886411640459984, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.287381158167675, \"partition\": \"train\"}, {\"false_positive_rate\": 0.043886411640459984, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2878133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04435578502698897, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2882454624027658, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04435578502698897, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04435578502698897, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2899740708729473, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04459047172025346, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2904062229904927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04482515841351795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2904062229904927, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04482515841351795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.290838375108038, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045059845106782445, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2912705272255834, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045059845106782445, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.29213483146067415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04529453180004694, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2938634399308557, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04552921849331143, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2938634399308557, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04576390518657592, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.29429559204840106, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04576390518657592, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.29515989628349176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045998591879840414, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.29515989628349176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.045998591879840414, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.29559204840103714, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2968885047536733, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.29732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.2990492653414002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.046233278573104906, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30077787381158166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0464679652663694, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30121002592912705, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30121002592912705, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3020743301642178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30337078651685395, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3050993949870354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30682800345721695, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3081244598098531, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047172025346162876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3089887640449438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3089887640449438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.30985306828003456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04740671203942737, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047876085425956345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3111495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.047876085425956345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31201382886776147, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04811077211922084, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31201382886776147, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04834545881248533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31244598098530685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04834545881248533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31374243733794294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04858014550574982, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31374243733794294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.048814832199014314, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3141745894554883, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04904951889227881, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3141745894554883, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04904951889227881, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3150388936905791, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0492842055855433, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31590319792566984, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04951889227880779, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3163353500432152, \"partition\": \"train\"}, {\"false_positive_rate\": 0.04951889227880779, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3167675021607606, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3176318063958513, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3184961106309421, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.31892826274848746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3197925669835782, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3202247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3232497839239412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.32454624027657736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049753578972072283, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3262748487467589, \"partition\": \"train\"}, {\"false_positive_rate\": 0.049988265665336776, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3262748487467589, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05022295235860127, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3267070008643042, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05022295235860127, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3271391529818496, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05069232574513025, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.32800345721694035, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05069232574513025, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.32843560933448573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05069232574513025, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3292999135695765, \"partition\": \"train\"}, {\"false_positive_rate\": 0.050927012438394745, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3292999135695765, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05139638582492373, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33146067415730335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05139638582492373, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33189282627484873, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05163107251818822, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33189282627484873, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05163107251818822, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3331892826274849, \"partition\": \"train\"}, {\"false_positive_rate\": 0.051865759211452714, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3331892826274849, \"partition\": \"train\"}, {\"false_positive_rate\": 0.051865759211452714, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33405358686257564, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0521004459047172, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33405358686257564, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05233513259798169, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052569819291246184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052804505984510676, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3353500432152118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.052804505984510676, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3362143474503025, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05303919267777517, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33664649956784787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05327387937103966, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33664649956784787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05327387937103966, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33707865168539325, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05327387937103966, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3383751080380294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05350856606430415, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3388072601555748, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05350856606430415, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.33923941227312016, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05397793945083314, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34010371650821086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05421262614409763, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34010371650821086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05444731283736212, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34053586862575624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05444731283736212, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3409680207433016, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05444731283736212, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3418323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3418323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34312878133102853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3444252376836647, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34572169403630076, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34615384615384615, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054681999530626614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3470181503889369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054916686223891106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3470181503889369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054916686223891106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3474503025064823, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054916686223891106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.34917891097666376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.054916686223891106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3504753673292999, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0551513729171556, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.35133967156439067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05562074630368458, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.055855432996949075, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.055855432996949075, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3530682800345722, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.35350043215211757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3556611927398444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3565254969749352, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.35782195332757133, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05609011969021357, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3591184096802074, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05632480638347806, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3595505617977528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05655949307674255, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3595505617977528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05655949307674255, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3599827139152982, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05655949307674255, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.36257562662057047, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05655949307674255, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3634399308556612, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05702886646327153, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.36430423509075194, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05702886646327153, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05726355315653602, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05726355315653602, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05726355315653602, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.36992221261884184, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0579676132363295, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.36992221261884184, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0579676132363295, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05820229992959399, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3707865168539326, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05820229992959399, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3716508210890233, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05820229992959399, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.37251512532411407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.058671673316122976, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.058671673316122976, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3759723422644771, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.37640449438202245, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.378133102852204, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05914104670265196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.37856525496974935, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05937573339591645, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3798617113223855, \"partition\": \"train\"}, {\"false_positive_rate\": 0.059610420089180945, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3798617113223855, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3807260155574762, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38159031979256697, \"partition\": \"train\"}, {\"false_positive_rate\": 0.05984510678244544, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38245462402765773, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06031448016897442, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3828867761452031, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060549166862238914, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3837510803802939, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3837510803802939, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38547968885047534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.060783853555503406, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38764044943820225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0610185402487679, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38764044943820225, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0610185402487679, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38807260155574763, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061253226942032384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.38807260155574763, \"partition\": \"train\"}, {\"false_positive_rate\": 0.061253226942032384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.388504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06172260032856137, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06219197371509035, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3889369057908384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3898012100259291, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39109766637856525, \"partition\": \"train\"}, {\"false_positive_rate\": 0.062426660408354845, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39325842696629215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06289603379488383, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39325842696629215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06289603379488383, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39455488331892824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06313072048814833, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.3949870354364736, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.395419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39628349178910977, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39714779602420053, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39844425237683667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.398876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0636000938746773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.398876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0636000938746773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.39974070872947276, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0636000938746773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0638347805679418, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4006050129645635, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4010371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40276577355229043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40319792566983575, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4049265341400173, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06430415395447078, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40579083837510804, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06453884064773527, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4062229904926534, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06453884064773527, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4066551426101988, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06500821403426425, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4066551426101988, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06500821403426425, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40751944684528957, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4083837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06547758742079324, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40881590319792566, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06594696080732222, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40881590319792566, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06594696080732222, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40924805531547104, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06618164750058672, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.40924805531547104, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06618164750058672, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4105445116681072, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06618164750058672, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41140881590319794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06618164750058672, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41270527225583403, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0666510208871157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06735508096690918, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4131374243733794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06735508096690918, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41486603284356094, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06735508096690918, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06758976766017367, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4152981849611063, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06782445435343816, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4161624891961971, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06782445435343816, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41659464131374246, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41659464131374246, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41745894554883317, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.41832324978392393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06899788781976061, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06923257451302511, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0694672612062896, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42005185825410546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.06993663459281858, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42005185825410546, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07017132128608308, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42048401037165084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07017132128608308, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4209161624891962, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07040600797934757, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4222126188418323, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07040600797934757, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07064069467261207, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07064069467261207, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4261019878997407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07087538136587655, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4261019878997407, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07087538136587655, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42653414001728607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07134475475240554, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42653414001728607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07157944144567004, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.42696629213483145, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07157944144567004, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4278305963699222, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07204881483219902, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4282627484874676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07204881483219902, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0722835015254635, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0722835015254635, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07275287491199249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07275287491199249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4308556611927398, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07298756160525698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4308556611927398, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07298756160525698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07298756160525698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.43215211754537597, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07322224829852148, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.43215211754537597, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07345693499178596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.43301642178046673, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07345693499178596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07416099507157944, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07416099507157944, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4343128781331029, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07486505515137291, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4351771823681936, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07486505515137291, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4369057908383751, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.43820224719101125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07509974184463741, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.43863439930855663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0753344285379019, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.439066551426102, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07603848861769538, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4407951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07650786200422437, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07674254869748885, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07697723539075334, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44468452895419186, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07721192208401784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44468452895419186, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07721192208401784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44511668107173724, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07744660877728232, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44511668107173724, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07768129547054682, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4455488331892826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07768129547054682, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44727744165946415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0779159821638113, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44727744165946415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0779159821638113, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44770959377700953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0781506688570758, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.44770959377700953, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0781506688570758, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4481417458945549, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07838535555034029, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4490060501296456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07838535555034029, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07885472893686928, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07885472893686928, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07932410232339826, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.07979347570992724, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4511668107173725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08026284909645623, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4511668107173725, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45246326707000867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45375972342264476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08073222248298521, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45592048401037166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08096690917624971, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45635263612791704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08096690917624971, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0812015958695142, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4585133967156439, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0812015958695142, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0814362825627787, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0814362825627787, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08167096925604318, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.45980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08167096925604318, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4606741573033708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08190565594930767, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.46153846153846156, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08190565594930767, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4619706136560069, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08190565594930767, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.46326707000864303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.46326707000864303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4641313742437338, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08237502933583665, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.46499567847882456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08260971602910115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.46499567847882456, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08260971602910115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4658599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08307908941563014, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4658599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08307908941563014, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4675885911840968, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0837831494954236, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4675885911840968, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0837831494954236, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.46888504753673294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0837831494954236, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4697493517718237, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0840178361886881, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47061365600691446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08425252288195259, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47061365600691446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08425252288195259, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47147796024200517, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08448720957521709, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47147796024200517, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08472189626848158, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47191011235955055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08495658296174607, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47191011235955055, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08495658296174607, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4727744165946413, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08495658296174607, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4736387208297321, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08519126965501056, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47407087294727746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08542595634827506, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47407087294727746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08542595634827506, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47536732929991354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08566064304153954, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.47752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08566064304153954, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08589532973480404, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08589532973480404, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08613001642806853, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08636470312133301, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.479256698357822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08659938981459751, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.479256698357822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.086834076507862, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48055315471045806, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0870687632011265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48098530682800344, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0870687632011265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08730344989439098, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08730344989439098, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48357821953327573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08730344989439098, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08753813658765548, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08800750997418447, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08800750997418447, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48617113223854796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08824219666744895, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08847688336071345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48660328435609335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08847688336071345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.08918094344050692, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0896503168270359, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4878997407087295, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0896503168270359, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48833189282627487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0898850035203004, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.48833189282627487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0898850035203004, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09011969021356489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09011969021356489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09035437690682939, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4891961970613656, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09058906360009387, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49006050129645634, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09058906360009387, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09082375029335836, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4909248055315471, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09082375029335836, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09152781037315184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09176249706641633, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49178910976663787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09223187045294531, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49178910976663787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09223187045294531, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49265341400172863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09246655714620981, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49265341400172863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09246655714620981, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.493085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0929359305327388, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.493085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0929359305327388, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4939498703543647, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0929359305327388, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09317061722600328, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09317061722600328, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09317061722600328, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09340530391926778, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09340530391926778, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.496542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09410936399906125, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.496542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09457873738559024, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09504811077211922, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09504811077211922, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49740708729472777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0952827974653837, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.4978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0952827974653837, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49870354364736386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09575217085191269, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49870354364736386, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09575217085191269, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.49913569576490924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09598685754517719, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09598685754517719, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5008643042350908, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09622154423844168, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5017286084701815, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09669091762497066, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5017286084701815, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09669091762497066, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5021607605877269, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09692560431823516, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5021607605877269, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09692560431823516, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5030250648228176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09692560431823516, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5043215211754538, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09716029101149964, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5043215211754538, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09716029101149964, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09762966439802863, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5056179775280899, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09762966439802863, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5064822817631807, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09786435109129313, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5064822817631807, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09786435109129313, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.506914433880726, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09833372447782211, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5073465859982714, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5077787381158168, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5086430423509075, \"partition\": \"train\"}, {\"false_positive_rate\": 0.0985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5090751944684528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09903778455761558, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5090751944684528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09903778455761558, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5095073465859983, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09927247125088008, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5099394987035436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09950715794414457, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5099394987035436, \"partition\": \"train\"}, {\"false_positive_rate\": 0.09974184463740905, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.510371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10021121802393804, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.510371650821089, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5108038029386344, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5116681071737251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10044590471720254, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5125324114088159, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10068059141046702, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5129645635263613, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10068059141046702, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5133967156439067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10068059141046702, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5142610198789974, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5146931719965427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10091527810373152, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5155574762316335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.101149964796996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5155574762316335, \"partition\": \"train\"}, {\"false_positive_rate\": 0.101149964796996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5159896283491789, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10161933818352499, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5159896283491789, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10161933818352499, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5164217804667243, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10208871157005397, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.517286084701815, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10208871157005397, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10232339826331847, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5177182368193605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10232339826331847, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5181503889369058, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10232339826331847, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5190146931719966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10232339826331847, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5198789974070873, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10279277164984746, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5198789974070873, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10279277164984746, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5207433016421781, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10326214503637644, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5207433016421781, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10326214503637644, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5216076058772688, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10349683172964093, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5216076058772688, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10349683172964093, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5224719101123596, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10396620511616991, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5224719101123596, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1044355785026989, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5237683664649957, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10467026519596338, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5237683664649957, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10490495188922788, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.524200518582541, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10490495188922788, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5246326707000865, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10537432527575687, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5246326707000865, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10584369866228585, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5246326707000865, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10631307204881484, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1070171321286083, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10748650551513729, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.526361279170268, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10772119220840179, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5272255834053586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10795587890166627, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5272255834053586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10842525228819526, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5276577355229041, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10842525228819526, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5280898876404494, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10889462567472424, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5289541918755402, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10889462567472424, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5293863439930856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10912931236798873, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5293863439930856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10936399906125323, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5298184961106309, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10936399906125323, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5311149524632671, \"partition\": \"train\"}, {\"false_positive_rate\": 0.10959868575451771, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5315471045808124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1103027458343112, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5315471045808124, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1103027458343112, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5324114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11053743252757568, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5324114088159032, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11053743252757568, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5328435609334485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11077211922084018, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5328435609334485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11077211922084018, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11124149260736917, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11124149260736917, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5337078651685393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11171086599389815, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5337078651685393, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11171086599389815, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5345721694036301, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11241492607369162, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5350043215211755, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1128842994602206, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5350043215211755, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1131189861534851, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5358686257562663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1131189861534851, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5363007778738116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11358835954001407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5363007778738116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11358835954001407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5371650821089023, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11405773292654306, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5371650821089023, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11452710631307204, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5384615384615384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11476179300633654, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5384615384615384, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11476179300633654, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5388936905790839, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11499647969960103, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5388936905790839, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11499647969960103, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5393258426966292, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11523116639286553, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5393258426966292, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11523116639286553, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5397579948141746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11546585308613001, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5397579948141746, \"partition\": \"train\"}, {\"false_positive_rate\": 0.115935226472659, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5406222990492653, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1161699131659235, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5406222990492653, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1161699131659235, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5410544511668107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11640459985918798, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5410544511668107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11640459985918798, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.541486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11663928655245248, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.541486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11663928655245248, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5423509075194468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11781272001877494, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5423509075194468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1185167800985684, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5423509075194468, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1185167800985684, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5427830596369922, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1187514667918329, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5432152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11945552687162637, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5432152117545376, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11969021356489087, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.543647363872083, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11969021356489087, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5449438202247191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.11969021356489087, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5458081244598099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12039427364468434, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5458081244598099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12039427364468434, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5462402765773552, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12062896033794884, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5462402765773552, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5479688850475367, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12133302041774231, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5484010371650822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1220370804975358, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5484010371650822, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12250645388406477, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5496974935177182, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12250645388406477, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5501296456352636, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12297582727059375, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12391457404365172, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.550561797752809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12414926073691622, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5509939498703543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1246186341234452, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5509939498703543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1246186341234452, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5522904062229905, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12485332081670969, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5522904062229905, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12508800750997418, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5527225583405359, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12508800750997418, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5531547104580813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1253226942032387, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5531547104580813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1253226942032387, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5535868625756266, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12555738089650317, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5544511668107174, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12602675428303214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5553154710458081, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12602675428303214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12626144097629666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12626144097629666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5561797752808989, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12673081436282563, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5561797752808989, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12673081436282563, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5570440795159897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1269655010560901, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1272001877493546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.557476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1272001877493546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5579083837510804, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1276695611358836, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12813893452241257, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12860830790894157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5583405358686258, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12860830790894157, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5592048401037165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12884299460220605, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5592048401037165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12884299460220605, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5600691443388073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12907768129547054, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5600691443388073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12907768129547054, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.560933448573898, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12931236798873505, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.560933448573898, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12931236798873505, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5617977528089888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12931236798873505, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5626620570440796, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12931236798873505, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12954705468199953, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12978174137526402, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12978174137526402, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5656871218668972, \"partition\": \"train\"}, {\"false_positive_rate\": 0.12978174137526402, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5661192739844425, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1300164280685285, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13025111476179302, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5665514261019879, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1304858014550575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5669835782195333, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1304858014550575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5682800345721694, \"partition\": \"train\"}, {\"false_positive_rate\": 0.130720488148322, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5687121866897148, \"partition\": \"train\"}, {\"false_positive_rate\": 0.130720488148322, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5695764909248056, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13095517484158647, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5695764909248056, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13165923492137996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5695764909248056, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13165923492137996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5704407951598963, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13165923492137996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5708729472774416, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13189392161464444, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5713050993949871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13236329500117344, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5713050993949871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13236329500117344, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5721694036300777, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1333020417742314, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5730337078651685, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1333020417742314, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5738980121002593, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1335367284674959, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5738980121002593, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1335367284674959, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.57476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13424078854728938, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.57476231633535, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13424078854728938, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13494484862708284, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5760587726879862, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13494484862708284, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5769230769230769, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13517953532034735, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5773552290406223, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13517953532034735, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5782195332757131, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13517953532034735, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5795159896283492, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13541422201361183, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5795159896283492, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1358835954001408, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5795159896283492, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1358835954001408, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5799481417458946, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1361182820934053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5799481417458946, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1361182820934053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5803802938634399, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1361182820934053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5812445980985307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1363529687866698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5821089023336214, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1363529687866698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5825410544511668, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1365876554799343, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5825410544511668, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13682234217319877, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5829732065687122, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13705702886646326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5829732065687122, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13705702886646326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.583837510803803, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13705702886646326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5851339671564391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13729171555972777, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5851339671564391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13752640225299226, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5855661192739845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13752640225299226, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5872947277441659, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13799577563952123, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5881590319792567, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13799577563952123, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5885911840968021, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13823046233278574, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5894554883318929, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13846514902605023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5898876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13846514902605023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5911840968020743, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1386998357193147, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5911840968020743, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1386998357193147, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5916162489196197, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1391692091058437, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.592048401037165, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1394038957991082, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5929127052722558, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13963858249237268, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5933448573898013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13963858249237268, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13987326918563717, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5937770095073466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.13987326918563717, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.594209161624892, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14010795587890168, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5946413137424373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14034264257216617, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5955056179775281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14104670265195962, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5955056179775281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1417507627317531, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5955056179775281, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1417507627317531, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5959377700950734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1419854494250176, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5968020743301642, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1422201361182821, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5972342264477096, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1422201361182821, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.597666378565255, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.597666378565255, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5980985306828004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1424548228115466, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5993949870354365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14268950950481107, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5993949870354365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14386294297113353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5993949870354365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14433231635766253, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5993949870354365, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14433231635766253, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5998271391529818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.144567003050927, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.5998271391529818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1448016897441915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.601123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14503637643745598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.601123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14503637643745598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6019878997407088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14550574982398498, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6028522039757995, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14550574982398498, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6032843560933449, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14597512321051395, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6032843560933449, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14597512321051395, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6041486603284356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14597512321051395, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6054451166810717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14620980990377846, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6067415730337079, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14667918329030744, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6067415730337079, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14667918329030744, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6076058772687987, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14667918329030744, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.608038029386344, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14667918329030744, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6089023336214348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14667918329030744, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6101987899740708, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14691386998357192, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6110630942091616, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14691386998357192, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.611495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14738324337010092, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.611495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14738324337010092, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6119273984442524, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1476179300633654, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6123595505617978, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1483219901431589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6136560069144339, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1483219901431589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6145203111495247, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14879136352968786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6145203111495247, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14902605022295237, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6153846153846154, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14949542360948134, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6158167675021607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14973011030274583, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6158167675021607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.14973011030274583, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6162489196197062, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1499647969960103, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6162489196197062, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1499647969960103, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6166810717372515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15019948368927483, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6166810717372515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1506688570758038, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6166810717372515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1506688570758038, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6175453759723423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15090354376906828, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.618409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15160760384886177, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.618409680207433, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15160760384886177, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6192739844425238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15184229054212625, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6197061365600691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15207697723539076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6197061365600691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15207697723539076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15254635062191974, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6205704407951599, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15278103731518422, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6210025929127053, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15278103731518422, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6214347450302506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15301572400844873, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6214347450302506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15301572400844873, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6227312013828867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15325041070171322, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6227312013828867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15325041070171322, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6231633535004322, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15395447078150667, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1541891574747712, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15489321755456464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1558319643276226, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6240276577355229, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15606665102088713, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6244598098530683, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1565360244074161, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6248919619706137, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1565360244074161, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6261884183232498, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15677071110068058, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6261884183232498, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15677071110068058, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6266205704407951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15724008448720958, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6266205704407951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15724008448720958, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6270527225583405, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15724008448720958, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6279170267934313, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15747477118047407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6287813310285221, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15770945787373855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6287813310285221, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15864820464679652, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6287813310285221, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15864820464679652, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6296456352636128, \"partition\": \"train\"}, {\"false_positive_rate\": 0.158882891340061, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6300777873811582, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15911757803332552, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6300777873811582, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15911757803332552, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6309420916162489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15935226472659, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6313742437337942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1595869514198545, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.632238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.15982163811311897, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.632238547968885, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1600563248063835, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6331028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16029101149964797, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6331028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16052569819291246, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6335350043215212, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16052569819291246, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16122975827270594, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16146444496597043, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6339671564390665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16146444496597043, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6348314606741573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16193381835249943, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6352636127917026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16263787843229288, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6356957649092481, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16263787843229288, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6361279170267934, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1628725651255574, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6361279170267934, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16310725181882188, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6365600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16334193851208637, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6365600691443388, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16334193851208637, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6369922212618842, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16357662520535085, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6369922212618842, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16357662520535085, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6374243733794296, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16404599859187985, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6374243733794296, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16404599859187985, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6378565254969749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1647500586716733, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6391529818496111, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1652194320582023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6391529818496111, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1652194320582023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6404494382022472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1652194320582023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.641313742437338, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16568880544473127, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.641313742437338, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16568880544473127, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6417458945548833, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16615817883126027, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6417458945548833, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16639286552452476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.642610198789974, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16639286552452476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6434745030250648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16662755221778924, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6434745030250648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16733161229758273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6434745030250648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1675662989908472, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6443388072601556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1675662989908472, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6452031114952463, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1678009856841117, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6460674157303371, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1678009856841117, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6464995678478824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1682703590706407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6469317199654279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16873973245716967, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6469317199654279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16897441915043418, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6473638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16897441915043418, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6477960242005186, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16991316592349215, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.648228176318064, \"partition\": \"train\"}, {\"false_positive_rate\": 0.16991316592349215, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6486603284356093, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17014785261675663, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6486603284356093, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17014785261675663, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6490924805531547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1706172260032856, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6495246326707, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1706172260032856, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6503889369057908, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1710865993898146, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6512532411408816, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1713212860830791, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1717906594696081, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1717906594696081, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6525496974935178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17226003285613706, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6525496974935178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17226003285613706, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17249471954940154, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6534140017286084, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17249471954940154, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6538461538461539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17296409293593054, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6538461538461539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17319877962919503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1734334663224595, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6547104580812446, \"partition\": \"train\"}, {\"false_positive_rate\": 0.173668153015724, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6555747623163354, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1739028397089885, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6560069144338807, \"partition\": \"train\"}, {\"false_positive_rate\": 0.174137526402253, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6560069144338807, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17484158648204648, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17531095986857545, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6564390665514261, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17554564656183994, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6573033707865169, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17554564656183994, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6577355229040622, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17601501994836893, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6581676750216076, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17601501994836893, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.658599827139153, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17601501994836893, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6594641313742438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17624970664163342, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6594641313742438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1771884534146914, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6594641313742438, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17742314010795587, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6607605877268798, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17765782680122036, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.17789251349448487, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1793006336540718, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6611927398444253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1793006336540718, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.662057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1795353203473363, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.662057044079516, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1795353203473363, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6629213483146067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1797700070406008, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6629213483146067, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1800046937338653, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6633535004321521, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18047406712039427, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6642178046672429, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18094344050692326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6642178046672429, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18094344050692326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6650821089023337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18094344050692326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6659464131374244, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18141281389345223, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6659464131374244, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1823515606665102, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6676750216076058, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1825862473597747, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6685393258426966, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1828209340530392, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.668971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1830556207463037, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6698357821953328, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18422905421262614, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6707000864304236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18469842759915514, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6707000864304236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18493311429241963, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6707000864304236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1854024876789486, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6719965427830596, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1854024876789486, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.672428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18563717437221308, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.672428694900605, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18610654775874208, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6728608470181504, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18610654775874208, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6737251512532412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18657592114527105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6737251512532412, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18657592114527105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6741573033707865, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18657592114527105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6754537597234227, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18681060783853556, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.675885911840968, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18681060783853556, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6767502160760588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6767502160760588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6776145203111495, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18704529453180005, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6780466724286949, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18727998122506453, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6789109766637856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18751466791832902, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6789109766637856, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18798404130485802, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6802074330164217, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1882187279981225, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6806395851339672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1886881013846515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6810717372515125, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1886881013846515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6823681936041487, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1886881013846515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.682800345721694, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1886881013846515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6836646499567848, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18915747477118047, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6840968020743302, \"partition\": \"train\"}, {\"false_positive_rate\": 0.18939216146444496, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6840968020743302, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19080028162403193, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6840968020743302, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1917390283970899, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6853932584269663, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19220840178361887, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6858254105445116, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19244308847688335, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6871218668971478, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19244308847688335, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6875540190146932, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19267777517014786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6875540190146932, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19314714855667683, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6888504753673294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19338183524994132, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6892826274848747, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19385120863647032, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6892826274848747, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1940858953297348, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.68971477960242, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1940858953297348, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6905790838375108, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1940858953297348, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6914433880726015, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1945552687162638, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6914433880726015, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19502464210279277, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.691875540190147, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19502464210279277, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6923076923076923, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19549401548932174, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19596338887585074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.693171996542783, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19596338887585074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6936041486603285, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19596338887585074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6944684528954191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19596338887585074, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6953327571305099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19619807556911523, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6953327571305099, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19619807556911523, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6957649092480553, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19666744895564423, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6966292134831461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1969021356489087, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6966292134831461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1969021356489087, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6970613656006914, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1976061957287022, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6974935177182369, \"partition\": \"train\"}, {\"false_positive_rate\": 0.19807556911523116, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6983578219533275, \"partition\": \"train\"}, {\"false_positive_rate\": 0.1999530626613471, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2006571227411406, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.6996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20112649612766956, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7005185825410545, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20112649612766956, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7013828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20159586951419856, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7013828867761452, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20206524290072753, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.702247191011236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20253461628725652, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7026793431287813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.202769302980521, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7026793431287813, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2030039896737855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7031114952463267, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2030039896737855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7035436473638721, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20323867636704998, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7044079515989629, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20323867636704998, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7048401037165082, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2034733630603145, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7048401037165082, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20441210983337244, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7057044079515989, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20488148321990143, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7057044079515989, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20511616991316592, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7061365600691444, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20511616991316592, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7065687121866897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2053508566064304, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7065687121866897, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2053508566064304, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2058202299929594, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7070008643042351, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20699366345928186, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7074330164217805, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20722835015254634, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7082973206568712, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20746303684581086, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7087294727744166, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20769772353907534, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7095937770095073, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20769772353907534, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7100259291270528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2084017836188688, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7100259291270528, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2088711570053978, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7104580812445981, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20910584369866228, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7104580812445981, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20957521708519128, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7104580812445981, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20980990377845576, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7108902333621435, \"partition\": \"train\"}, {\"false_positive_rate\": 0.20980990377845576, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7113223854796888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21027927716498473, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7113223854796888, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21074865055151373, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7130509939498704, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21074865055151373, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21145271063130722, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2119220840178362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7134831460674157, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21262614409762967, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7143474503025065, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21262614409762967, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7147796024200519, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21309551748415864, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7165082108902333, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21309551748415864, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7169403630077787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21356489087068764, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7169403630077787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21379957756395213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7169403630077787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2145036376437456, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7169403630077787, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21520769772353907, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21544238441680358, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7173725151253241, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21567707111006806, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7203975799481418, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21567707111006806, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7208297320656871, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21591175780333255, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7212618841832324, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21591175780333255, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7225583405358686, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21638113118986155, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7225583405358686, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21661581788312603, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7225583405358686, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21802393804271297, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7234226447709594, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21849331142924197, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7234226447709594, \"partition\": \"train\"}, {\"false_positive_rate\": 0.21896268481577094, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7251512532411409, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2199014315888289, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7251512532411409, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2203708049753579, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7255834053586863, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2203708049753579, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7260155574762316, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22107486505515136, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7268798617113224, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22154423844168036, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7268798617113224, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22154423844168036, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7273120138288678, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22248298521473833, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7277441659464131, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2229523586012673, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7277441659464131, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2234217319877963, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7281763180639585, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22412579206758976, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.72990492653414, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22482985214738324, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7307692307692307, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22506453884064773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7316335350043215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22529922553391224, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7316335350043215, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2262379723069702, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7320656871218669, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2262379723069702, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7324978392394123, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2264726590002347, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7337942955920485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22694203238676366, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7337942955920485, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22717671908002815, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7346585998271391, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22764609246655715, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7350907519446845, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22764609246655715, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7355229040622299, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22835015254635063, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7359550561797753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22858483923961512, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7359550561797753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2290542126261441, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7363872082973206, \"partition\": \"train\"}, {\"false_positive_rate\": 0.22999295939920206, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7368193604148661, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23022764609246657, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7376836646499568, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23069701947899554, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7415730337078652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2316357662520535, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23210513963858248, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.742437337942956, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23257451302511148, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7428694900605013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23351325979816945, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7433016421780466, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23398263318469842, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.743733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2349213799577564, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7467588591184097, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2351560666510209, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7467588591184097, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2351560666510209, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7476231633535004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23586012673081436, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7476231633535004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23632950011734336, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7476231633535004, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23656418681060784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23679887350387233, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2382069936634593, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7480553154710458, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2382069936634593, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7484874675885912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23844168035672378, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7484874675885912, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23867636704998826, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.23984980051631072, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24031917390283972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7497839239412273, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24125792067589769, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7528089887640449, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24149260736916217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7545375972342264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24172729406242666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7545375972342264, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24172729406242666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7554019014693172, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24219666744895565, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.756266205704408, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24430884768833608, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7584269662921348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24454353438160056, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7584269662921348, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24548228115465853, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7610198789974071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24571696784792302, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7614520311149524, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2464210279277165, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7614520311149524, \"partition\": \"train\"}, {\"false_positive_rate\": 0.246655714620981, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7614520311149524, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24782914808730344, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7627484874675886, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24806383478056795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7627484874675886, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2490025815536259, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7636127917026794, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2494719549401549, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7653414001728609, \"partition\": \"train\"}, {\"false_positive_rate\": 0.24994132832668386, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25017601501994835, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25017601501994835, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7670700086430423, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25041070171321284, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7675021607605877, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25134944848627083, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7687986171132238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2518188218727998, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7687986171132238, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2522881952593288, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7692307692307693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2525228819525933, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7692307692307693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25346162872565126, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7718236819360415, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2539310021121802, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7722558340535869, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2541656888054447, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7739844425237684, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25463506219197374, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7744165946413137, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25463506219197374, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7748487467588591, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2551044355785027, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7748487467588591, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2555738089650317, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7748487467588591, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2555738089650317, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7752808988764045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25698192912461865, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7757130509939498, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2581553625909411, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25839004928420556, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7774416594641314, \"partition\": \"train\"}, {\"false_positive_rate\": 0.25956348275052804, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7791702679343129, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2597981694437925, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7791702679343129, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2607369162168505, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7808988764044944, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2607369162168505, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7817631806395852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26214503637643743, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7860847018150389, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26261440976296646, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7860847018150389, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26284909645623095, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7865168539325843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2640225299225534, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7865168539325843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26425721661581786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7865168539325843, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26636939685519834, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7886776145203112, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2666040835484628, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2668387702417273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7895419187554019, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26754283032152076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7912705272255834, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26801220370804973, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7917026793431288, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26848157709457876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7917026793431288, \"partition\": \"train\"}, {\"false_positive_rate\": 0.26871626378784325, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7934312878133103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2691856371743722, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7938634399308556, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27012438394743016, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7960242005185826, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2703590706406947, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7964563526361279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2705937573339592, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7964563526361279, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27129781741375264, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7973206568712187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2729406242666041, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7990492653414002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27340999765313306, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.7990492653414002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27458343111945555, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.799913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27481811781272003, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.799913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27481811781272003, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8003457216940363, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27693029805210045, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8020743301642178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27716498474536494, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8020743301642178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2778690448251584, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8029386343993086, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2778690448251584, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8033707865168539, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2781037315184229, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8038029386343993, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27927716498474536, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8055315471045809, \"partition\": \"train\"}, {\"false_positive_rate\": 0.27951185167800985, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8059636992221262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2799812250645388, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8059636992221262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2809199718375968, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.808124459809853, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2811546585308613, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.81028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28185871861065476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2823280919971838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8107173725151253, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2823280919971838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8111495246326706, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2839708988500352, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8124459809853068, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28561370570288663, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8133102852203976, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2858483923961511, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8133102852203976, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2870218258624736, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8150388936905791, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28749119924900257, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.817199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.28842994602206057, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.817199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.289134006101854, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.817199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2898380661816475, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8189282627484875, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2919502464210279, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8206568712186689, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29335836658061487, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8223854796888505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29359305327387936, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8223854796888505, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2957052335132598, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8254105445116681, \"partition\": \"train\"}, {\"false_positive_rate\": 0.2966439802863178, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8258426966292135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29734804036611123, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8258426966292135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.29734804036611123, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8262748487467588, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3008683407650786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3013377141516076, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8280034572169404, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30274583431119456, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8292999135695764, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30274583431119456, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30298052100445905, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8297320656871219, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30321520769772353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8301642178046672, \"partition\": \"train\"}, {\"false_positive_rate\": 0.303919267777517, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.831028522039758, \"partition\": \"train\"}, {\"false_positive_rate\": 0.30626613471016195, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8314606741573034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3072048814832199, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8336214347450303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3093170617226003, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8357821953327571, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3097864351091293, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8366464995678479, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3104904951889228, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8370786516853933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3107251818821873, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8370786516853933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31213330204177425, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.837942955920484, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3126026754283032, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8396715643906655, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3151842290542126, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.841400172860847, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3165923492137996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8439930855661193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3165923492137996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8444252376836646, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31870452945318, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.31964327622623795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3198779629195025, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8452895419187554, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32269420323867637, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8461538461538461, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32386763670499885, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8478824546240277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3248063834780568, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8478824546240277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3250410701713213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8478824546240277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3250410701713213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.848314606741573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3271532504107017, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8522039757994814, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3273879371039662, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8522039757994814, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3283266838770242, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8535004321521176, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3292654306500821, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8543647363872083, \"partition\": \"train\"}, {\"false_positive_rate\": 0.32973480403661115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8543647363872083, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33348979112884297, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8552290406222991, \"partition\": \"train\"}, {\"false_positive_rate\": 0.33442853790190097, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8552290406222991, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3356019713682234, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8569576490924805, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3360713447547524, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8578219533275713, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3363060314480169, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8578219533275713, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3398263318469843, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8612791702679343, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34287725885942266, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8612791702679343, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34334663224595163, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8612791702679343, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34428537901900963, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3447547524055386, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8621434745030251, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34545881248533206, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8638720829732066, \"partition\": \"train\"}, {\"false_positive_rate\": 0.34663224595165454, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3471016193381835, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8651685393258427, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3515606665102089, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8681936041486603, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3529687866697958, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3532034733630603, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8690579083837511, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35578502698896974, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8716508210890234, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35719314714855666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8733794295592049, \"partition\": \"train\"}, {\"false_positive_rate\": 0.35813189392161465, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8738115816767502, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36282562778690447, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8768366464995678, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36306031448016896, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36329500117343344, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8777009507346586, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3654071814128139, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8794295592048401, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3656418681060784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8794295592048401, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3658765547993429, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8798617113223854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36634592818587186, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8798617113223854, \"partition\": \"train\"}, {\"false_positive_rate\": 0.36916216850504574, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8854796888504753, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3715090354376907, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8867761452031115, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3717437221309552, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8867761452031115, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37573339591645155, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8876404494382022, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37596808260971604, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8876404494382022, \"partition\": \"train\"}, {\"false_positive_rate\": 0.376437455996245, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8880726015557476, \"partition\": \"train\"}, {\"false_positive_rate\": 0.377376202769303, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.888504753673293, \"partition\": \"train\"}, {\"false_positive_rate\": 0.37925369631541894, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8910976663785652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3794883830086834, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8910976663785652, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3799577563952124, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8915298184961107, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38441680356723773, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8923941227312013, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38676367049988264, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8941227312013829, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3891105374325276, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8954191875540191, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3895799108190566, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3895799108190566, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8962834917891098, \"partition\": \"train\"}, {\"false_positive_rate\": 0.38981459751232106, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8962834917891098, \"partition\": \"train\"}, {\"false_positive_rate\": 0.390753344285379, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.8975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39239615113823045, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.898876404494382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3954470781506689, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9010371650821088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39568176484393336, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9010371650821088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.39615113823046233, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9010371650821088, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3963858249237268, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9014693171996543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3966205116169913, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9014693171996543, \"partition\": \"train\"}, {\"false_positive_rate\": 0.3989673785496362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.902333621434745, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40201830556207463, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4022529922553391, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9070872947277442, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4027223656418681, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.907951598962835, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40741609950715796, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9101123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40788547289368693, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9101123595505618, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4083548462802159, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9105445116681071, \"partition\": \"train\"}, {\"false_positive_rate\": 0.40999765313306735, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4104670265195963, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9122731201382887, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4104670265195963, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9127052722558341, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4149260736916217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9135695764909249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41703825393100213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9135695764909249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4172729406242666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9135695764909249, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41961980755691153, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.918323249783924, \"partition\": \"train\"}, {\"false_positive_rate\": 0.41961980755691153, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9187554019014693, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4200891809434405, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9191875540190146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.420793241023234, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9191875540190146, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4222013611828209, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9200518582541054, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4222013611828209, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9213483146067416, \"partition\": \"train\"}, {\"false_positive_rate\": 0.42501760150199486, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9239412273120138, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4257216615817883, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9243733794295592, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4280685285144332, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9248055315471045, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43229288899319407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9282627484874676, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43229288899319407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9286949006050129, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43698662285848394, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9295592048401037, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4376906829382774, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9299913569576491, \"partition\": \"train\"}, {\"false_positive_rate\": 0.43956817648439334, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4398028631776578, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4402722365641868, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4405069232574513, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44168035672377376, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44214973011030273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9312878133102852, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44214973011030273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9317199654278306, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44402722365641867, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9330164217804667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44426191034968315, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9330164217804667, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44496597042947666, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.44543534381600564, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9334485738980121, \"partition\": \"train\"}, {\"false_positive_rate\": 0.448955644214973, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9403630077787382, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45341469138699836, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9412273120138289, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45341469138699836, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9416594641313742, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45388406477352733, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9416594641313742, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4543534381600563, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9429559204840103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45599624501290775, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9429559204840103, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45670030509270126, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9438202247191011, \"partition\": \"train\"}, {\"false_positive_rate\": 0.45693499178596575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4613940389579911, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9442523768366465, \"partition\": \"train\"}, {\"false_positive_rate\": 0.463740905890636, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9446845289541919, \"partition\": \"train\"}, {\"false_positive_rate\": 0.464679652663694, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9446845289541919, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4660877728232809, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9451166810717373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4663224595165454, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9451166810717373, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4703121333020418, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9464131374243734, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4705468199953063, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9468452895419187, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47101619338183526, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9472774416594641, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4721896268481577, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9481417458945549, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47711804740671204, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47735273409997653, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4778221074865055, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4782914808730345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9485738980121002, \"partition\": \"train\"}, {\"false_positive_rate\": 0.47969960103262144, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9498703543647364, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4799342877258859, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4808730344989439, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4811077211922084, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9503025064822818, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4836892748181178, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9515989628349178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4839239615113823, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9515989628349178, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48861769537667216, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9520311149524633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.48885238206993664, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9520311149524633, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4907298756160526, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49096456230931707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9533275713050994, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49237268246890403, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4926073691621685, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4930767425486975, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49401548932175543, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49448486270828446, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9537597234226448, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49448486270828446, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9541918755401901, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4965970429476649, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9546240276577356, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49823984980051633, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9554883318928262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4984745364937808, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9554883318928262, \"partition\": \"train\"}, {\"false_positive_rate\": 0.4984745364937808, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9559204840103717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49941328326683876, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9559204840103717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.49964796996010324, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9559204840103717, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5026988969725417, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5029335836658061, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5034029570523352, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9567847882454624, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5036376437455996, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9576490924805532, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5055151372917156, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.50574982398498, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.506219197371509, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.958513396715644, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5104435578502698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5109129312367989, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5113823046233279, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5116169913165923, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.95980985306828, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5120863647031213, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5125557380896503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5127904247829148, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9611063094209161, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5141985449425017, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9619706136560069, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5141985449425017, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5146679183290307, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5149026050222952, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9624027657735523, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5184229054212626, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5186575921145271, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.520065712274114, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5210044590471721, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.521473832433701, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.52194320582023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5226472659000234, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9632670700086431, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5235860126730815, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9641313742437337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5242900727528749, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9641313742437337, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5242900727528749, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5256981929124619, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9645635263612792, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5256981929124619, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9649956784788245, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5259328796057263, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9654278305963699, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5275756864585778, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5280450598451067, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5282797465383713, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9662921348314607, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5282797465383713, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.966724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5292184933114292, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.966724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5301572400844872, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.966724286949006, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5301572400844872, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5306266134710161, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9671564390665515, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5318000469373386, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5322694203238676, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5325041070171321, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.533912227176719, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9680207433016422, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5341469138699836, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5346162872565126, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5353203473363061, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9684528954191876, \"partition\": \"train\"}, {\"false_positive_rate\": 0.536259094109364, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5369631541891575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5374325275756865, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5379019009622155, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9697493517718236, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5400140812015959, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5407181412813894, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5411875146679184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9701815038893691, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5411875146679184, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9706136560069144, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5416568880544473, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9706136560069144, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5421262614409763, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9706136560069144, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5421262614409763, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9719101123595506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5425956348275053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9719101123595506, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5425956348275053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9723422644770959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5428303215207698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9723422644770959, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5442384416803567, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5444731283736212, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5449425017601502, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5454118751466792, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5458812485332082, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5461159352264726, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5465853086130017, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5470546819995307, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9732065687121867, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5470546819995307, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.973638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5475240553860596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.973638720829732, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5475240553860596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5479934287725886, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5486974888523821, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9740708729472775, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5489321755456466, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9745030250648228, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5491668622389111, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9745030250648228, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5491668622389111, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5494015489321755, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5498709223187045, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5512790424782915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5522177892513495, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5526871626378784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9749351771823682, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5526871626378784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5533912227176719, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9753673292999135, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5533912227176719, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.975799481417459, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5545646561839944, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5552687162637878, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5555034029570524, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5566768364233748, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5578502698896972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5594930767425487, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5620746303684581, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5630133771415161, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5634827505280451, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9762316335350043, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5637174372213095, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9766637856525497, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5637174372213095, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5660643041539545, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5665336775404834, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.566768364233748, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9770959377700951, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5677071110068059, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5681764843933349, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5686458577798639, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5691152311663928, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5693499178596574, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9779602420051858, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5695846045529218, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5702886646327153, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5707580380192443, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5716967847923022, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9783923941227312, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5716967847923022, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5724008448720957, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5733395916451537, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5740436517249472, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5745130251114762, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5749823984980051, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9788245462402766, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5754517718845341, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5761558319643276, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5780333255104435, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5794414456700305, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.580614879136353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5813189392161464, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5820229992959399, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9796888504753674, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5827270593757334, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9801210025929127, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5846045529218493, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9801210025929127, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5853086130016428, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9805531547104581, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5853086130016428, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9809853068280034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5862473597747008, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9809853068280034, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5867167331612297, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5869514198544943, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5876554799342877, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9814174589455489, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5876554799342877, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5878901666275522, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5883595400140812, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5885942267073457, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5895329734804037, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5900023468669326, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5902370335601972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9818496110630942, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5902370335601972, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5914104670265196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5923492137995776, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5923492137995776, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.592583900492842, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5937573339591645, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5946960807322225, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9831460674157303, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5965735742783385, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5977470077446608, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5982163811311899, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9835782195332757, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5996245012907768, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.5998591879840413, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6005632480638348, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6010326214503637, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6015019948368927, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6019713682234217, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6031448016897442, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6038488617695377, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6050222952358602, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6054916686223891, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6076038488617695, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6085425956348275, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9840103716508211, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6099507157944145, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9844425237683665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6104200891809435, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9844425237683665, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6104200891809435, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6106547758742079, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6130016428068529, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9848746758859118, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6130016428068529, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9853068280034573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6137057028866463, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9853068280034573, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6158178831260267, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6160525698192912, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9857389801210026, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6207463036845811, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6214503637643746, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.986171132238548, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6214503637643746, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6223891105374325, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6245012907768129, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6252053508566064, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6256747242431354, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6263787843229289, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6284909645623094, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6294297113353673, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6303684581084252, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6308378314949542, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6336540718141281, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6341234452006571, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9866032843560933, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6341234452006571, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6357662520535086, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9870354364736387, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6392865524524759, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.639755925839005, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6399906125322694, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6404599859187984, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6406946726120629, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9874675885911841, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6409293593053274, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6411640459985919, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6432762262379723, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6437455996245013, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6451537197840882, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9878997407087294, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6486740201830556, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9883318928262749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6500821403426426, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9883318928262749, \"partition\": \"train\"}, {\"false_positive_rate\": 0.652194320582023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6543065008214034, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9887640449438202, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6564186810607838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6575921145271063, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6580614879136353, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6582961746068998, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6608777282328092, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6613471016193382, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6618164750058672, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6622858483923961, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9904926534140017, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6625205350856607, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6627552217789251, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6632245951654541, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9909248055315472, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6632245951654541, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6634592818587186, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6639286552452476, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9913569576490925, \"partition\": \"train\"}, {\"false_positive_rate\": 0.665571462098099, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.666040835484628, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6662755221778925, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6667448955644215, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6676836423374795, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6695611358835954, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6697958225768599, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6702651959633888, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6704998826566534, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9922212618841832, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6704998826566534, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6707345693499178, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6712039427364468, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6714386294297113, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6719080028162403, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6721426895095048, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6733161229758273, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6737854963623563, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9926534140017286, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6763670499882657, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6768364233747947, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6775404834545882, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6780098568411171, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6782445435343816, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6787139169209105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6789486036141751, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.679417977000704, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.993085566119274, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6796526636939686, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6805914104670265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.68129547054682, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.681764843933349, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6824689040131424, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6829382773996714, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6831729640929359, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6836423374794649, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6838770241727294, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6857545177188453, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6862238911053743, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6873973245716968, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6878666979582257, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6881013846514903, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6885707580380193, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6888054447312837, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6902135648908707, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6911523116639287, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6925604318235156, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6927951185167801, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9935177182368193, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6932644919033091, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.693733865289838, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9939498703543648, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6939685519831026, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9943820224719101, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6949072987561605, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6958460455292185, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6967847923022764, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.697019478995541, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6977235390753345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6979582257685989, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6984275991551279, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6991316592349214, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6996010326214503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9948141745894555, \"partition\": \"train\"}, {\"false_positive_rate\": 0.6996010326214503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7014785261675663, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7024172729406243, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7028866463271533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7035907064069468, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7047641398732691, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7054681999530626, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9952463267070009, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7064069467261206, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7071110068059141, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7073456934991786, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7082844402722366, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7087538136587656, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7094578737385591, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7096925604318235, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7111006805914105, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.711335367284675, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7120394273644685, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7125088007509974, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7127434874442619, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7132128608307909, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7134475475240554, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7141516076038489, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7146209809903779, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7155597277634358, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7162637878432293, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7167331612297583, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7176719080028162, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7183759680826097, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7186106547758742, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9956784788245462, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7188453414691387, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7195494015489322, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7200187749354612, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7202534616287256, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7207228350152546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7214268950950481, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7218962684815771, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7226003285613706, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7230697019478995, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7237737620276931, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7240084487209575, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7244778221074865, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.72518188218728, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7256512555738089, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7263553156536025, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7272940624266604, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7279981225064539, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7287021825862473, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7298756160525698, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7319877962919502, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7324571696784792, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7333959164515372, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7343346632245952, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7366815301572401, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7371509035437691, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9961106309420916, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7373855902370335, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7376202769302981, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.738089650316827, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7383243370100915, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7387937103966206, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.739497770476414, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7399671438629429, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7406712039427364, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.74137526402253, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7418446374090589, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7423140107955879, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7444261910349683, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7446608777282329, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7467730579676133, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7472424313541423, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7474771180474067, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7481811781272002, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7486505515137292, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7493546115935227, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7498239849800516, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7505280450598452, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7517014785261675, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7521708519126965, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7531095986857546, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.754752405538606, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.755221778925135, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7573339591645154, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7575686458577798, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7580380192443088, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7587420793241023, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7596808260971603, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7606195728702183, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7608542595634827, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7617930063365407, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7624970664163342, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.996542783059637, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7629664398028632, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7634358131893921, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7636704998826567, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7641398732691856, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7648439333489792, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7662520535085661, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7669561135883596, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7678948603614175, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.768598920441211, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.769537667214269, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7697723539075334, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7721192208401784, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7725885942267073, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7732926543065008, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7735273409997653, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7744660877728233, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7751701478526167, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7754048345458813, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7761088946256747, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7770476413987327, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7775170147852617, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7782210748650552, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9969749351771824, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7784557615583196, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7786904482515842, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7793945083313776, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7798638817179065, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7803332551044356, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.781506688570758, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9974070872947277, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7817413752640225, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7822107486505515, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7826801220370805, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.782914808730345, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7843229288899319, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7852616756629899, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7857310490495188, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7871391692091059, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7873738559023703, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7883126026754284, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7897207228350153, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7901900962215442, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7904247829148088, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7908941563013377, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9978392394122731, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7913635296878667, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7918329030743957, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7925369631541892, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7930063365407182, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7939450833137761, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7946491433935696, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7951185167800986, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7955878901666276, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7965266369396855, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7979347570992724, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7993428772588594, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.7998122506453884, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.800046937338653, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8009856841117109, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8023938042712978, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8035672377376203, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8038019244308847, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8047406712039428, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8049753578972072, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8054447312837362, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8056794179770007, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8063834780567942, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8075569115231166, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8077915982163811, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8087303449894391, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8089650316827036, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.809669091762497, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8101384651490261, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8103731518422905, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8108425252288195, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.812015958695142, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8122506453884065, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8131893921614645, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.813893452241258, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8141281389345224, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8145975123210514, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8148321990143159, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8155362590941093, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8160056324806384, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8167096925604318, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8185871861065478, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8192912461863412, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8202299929593992, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8218727998122507, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8242196667448956, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8244543534381601, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9982713915298185, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8260971602910115, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.826801220370805, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8272705937573339, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.828209340530392, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8286787139169209, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8300868340765079, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8307908941563014, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8319643276226238, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8321990143158883, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8340765078620043, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8354846280215912, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8359540014081202, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8378314949542361, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8380661816475006, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9987035436473639, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8404130485801455, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8411171086599389, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8413517953532035, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.842055855432997, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8436986622858484, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8458108425252289, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8467495892982868, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8472189626848158, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8493311429241962, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8507392630837831, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8509739497770477, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.854024876789486, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8554329969490729, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.856371743722131, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8570758038019244, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8598920441210983, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8610654775874208, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8615348509739498, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8641164045998592, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8695141985449425, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8718610654775875, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8725651255573809, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8727998122506454, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8737385590237033, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8789016662755221, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8807791598216381, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8824219666744896, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8828913400610185, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8842994602206055, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8896972541656888, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8899319408589533, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8932175545646562, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8936869279511852, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.8976766017366815, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9000234686693265, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9004928420558554, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9019009622154424, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9051865759211453, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9117578033325511, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9134006101854025, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9138699835719315, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9991356957649092, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9143393569584605, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9145740436517249, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9166862238911053, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9190330908237503, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9237268246890401, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9251349448486271, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9256043182351561, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9326449190330908, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9328796057263553, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9368692795118517, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9373386528983807, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9396855198310256, \"feature_set\": \"covariates\", \"true_positive_rate\": 0.9995678478824547, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9455526871626379, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9460220605491668, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9462567472424314, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9476648674020183, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9488383008683408, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.957052335132598, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.957521708519127, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9577563952123914, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9584604552921849, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9626848157709458, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9636235625440037, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.969021356489087, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.969960103262145, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9701947899554095, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9774700774466087, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9786435109129312, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9791128842994602, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9795822576859892, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9842759915512791, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9847453649378081, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9854494250176015, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.985684111710866, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9889697254165689, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9892044121098333, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9903778455761558, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9906125322694204, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9931940858953298, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9936634592818587, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9946022060549167, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9948368927481812, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9969490729875616, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.997653133067355, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9978878197606196, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9985918798404131, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.9988265665336775, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 0.999530626613471, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}, {\"false_positive_rate\": 1.0, \"feature_set\": \"covariates\", \"true_positive_rate\": 1.0, \"partition\": \"train\"}]}, {\"transform\": [{\"test\": \"datum.false_positive_rate >= index_fpr\", \"type\": \"filter\"}, {\"groupby\": [\"legend\"], \"type\": \"aggregate\", \"summarize\": [{\"field\": \"false_positive_rate\", \"ops\": [\"min\"], \"as\": [\"min_false_positive_rate\"]}]}], \"name\": \"roc_index_lookup\", \"source\": \"roc\"}, {\"transform\": [{\"on\": \"roc_index_lookup\", \"as\": [\"lookup\"], \"keys\": [\"legend\"], \"type\": \"lookup\", \"onKey\": \"legend\", \"default\": -1}, {\"test\": \"datum.false_positive_rate == datum.lookup.min_false_positive_rate\", \"type\": \"filter\"}, {\"groupby\": [\"legend\", \"partition\", \"feature_set\"], \"type\": \"aggregate\", \"summarize\": [{\"field\": \"true_positive_rate\", \"ops\": [\"min\"], \"as\": [\"agg_true_positive_rate\"]}]}], \"name\": \"roc_index\", \"source\": \"roc\"}, {\"name\": \"dash_data\", \"values\": [{\"strokeDash\": [0, 0]}, {\"strokeDash\": [5, 7]}]}, {\"name\": \"dash_legend\", \"values\": [{\"strokeDash\": [0, 0]}, {\"strokeDash\": [3, 3]}]}, {\"name\": \"legend_auc\", \"transform\": [{\"field\": \"legend\", \"type\": \"formula\", \"expr\": \"datum.partition + ' (' + datum.feature_set + ')'\"}], \"format\": {\"type\": \"json\"}, \"values\": [{\"feature_set\": \"full\", \"legend_index\": 0, \"partition\": \"test\", \"auc\": 0.8852232192843548}, {\"feature_set\": \"full\", \"legend_index\": 1, \"partition\": \"train\", \"auc\": 0.8705259679710474}, {\"feature_set\": \"expressions\", \"legend_index\": 2, \"partition\": \"test\", \"auc\": 0.8864948733944367}, {\"feature_set\": \"expressions\", \"legend_index\": 3, \"partition\": \"train\", \"auc\": 0.8731911933869063}, {\"feature_set\": \"covariates\", \"legend_index\": 4, \"partition\": \"test\", \"auc\": 0.8514324103843754}, {\"feature_set\": \"covariates\", \"legend_index\": 5, \"partition\": \"train\", \"auc\": 0.8443565761057302}]}], \"legends\": [{\"title\": \"feature set\", \"properties\": {\"title\": {\"fontSize\": {\"value\": 16}}, \"labels\": {\"fontSize\": {\"value\": 15}}, \"symbols\": {\"shape\": {\"value\": \"M-0.5,-0.0L0.5,0\"}, \"stroke\": {\"field\": \"data\", \"scale\": \"colorscale\"}, \"size\": {\"value\": 250}, \"strokeWidth\": {\"value\": 3}}, \"legend\": {\"x\": {\"value\": 440}, \"y\": {\"value\": 250}}}, \"fill\": \"colorscale\"}, {\"title\": \"partition\", \"properties\": {\"title\": {\"fontSize\": {\"value\": 16}}, \"labels\": {\"fontSize\": {\"value\": 15}, \"text\": {\"field\": \"data\"}}, \"symbols\": {\"shape\": {\"value\": \"M-0.5,-0.0L0.5,0\"}, \"strokeWidth\": {\"value\": 3}, \"size\": {\"value\": 250}, \"strokeDash\": {\"field\": \"data\", \"scale\": \"dashlegendscale\"}, \"stroke\": {\"value\": \"black\"}}, \"legend\": {\"x\": {\"value\": 440}, \"y\": {\"value\": 320}}}, \"stroke\": \"dashlegendscale\"}]};\n", + "var selector = \"#8bcb5417-6b25-4b09-8c79-4ef1b95eaba9\";\n", + "var type = \"vega\";\n", + "\n", + "var output_area = this;\n", + "require(['nbextensions/jupyter-vega/index'], function(vega) {\n", + " vega.render(selector, spec, type, output_area);\n", + "}, function (err) {\n", + " if (err.requireType !== 'scripterror') {\n", + " throw(err);\n", + " }\n", + "});\n" + ] + }, + "metadata": { + "jupyter-vega": "#8bcb5417-6b25-4b09-8c79-4ef1b95eaba9" + }, + "output_type": "display_data" + }, + { + "data": { + "image/png": "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" + }, + "metadata": { + "jupyter-vega": "#8bcb5417-6b25-4b09-8c79-4ef1b95eaba9" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Assemble the data for ROC curves\n", + "model_order = ['full', 'expressions', 'covariates']\n", + "\n", + "auc_output = pd.DataFrame()\n", + "roc_output = pd.DataFrame()\n", + "\n", + "for model in model_order:\n", + " metrics_partition = metrics_dict[model]\n", + " for partition, metrics in metrics_partition.items():\n", + " auc_output = auc_output.append(pd.DataFrame({\n", + " 'partition': [partition],\n", + " 'feature_set': [model],\n", + " 'auc': metrics['auroc']\n", + " }))\n", + " roc_df = metrics['roc_df']\n", + " roc_output = roc_output.append(pd.DataFrame({\n", + " 'false_positive_rate': roc_df.fpr,\n", + " 'true_positive_rate': roc_df.tpr,\n", + " 'partition': partition,\n", + " 'feature_set': model\n", + " }))\n", + "auc_output['legend_index'] = range(len(auc_output.index))\n", + "\n", + "with open('vega_specs/roc_vega_spec.json', 'r') as fp:\n", + " vega_spec = json.load(fp)\n", + "\n", + "final_spec = fill_spec_with_data(vega_spec, \n", + " {'roc': roc_output, 'legend_auc': auc_output})\n", + "\n", + "Vega(final_spec)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## What are the classifier coefficients?" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "final_pipelines = {\n", + " model: pipeline.best_estimator_\n", + " for model, pipeline in cv_pipelines.items()\n", + "}\n", + "final_classifiers = {\n", + " model: pipeline.named_steps['classify']\n", + " for model, pipeline in final_pipelines.items()\n", + "}\n", + "\n", + "coef_df = pd.concat([\n", + " get_model_coefficients(classifier, model, covariate_df.columns)\n", + " for model, classifier in final_classifiers.items()\n", + "])" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
coefficient_sign-1.00.01.0
feature_set
covariates15513
expressions147412
full13619
\n", + "
" + ], + "text/plain": [ + "coefficient_sign -1.0 0.0 1.0\n", + "feature_set \n", + "covariates 15 5 13\n", + "expressions 14 74 12\n", + "full 13 61 9" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Signs of the coefficients by model\n", + "pd.crosstab(coef_df.feature_set, np.sign(coef_df.weight).rename('coefficient_sign'))" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
featureweightabsfeature_set
8PCA_8-0.0373410.037341full
2PCA_2-0.0355510.035551full
29PCA_29-0.0354390.035439full
11PCA_11-0.0328820.032882full
24PCA_240.0327810.032781full
22PCA_22-0.0309110.030911full
37PCA_370.0293000.029300full
1PCA_1-0.0283140.028314full
17PCA_170.0251980.025198full
34PCA_34-0.0237140.023714full
\n", + "
" + ], + "text/plain": [ + " feature weight abs feature_set\n", + "8 PCA_8 -0.037341 0.037341 full\n", + "2 PCA_2 -0.035551 0.035551 full\n", + "29 PCA_29 -0.035439 0.035439 full\n", + "11 PCA_11 -0.032882 0.032882 full\n", + "24 PCA_24 0.032781 0.032781 full\n", + "22 PCA_22 -0.030911 0.030911 full\n", + "37 PCA_37 0.029300 0.029300 full\n", + "1 PCA_1 -0.028314 0.028314 full\n", + "17 PCA_17 0.025198 0.025198 full\n", + "34 PCA_34 -0.023714 0.023714 full" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Top standardized coefficients\n", + "(coef_df\n", + " .query(\"feature_set == 'full'\")\n", + " .head(10)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Investigate the predictions" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "collapsed": true, + "scrolled": false + }, + "outputs": [], + "source": [ + "predict_df = pd.DataFrame()\n", + "for model, pipeline in final_pipelines.items():\n", + " df = pd.DataFrame.from_items([\n", + " ('feature_set', model),\n", + " ('sample_id', X.index),\n", + " ('test_set', X.index.isin(X_test.index).astype(int)),\n", + " ('status', y),\n", + " ('decision_function', pipeline.decision_function(X)),\n", + " ('probability', pipeline.predict_proba(X)[:, 1])\n", + " ]) \n", + " predict_df = predict_df.append(df)\n", + "\n", + "predict_df['probability_str'] = predict_df['probability'].apply('{:.1%}'.format)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
feature_setsample_idtest_setstatusdecision_functionprobabilityprobability_str
sample_id
TCGA-L5-A4OH-01fullTCGA-L5-A4OH-01003.9851980.98175098.2%
TCGA-L5-A8NR-01fullTCGA-L5-A8NR-01003.8312680.97877897.9%
TCGA-EI-6513-01fullTCGA-EI-6513-01103.5398580.97180197.2%
TCGA-E2-A1LI-01fullTCGA-E2-A1LI-01003.4695510.96980997.0%
TCGA-HF-7136-01fullTCGA-HF-7136-01003.3960570.96758196.8%
TCGA-21-1081-01fullTCGA-21-1081-01003.2852890.96392196.4%
TCGA-L5-A4OS-01fullTCGA-L5-A4OS-01003.2498960.96266996.3%
TCGA-B6-A0I1-01fullTCGA-B6-A0I1-01003.2055490.96104396.1%
TCGA-E9-A3QA-01fullTCGA-E9-A3QA-01003.2046200.96100896.1%
TCGA-BR-A4J1-01fullTCGA-BR-A4J1-01003.1756370.95990796.0%
\n", + "
" + ], + "text/plain": [ + " feature_set sample_id test_set status \\\n", + "sample_id \n", + "TCGA-L5-A4OH-01 full TCGA-L5-A4OH-01 0 0 \n", + "TCGA-L5-A8NR-01 full TCGA-L5-A8NR-01 0 0 \n", + "TCGA-EI-6513-01 full TCGA-EI-6513-01 1 0 \n", + "TCGA-E2-A1LI-01 full TCGA-E2-A1LI-01 0 0 \n", + "TCGA-HF-7136-01 full TCGA-HF-7136-01 0 0 \n", + "TCGA-21-1081-01 full TCGA-21-1081-01 0 0 \n", + "TCGA-L5-A4OS-01 full TCGA-L5-A4OS-01 0 0 \n", + "TCGA-B6-A0I1-01 full TCGA-B6-A0I1-01 0 0 \n", + "TCGA-E9-A3QA-01 full TCGA-E9-A3QA-01 0 0 \n", + "TCGA-BR-A4J1-01 full TCGA-BR-A4J1-01 0 0 \n", + "\n", + " decision_function probability probability_str \n", + "sample_id \n", + "TCGA-L5-A4OH-01 3.985198 0.981750 98.2% \n", + "TCGA-L5-A8NR-01 3.831268 0.978778 97.9% \n", + "TCGA-EI-6513-01 3.539858 0.971801 97.2% \n", + "TCGA-E2-A1LI-01 3.469551 0.969809 97.0% \n", + "TCGA-HF-7136-01 3.396057 0.967581 96.8% \n", + "TCGA-21-1081-01 3.285289 0.963921 96.4% \n", + "TCGA-L5-A4OS-01 3.249896 0.962669 96.3% \n", + "TCGA-B6-A0I1-01 3.205549 0.961043 96.1% \n", + "TCGA-E9-A3QA-01 3.204620 0.961008 96.1% \n", + "TCGA-BR-A4J1-01 3.175637 0.959907 96.0% " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Top predictions amongst negatives (potential hidden responders to a targeted cancer therapy)\n", + "(predict_df\n", + " .sort_values('decision_function', ascending=False)\n", + " .query(\"status == 0 and feature_set == 'full'\")\n", + " .head(10)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAeIAAAFXCAYAAAB+7k1lAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nkRRiIYQQwkRSiIUQQggTSSEWQgghTPTfzM3X1X3HHvMAAAAASUVORK5CYII=\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "model_predict_df = predict_df.query(\"feature_set == 'full'\")\n", + "ax = sns.distplot(model_predict_df.query(\"status == 0\").probability, hist=False, label='Negatives')\n", + "ax = sns.distplot(model_predict_df.query(\"status == 1\").probability, hist=False, label='Positives')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.3" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/nb_util/examples/output.ipynb b/nb_util/examples/output.ipynb new file mode 100644 index 0000000..66bb029 --- /dev/null +++ b/nb_util/examples/output.ipynb @@ -0,0 +1,537 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Create a logistic regression model to predict bar mutation from gene expression data in TCGA" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import datetime\n", + "import json\n", + "import os\n", + "import time\n", + "\n", + "from sklearn.decomposition import PCA\n", + "from sklearn.linear_model import SGDClassifier\n", + "from sklearn.metrics import roc_auc_score, roc_curve\n", + "from sklearn.model_selection import train_test_split, StratifiedKFold\n", + "from dask_searchcv import GridSearchCV\n", + "from sklearn.pipeline import Pipeline, FeatureUnion\n", + "from sklearn.preprocessing import StandardScaler, FunctionTransformer\n", + "from vega import Vega\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "\n", + "from utils import fill_spec_with_data, get_model_coefficients" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "plt.style.use('seaborn-notebook')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Specify model configuration" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# We're going to be building a 'bar' classifier \n", + "mutation_id = 'foo' # bar" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "*Here is some [documentation](http://scikit-learn.org/stable/modules/generated/sklearn.linear_model.SGDClassifier.html) regarding the classifier and hyperparameters*\n", + "\n", + "*Here is some [information](https://ghr.nlm.nih.gov/gene/bar) about bar*" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load Data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "path = os.path.join('download', 'expression-matrix.tsv.bz2')\n", + "expression_df = pd.read_table(path, index_col=0)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "path = os.path.join('download', 'mutation-matrix.tsv.bz2')\n", + "mutation_df = pd.read_table(path, index_col=0)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "path = os.path.join('download', 'covariates.tsv')\n", + "covariate_df = pd.read_table(path, index_col=0)\n", + "\n", + "# Select acronym_x and n_mutations_log1p covariates only\n", + "selected_cols = [col for col in covariate_df.columns if col.startswith('acronym_')]\n", + "selected_cols.append('n_mutations_log1p')\n", + "covariate_df = covariate_df[selected_cols]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# The series holds bar Mutation Status for each sample\n", + "y = mutation_df[mutation_id]\n", + "y.head(6)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print('Gene expression matrix shape: {}'.format(expression_df.shape))\n", + "print('Covariates matrix shape: {}'.format(covariate_df.shape))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Set aside 10% of the data for testing" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Typically, this type of split can only be done \n", + "# for genes where the number of mutations is large enough\n", + "X = pd.concat([covariate_df, expression_df], axis='columns')\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.1, random_state=0)\n", + "\n", + "# Here are the percentage of tumors with bar\n", + "y.value_counts(True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Feature selection" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def select_feature_set_columns(X, feature_set):\n", + " \"\"\"\n", + " Select the feature set for the different models within the pipeline\n", + " \"\"\"\n", + " n_covariates = len(covariate_df.columns)\n", + " if feature_set == 'covariates':\n", + " return X[:, :n_covariates]\n", + " if feature_set == 'expressions':\n", + " return X[:, n_covariates:]\n", + " raise ValueError('feature_set not supported: {}'.format(feature_set))\n", + "\n", + "# Creates the expression features by standarizing them and running PCA\n", + "# Because the expressions matrix is so large, we preprocess with PCA\n", + "# The amount of variance in the data captured by ~100 components is high\n", + "expression_features = Pipeline([\n", + " ('select_features', FunctionTransformer(select_feature_set_columns,\n", + " kw_args={'feature_set': 'expressions'})),\n", + " ('standardize', StandardScaler()),\n", + " ('pca', PCA())\n", + "])\n", + "\n", + "# Creates the covariate features by selecting and standardizing them\n", + "covariate_features = Pipeline([\n", + " ('select_features', FunctionTransformer(select_feature_set_columns,\n", + " kw_args={'feature_set': 'covariates'})),\n", + " ('standardize', StandardScaler())\n", + "])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Elastic net classifier and model paraemeters" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Parameter Sweep for Hyperparameters\n", + "n_components_list = [50, 100]\n", + "regularization_alpha_list = [10 ** x for x in range(-3, 1)]\n", + "regularization_l1_ratio = 0.15\n", + "\n", + "param_grids = {\n", + " 'full': {\n", + " 'features__expressions__pca__n_components' : n_components_list,\n", + " 'classify__alpha': regularization_alpha_list\n", + " },\n", + " 'expressions': {\n", + " 'features__expressions__pca__n_components' : n_components_list,\n", + " 'classify__alpha': regularization_alpha_list\n", + " },\n", + " 'covariates': {\n", + " 'classify__alpha': regularization_alpha_list\n", + " }\n", + "}\n", + "\n", + "# Classifier: Elastic Net\n", + "classifier = SGDClassifier(penalty='elasticnet',\n", + " l1_ratio=regularization_l1_ratio,\n", + " loss='log', \n", + " class_weight='balanced',\n", + " random_state=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define pipeline and cross validation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Full model pipelines\n", + "pipeline_definitions = {\n", + " 'full': Pipeline([\n", + " ('features', FeatureUnion([\n", + " ('expressions', expression_features),\n", + " ('covariates', covariate_features)\n", + " ])),\n", + " ('classify', classifier)\n", + " ]),\n", + " 'expressions': Pipeline([\n", + " ('features', FeatureUnion([('expressions', expression_features)])),\n", + " ('classify', classifier)\n", + " ]),\n", + " 'covariates': Pipeline([\n", + " ('features', FeatureUnion([('covariates', covariate_features)])),\n", + " ('classify', classifier)\n", + " ])\n", + "}\n", + "\n", + "# Construct cross-validated grid searches\n", + "cv_pipelines = dict()\n", + "for model, pipeline in pipeline_definitions.items():\n", + " cv = StratifiedKFold(n_splits=3, random_state=0)\n", + " grid_search = GridSearchCV(\n", + " estimator=pipeline,\n", + " param_grid=param_grids[model],\n", + " cv=cv,\n", + " n_jobs=1, \n", + " scoring='roc_auc',\n", + " )\n", + " cv_pipelines[model] = grid_search" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Fit the models\n", + "for model, pipeline in cv_pipelines.items():\n", + " print('Fitting CV for model: {0}'.format(model))\n", + " start_time = time.perf_counter()\n", + " pipeline.fit(X=X_train, y=y_train)\n", + " end_time = time.perf_counter()\n", + " elapsed = datetime.timedelta(seconds=end_time - start_time)\n", + " print('\\truntime: {}'.format(elapsed))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Best Parameters\n", + "for model, pipeline in cv_pipelines.items():\n", + " print('#', model)\n", + " print(pipeline.best_params_)\n", + " print('cv_auroc = {:.3%}'.format(pipeline.best_score_))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize hyperparameters performance" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "cv_results_df = pd.DataFrame()\n", + "for model, pipeline in cv_pipelines.items():\n", + " df = pd.concat([\n", + " pd.DataFrame(pipeline.cv_results_),\n", + " pd.DataFrame.from_records(pipeline.cv_results_['params'])\n", + " ], axis='columns')\n", + " df['feature_set'] = model\n", + " cv_results_df = cv_results_df.append(df)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Cross-validated performance heatmap\n", + "cv_score_mat = pd.pivot_table(cv_results_df,\n", + " values='mean_test_score', \n", + " index='feature_set',\n", + " columns='classify__alpha')\n", + "ax = sns.heatmap(cv_score_mat, annot=True, fmt='.1%')\n", + "ax.set_xlabel('Regularization strength multiplier (alpha)')\n", + "ax.set_ylabel('Feature Set');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Use optimal hyperparameters to output ROC curve" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "y_pred_dict = {\n", + " model: {\n", + " 'train': pipeline.decision_function(X_train),\n", + " 'test': pipeline.decision_function(X_test)\n", + " } for model, pipeline in cv_pipelines.items()\n", + "}\n", + "\n", + "def get_threshold_metrics(y_true, y_pred):\n", + " roc_columns = ['fpr', 'tpr', 'threshold']\n", + " roc_items = zip(roc_columns, roc_curve(y_true, y_pred))\n", + " roc_df = pd.DataFrame.from_items(roc_items)\n", + " auroc = roc_auc_score(y_true, y_pred)\n", + " return {'auroc': auroc, 'roc_df': roc_df}\n", + "\n", + "metrics_dict = { \n", + " model: {\n", + " 'train': get_threshold_metrics(y_train, y_pred_dict[model]['train']),\n", + " 'test': get_threshold_metrics(y_test, y_pred_dict[model]['test'])\n", + " } for model in y_pred_dict.keys()\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Assemble the data for ROC curves\n", + "model_order = ['full', 'expressions', 'covariates']\n", + "\n", + "auc_output = pd.DataFrame()\n", + "roc_output = pd.DataFrame()\n", + "\n", + "for model in model_order:\n", + " metrics_partition = metrics_dict[model]\n", + " for partition, metrics in metrics_partition.items():\n", + " auc_output = auc_output.append(pd.DataFrame({\n", + " 'partition': [partition],\n", + " 'feature_set': [model],\n", + " 'auc': metrics['auroc']\n", + " }))\n", + " roc_df = metrics['roc_df']\n", + " roc_output = roc_output.append(pd.DataFrame({\n", + " 'false_positive_rate': roc_df.fpr,\n", + " 'true_positive_rate': roc_df.tpr,\n", + " 'partition': partition,\n", + " 'feature_set': model\n", + " }))\n", + "auc_output['legend_index'] = range(len(auc_output.index))\n", + "\n", + "with open('vega_specs/roc_vega_spec.json', 'r') as fp:\n", + " vega_spec = json.load(fp)\n", + "\n", + "final_spec = fill_spec_with_data(vega_spec, \n", + " {'roc': roc_output, 'legend_auc': auc_output})\n", + "\n", + "Vega(final_spec)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## What are the classifier coefficients?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_pipelines = {\n", + " model: pipeline.best_estimator_\n", + " for model, pipeline in cv_pipelines.items()\n", + "}\n", + "final_classifiers = {\n", + " model: pipeline.named_steps['classify']\n", + " for model, pipeline in final_pipelines.items()\n", + "}\n", + "\n", + "coef_df = pd.concat([\n", + " get_model_coefficients(classifier, model, covariate_df.columns)\n", + " for model, classifier in final_classifiers.items()\n", + "])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Signs of the coefficients by model\n", + "pd.crosstab(coef_df.feature_set, np.sign(coef_df.weight).rename('coefficient_sign'))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Top standardized coefficients\n", + "(coef_df\n", + " .query(\"feature_set == 'full'\")\n", + " .head(10)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Investigate the predictions" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "predict_df = pd.DataFrame()\n", + "for model, pipeline in final_pipelines.items():\n", + " df = pd.DataFrame.from_items([\n", + " ('feature_set', model),\n", + " ('sample_id', X.index),\n", + " ('test_set', X.index.isin(X_test.index).astype(int)),\n", + " ('status', y),\n", + " ('decision_function', pipeline.decision_function(X)),\n", + " ('probability', pipeline.predict_proba(X)[:, 1])\n", + " ]) \n", + " predict_df = predict_df.append(df)\n", + "\n", + "predict_df['probability_str'] = predict_df['probability'].apply('{:.1%}'.format)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Top predictions amongst negatives (potential hidden responders to a targeted cancer therapy)\n", + "(predict_df\n", + " .sort_values('decision_function', ascending=False)\n", + " .query(\"status == 0 and feature_set == 'full'\")\n", + " .head(10)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "model_predict_df = predict_df.query(\"feature_set == 'full'\")\n", + "ax = sns.distplot(model_predict_df.query(\"status == 0\").probability, hist=False, label='Negatives')\n", + "ax = sns.distplot(model_predict_df.query(\"status == 1\").probability, hist=False, label='Positives')" + ] + } + ], + "metadata": {}, + "nbformat": 4, + "nbformat_minor": 2 +} \ No newline at end of file diff --git a/nb_util/jupyter_template.py b/nb_util/jupyter_template.py index fb9b327..b6ad7d6 100644 --- a/nb_util/jupyter_template.py +++ b/nb_util/jupyter_template.py @@ -1,18 +1,5 @@ # -*- coding: utf-8 -*- -"""Document use of this module. - -The docstring for a module should generally list the classes, exceptions and -functions (and any other objects) that are exported by the module, with a -one-line summary of each. (These summaries generally give less detail than the -summary line in the object's docstring.) The docstring for a package (i.e., the -docstring of the package's __init__.py module) should also list the modules and -subpackages exported by the package. - - -1. make template: encode then replace -2. fill template: substitute then decode - -""" +"""Lightweight templates for Jupyter notebooks.""" import nbformat import re @@ -21,8 +8,13 @@ Cell = namedtuple('Cell', ['type', 'source']) +Cell.__doc__ = """A Jupyter notebook cell. -new_cell = { +type - type of the cell +source - contents of the cell +""" + +__new_cell = { 'code': nbformat.v4.new_code_cell, 'markdown': nbformat.v4.new_markdown_cell, 'raw': nbformat.v4.new_raw_cell, @@ -41,10 +33,16 @@ def each_cell(func): class JupyterTemplate(object): - """The docstring for a class should summarize its behavior and list the - public methods and instance variables. + """ + Represent a Jupyter notebook template. + + Instance variables: + cells - iterator of Cell + keywords - list of strings Public methods: + fill_template - raises a KeyError if the dictionary doesn't contain the + proper keys. """ def __init__(self, cells, keywords): @@ -58,6 +56,7 @@ def __init__(self, cells, keywords): self.cells = cells self.keywords = sorted(keywords) + @classmethod def _get_cells_from_nb(cls, fname): """ Extract cells from a file. @@ -69,9 +68,6 @@ def _get_cells_from_nb(cls, fname): nb = nbformat.read(fname, nbformat.NO_CONVERT) return [Cell(c['cell_type'], c['source']) for c in nb['cells']] - def _make_template_cell(self, cell): - return new_cell - def fill_template(self, keywords): """Replace keywords to create a template. @@ -79,15 +75,17 @@ def fill_template(self, keywords): keywords - dictionary of strings """ + if sorted(keywords.keys()) != self.keywords: + raise KeyError('Expected keys: {}'.format(self.keywords)) substitute = _substitute(keywords) new_cells = substitute(self.cells) new_cells = _decode(new_cells) - return create_nb(new_cells) + return _create_nb(new_cells) @each_cell def _encode(s): - """Encode source cells + """Encode source cells. Args: s - jupyter notebook cell source @@ -145,7 +143,7 @@ def create_template(fname, new_keywords): return JupyterTemplate(new_cells, new_keywords.values()) -def create_nb(cells): +def _create_nb(cells): """Return a Jupyter notebook as a string. Args: @@ -153,5 +151,5 @@ def create_nb(cells): """ nbjson = nbformat.v4.new_notebook() - nbjson.cells = [new_cell[c.type](c.source) for c in cells] + nbjson.cells = [__new_cell[c.type](c.source) for c in cells] return nbformat.writes(nbjson, version=nbformat.current_nbformat) diff --git a/nb_util/tests/test_jupyter_template.py b/nb_util/tests/test_jupyter_template.py index 4dafbe2..64b74c7 100644 --- a/nb_util/tests/test_jupyter_template.py +++ b/nb_util/tests/test_jupyter_template.py @@ -141,5 +141,5 @@ def test_replace(new_keywords, small_cells): def test_create_nb(small_cells, small_notebook): - nb = jt.create_nb(small_cells) + nb = jt._create_nb(small_cells) assert nb == small_notebook From ce1f322efa20871ffb79c7e0a6c552838eee6a0c Mon Sep 17 00:00:00 2001 From: wisygig Date: Wed, 26 Jul 2017 21:23:12 -0400 Subject: [PATCH 4/4] attempting to fix circle.yml configuration --- circle.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/circle.yml b/circle.yml index 752cbe5..148bf2b 100644 --- a/circle.yml +++ b/circle.yml @@ -11,7 +11,7 @@ dependencies: test: override: - docker run $AWS_ECR_ENDPOINT.dkr.ecr.us-east-1.amazonaws.com/cognoma-ml-workers:$CIRCLE_SHA1 python test_ml_task_runner.py - - pytest nb_util + - docker run $AWS_ECR_ENDPOINT.dkr.ecr.us-east-1.amazonaws.com/cognoma-ml-workers:$CIRCLE_SHA1 pytest nb_util deployment: production: