diff --git a/qsar/models/elasticnet.py b/qsar/models/elasticnet.py index a39d45d..1137d03 100644 --- a/qsar/models/elasticnet.py +++ b/qsar/models/elasticnet.py @@ -44,8 +44,8 @@ def optimize_hyperparameters(self, trial: Trial, df: pd.DataFrame) -> float: :rtype: float """ self.params = { - "alpha": trial.suggest_float("alpha", 1e-10, 1e10, log=True), - "l1_ratio": trial.suggest_float("l1_ratio", 1e-10, 1, log=True), + "alpha": trial.suggest_float("alpha", 1e-5, 2, log=True), + "l1_ratio": trial.suggest_float("l1_ratio", 1e-2, 1, log=True), } self.model.set_params(**self.params) diff --git a/tutorials/models/elasticnet.ipynb b/tutorials/models/elasticnet.ipynb index 628b13c..1296f30 100644 --- a/tutorials/models/elasticnet.ipynb +++ b/tutorials/models/elasticnet.ipynb @@ -7,18 +7,24 @@ "# Introduction and Prerequisites\n", "This notebook serves as a tutorial on employing the ElasticNet model from QSAR package to a specific dataset. Before you start:\n", "- Basic familiarity with Python, Pandas, and Scikit-learn will be beneficial.\n", - "- The main aim is to understand the flow and not just achieve a high score." + "- The main aim is to understand the flow and not just achieve a high score.\n", + "\n", + "# Installation" ] }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 12, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-30T04:49:25.182821500Z", + "start_time": "2024-03-30T04:49:25.151540600Z" + } + }, "outputs": [], "source": [ "# todo add installation instructions\n", - "# option1: !python setup.py install\n", - "# option2: !pip install -r requirements.txt" + "# pip install qsarKit" ] }, { @@ -27,25 +33,28 @@ "source": [ "# Table of Contents\n", "1. Data Import\n", - "2. Preprocessing\n", - "3. Cross-Validation\n", - "4. Model Without Optimization\n", - "5. Model With Hyperparameter Optimization\n", - "6. Model Evaluation\n", - "7. Prediction and Results" + "2. Cross-Validation\n", + "3. Model Without Optimization\n", + "4. Model With Hyperparameter Optimization\n", + "5. Model Evaluation\n", + "6. Prediction and Results" ] }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 13, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-30T04:49:25.198448300Z", + "start_time": "2024-03-30T04:49:25.167189700Z" + } + }, "outputs": [], "source": [ "import warnings\n", "\n", "warnings.filterwarnings('ignore')\n", "\n", - "import pandas as pd\n", "from optuna.visualization import plot_optimization_history\n", "\n", "from qsar.utils.visualizer import Visualizer\n", @@ -53,8 +62,7 @@ "from qsar.utils.extractor import Extractor\n", "from qsar.utils.hyperparameter_optimizer import HyperParameterOptimizer\n", "\n", - "from qsar.models.elasticnet import ElasticnetModel\n", - "from sklearn.preprocessing import StandardScaler" + "from qsar.models.elasticnet import ElasticnetModel" ] }, { @@ -70,67 +78,54 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, + "execution_count": 14, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-30T04:49:25.212926900Z", + "start_time": "2024-03-30T04:49:25.182821500Z" + } + }, "outputs": [], "source": [ "data_paths = {\n", - " \"full_train\": \"../data/full/train/full_train_unfiltered.csv\",\n", - " \"full_test\": \"../data/full/test/full_test_unfiltered.csv\",\n", - " \"neutral_train\": \"../data/neutral/train/neutral_train_unfiltered.csv\",\n", - " \"neutral_test\": \"../data/neutral/test/neutral_test_unfiltered.csv\",\n", - " \"ionizable_train\": \"../data/ionizable/train/ionizable_train_unfiltered.csv\",\n", - " \"ionizable_test\": \"../data/ionizable/test/ionizable_test_unfiltered.csv\",\n", + " \"full_train\": \"../../data/full/train/full_train_unfiltered.csv\",\n", + " \"full_test\": \"../../data/full/test/full_test_unfiltered.csv\",\n", "}\n", "\n", "extractor = Extractor(data_paths)\n", "\n", - "# todo move the split after the preprocessing\n", "x_dfs, y_dfs = extractor.split_x_y(\"Log_MP_RATIO\")\n", "df_full_tain = extractor.get_df(\"full_train\")" ] }, - { - "cell_type": "markdown", - "source": [ - "## 2. Preprocessing\n", - "Scaling the features to have a mean=0 and variance=1 for better convergence during model training." - ], - "metadata": { - "collapsed": false - } - }, - { - "cell_type": "code", - "execution_count": null, - "outputs": [], - "source": [ - "# Todo: include and review all the preprocessing steps\n", - "# Todo: check if we need scaling to make the model converge\n", - "# scaler = StandardScaler()\n", - "# x_full_train_scaled = scaler.fit_transform(x_dfs[\"full_train\"])\n", - "# x_dfs[\"full_train\"] = pd.DataFrame(x_full_train_scaled, index=x_dfs[\"full_train\"].index, columns=x_dfs[\"full_train\"].columns)\n", - "# x_full_test_scaled = scaler.transform(x_dfs[\"full_test\"])\n", - "# x_dfs[\"full_test\"] = pd.DataFrame(x_full_test_scaled, index=x_dfs[\"full_test\"].index, columns=x_dfs[\"full_test\"].columns)" - ], - "metadata": { - "collapsed": false - } - }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## 3. Cross-validation\n", + "## 2. Cross-validation\n", "Initialize cross-validation and visualization tools.\n", "Create cross-validation folds from the full training dataset and visualize the created folds." ] }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 15, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-30T04:49:25.468151500Z", + "start_time": "2024-03-30T04:49:25.212926900Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "cross_validator = CrossValidator(df_full_tain)\n", "visualizer = Visualizer()\n", @@ -142,67 +137,253 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## 4. Model evaluation before hyperparameter optimization\n", + "## 3. Model evaluation before hyperparameter optimization\n", "Evaluate the performance of the ElasticNet model on the full training dataset and visualize its performance metrics." ] }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 16, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-30T04:49:49.707797800Z", + "start_time": "2024-03-30T04:49:25.468151500Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/png": 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U0L66j5IoenDi6NGjsWHDBrX+8+fPIzU1tcTjTZo0CXp6epgzZ47GhxFWrlwZAwYMQG5uLlq3bo0zZ86oxeTl5WHLli1qZ/+KjvPcuXMlzoeISBd46RQRvRMFBQX49ddf8euvv8LKygr16tWDpaUlcnJycP78eekpxd27d1e7k09sbCw++ugjHDt2DNWqVVN5YN+ZM2dw9+5dlTMm3333HX7//XckJCTAw8MDQUFBMDMzQ2JiIjIyMlCpUiWsW7fujRdhOzg44LfffkP79u0xZMgQTJ06FbVr14atrS0ePHiA1NRUXLlyBfXr10f37t0BAKdPn8Y333wDc3NzeHt7w87ODk+fPkVycjKuX7+O8uXLY/z48f9scv8/IyMj6anR8+fPR3x8PBo0aIBHjx5h7969ePbsGUJDQ6UvyW/DokWLpLtfaRISEqLxTl8vq1evHsLDw/Hbb7+hXr16aNq0KSwsLJCSkoK0tDSMGjUKEydOVNvu+++/x9ChQ+Hu7g4PDw8oFApkZWXh8OHDeP78OXr06KHykMYGDRrAzs4Op06dgre3N+rUqQNDQ0PUqFHjtWuEPv74Y0ycOBFjxoxBhw4d4O7uDk9PT+mBfefPn0dsbGyJF6DXrl0bPXr0KPayqMmTJ+PmzZtYtWoVvLy84OnpiapVq8LAwAA3btxASkoKcnNzsX37dpV1Gu3bt8f06dMRHByMDz/8EGZmZgBeXLL18loiIiKdK8Vb6xJRGfLw4UOxefNmMWDAAOHn5yccHByEoaGhUCgUwtXVVXTp0kVs375d6/Z5eXli/vz5onHjxqJChQpCLpcLBwcH0bx5czFv3jy1+IKCAvHTTz+JBg0aCDMzMyGXy4Wrq6sYMGCA1ucQoITPG7h9+7aIiooS3t7e0tgODg4iICBAREdHi9OnT0uxly9fFuPGjRPNmjUTjo6OwtjYWFSsWFHUrVtXjBgxQvz5558lmL3/U9xzNIpkZGSIyMhIUbVqVSGXy4WZmZnw9/cX8+fPFwUFBWrxJXmexOuU9DkaAwcO1Ljdq8/RyM/PF9OmTRN16tQR5cqVExYWFiIkJETs2rVLeiaFk5OTyjYrVqwQvXr1ErVr1xYWFhbCyMhIODk5iRYtWohNmzZJzzZ52ZkzZ0SbNm2ElZWV0NPTEwBEYGCg1K/tORpFEhMTRZcuXYS9vb0wNDQUFhYWwtPTUwwbNkxcv35ditP0HI1XZWRkCGNjY2mutD1bJD4+XrRr107aZ4UKFYSHh4f45JNPxKpVq0Rubq5K/NOnT8WwYcOEm5ubkMvlrx2fiEhXZEKU4MJpIiIiIiKiN8A1GkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHTOoLQTIKJ3JyMjA9nZ2aWdRpmVl5cHIyOj0k6DqNRZWlrC0dGxtNMgoreMhQZRGZGRkQEPDw88efKktFMps/T19VFYWFjaaRCVunLlyiE1NZXFBtF/HAsNojIiOzsbT548wYoVK+Dh4VHa6ZQ58fHxiIqK4vxTmZeamoru3bsjOzubhQbRfxwLDaIyxsPDA97e3qWdRpmTmpoKgPNPRERlBxeDExERERGRzrHQICIiIiIinWOhQUT/STKZDJs3by7tNIiIiMosFhpE9Nb07NkTMpkM/fr1U+uLjIyETCZDz549SzTW/v37IZPJkJOTU6L4mzdvokWLFm+QLb3v7t69iy+//BKOjo4wMjKCjY0NQkNDceTIkdJOjYiINGChQURvVZUqVRAXF4enT59Kbc+ePcOqVaveyh1n8vPzAQA2NjZ8ZsV/TPv27XHq1CksW7YMFy9exJYtW9C0aVP89ddfb2V/RZ8lIiL6e1hoENFb5e3tjSpVqmDjxo1S28aNG+Ho6Ih69epJbUqlEjExMXBxcYFCoYCnpyfWr18PALh27RqCgoIAABUrVlQ5E9K0aVP0798fgwYNgqWlJUJDQwGoXzp148YNdOnSBRYWFjAxMYGvry+OHz/+lo+edCUnJweHDh3ClClTEBQUBCcnJ/j5+WHkyJFo06aNFPPFF1+gcuXKMDY2Ru3atbF161ZpjA0bNqBWrVowMjKCs7MzfvjhB5V9ODs7Y8KECejRowfMzc3x+eefAwAOHz6Mxo0bQ6FQoEqVKvj666+Rm5v77g6eiOhfioUGEb11vXv3RmxsrPR+yZIl6NWrl0pMTEwMfv31V/z88884d+4cvvnmG3Tv3h0HDhxAlSpVsGHDBgBAWloabt68iVmzZknbLlu2DHK5HEeOHMHPP/+stv/Hjx8jMDAQmZmZ2LJlC/744w8MGzYMSqXyLR0x6ZqpqSlMTU2xefNm5OXlqfUrlUq0aNECR44cwYoVK3D+/HlMnjwZ+vr6AICkpCR06tQJn3zyCc6cOYNx48YhKioKS5cuVRln+vTp8PT0xKlTpxAVFYUrV64gLCwM7du3x+nTp7FmzRocPnwY/fv3fxeHTUT0r8bnaBDRW9e9e3eMHDkS169fBwAcOXIEcXFx2L9/PwAgLy8PkyZNwp49e+Dv7w8AqFq1Kg4fPowFCxYgMDAQFhYWAABra2tUqFBBZfxq1aph6tSpWve/atUq3L17FydPnpTGcXNz0/FR0ttkYGCApUuXom/fvvj555/h7e2NwMBAfPLJJ6hbty727NmDEydOIDU1FdWrVwfw4jNU5Mcff0SzZs0QFRUFAKhevTrOnz+PadOmqawT+vDDD/Htt99K7z/77DN069YNgwYNAvDiszZ79mwEBgZi/vz5MDY2fvsHT0T0L8VCg4jeOisrK7Rs2RJLly6FEAItW7aEpaWl1H/58mU8efIEzZs3V9kuPz9f5fIqbXx8fIrtT0lJQb169aQig/6d2rdvj5YtW+LQoUM4duwYtm/fjqlTp2LRokW4c+cOHBwcpCLjVampqQgPD1dpa9iwIWbOnInCwkLpzIevr69KzB9//IHTp09j5cqVUpsQAkqlEunp6XzKOxFRMVhoENE70bt3b+lyk3nz5qn0PX78GACwbds22Nvbq/SVZEG3iYlJsf0KheJNUqX3mLGxMZo3b47mzZsjKioKn332GaKjozFkyBCdjP/qZ+nx48f44osv8PXXX6vFvo2bGRAR/Zew0CCidyIsLAz5+fmQyWTSgu0iNWvWhJGRETIyMhAYGKhxe7lcDgAoLCx8433XrVsXixYtwr1793hW4z+mZs2a2Lx5M+rWrYsbN27g4sWLGs9qeHh4qN0G98iRI6hevbp0NkMTb29vnD9/npfaERH9DVwMTkTvhL6+PlJTU3H+/Hm1L3ZmZmYYMmQIvvnmGyxbtgxXrlxBcnIy5syZg2XLlgEAnJycIJPJsHXrVty9e1c6C1ISXbp0gY2NDdq2bYsjR47g6tWr2LBhAxITE3V6jPT2/PXXX/jwww+xYsUKnD59Gunp6Vi3bh2mTp2K8PBwBAYGokmTJmjfvj12796N9PR0bN++HTt27AAAfPvtt0hISMCECRNw8eJFLFu2DHPnzn3tmZDhw4fj6NGj6N+/P1JSUnDp0iX89ttvXAxORFQCLDSI6J0xNzeHubm5xr4JEyYgKioKMTEx8PDwQFhYGLZt2wYXFxcAgL29Pb777juMGDEClStXfqMvenK5HLt27YK1tTU++ugj1KlTR+WORPT+MzU1Rf369TFjxgw0adIEtWvXRlRUFPr27Yu5c+cCeHH72g8++ABdunRBzZo1MWzYMOkMmLe3N9auXYu4uDjUrl0bY8eOxfjx41/7wMi6deviwIEDuHjxIho3box69eph7NixsLOze9uHTET0rycTQojSToKI3r7k5GT4+PggKSkJ3t7epZ1OmbNy5Up0796d809lHv8tIio7eEaDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinTMo7QSI6N2Kj49HampqaadR5hw5cgQA558oPT29tFMgoneED+wjKiMSExPRuHFj6UnJ9O7p6elBqVSWdhpEpU5fXx+HDh2Cv79/aadCRG8Rz2gQlRFGRkYoLCzEihUr4OHhUdrplDnx8fGIiori/FOZl5qaiu7du8PIyKi0UyGit4yFBlEZ4+HhAW9v79JOo8wpulyK809ERGUFF4MTEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiN4bPXv2hEwmg0wmg6GhIVxcXDBs2DA8e/YMAHDt2jX06dMHLi4uUCgUcHV1RXR0NPLz80s589I3b948ODs7w9jYGPXr18eJEyeKjc/JyUFkZCRsbW1hZGSE6tWrIz4+XuqfP38+6tatC3Nzc5ibm8Pf3x/bt29XGeOLL76Aq6srFAoFrKysEB4ejgsXLqjta+nSpahbty6MjY1hbW2NyMhIqe/Zs2fo2bMn6tSpAwMDA7Rt21br8Xl4eEChUKBGjRr49ddf1WLWrVsHd3d3GBsbo06dOirH86p+/fpBJpNh5syZUtv+/fulz9+rr5MnTwIA0tLSEBQUhMqVK8PY2BhVq1bFmDFjUFBQ8Ebz6+zsrHE/L8/NlStX8PHHH8PKygrm5ubo1KkTbt++/Ub5AsDatWvh5eWFcuXKwcnJCdOmTVPJ9eXfu5dftWrV0jp/REQlwcXgRPReCQsLQ2xsLAoKCpCUlISIiAjIZDJMmTIFFy5cgFKpxIIFC+Dm5oazZ8+ib9++yM3NxfTp00s79VKzZs0aDB48GD///DPq16+PmTNnIjQ0FGlpabC2tlaLz8/PR/PmzWFtbY3169fD3t4e169fR4UKFaQYBwcHTJ48GdWqVYMQAsuWLUN4eDhOnTolfQH18fFBt27d4OjoiHv37mHcuHEICQlBeno69PX1AQA//vgjfvjhB0ybNg3169dHbm4url27Ju2nsLAQCoUCX3/9NTZs2KDx+ObPn4+RI0di4cKF+OCDD3DixAn07dsXFStWROvWrQEAR48eRZcuXRATE4NWrVph1apVaNu2LZKTk1G7dm2V8TZt2oRjx47Bzs5OpT0gIAA3b95UaYuKikJCQgJ8fX0BAIaGhujRowe8vb1RoUIF/PHHH+jbty+USiUmTZpU4vk9efKkyq2mz549i+bNm6Njx44AgNzcXISEhMDT0xN79+6VcmndujWOHTsGPT29EuW7fft2dOvWDXPmzEFISAhSU1PRt29fKBQK9O/fHwAwa9YsTJ48WRrj+fPn8PT0lHIhIvrbBBGVCUlJSQKASEpKKu1UtIqIiBDh4eEqbe3atRP16tXTus3UqVOFi4vLW87sn1uxYsVbm38/Pz8RGRkpvS8sLBR2dnYiJiZGY/z8+fNF1apVRX5+/hvtp2LFimLRokVa+//44w8BQFy+fFkIIcS9e/eEQqEQe/bsKdH4mn7+Qgjh7+8vhgwZotI2ePBg0bBhQ+l9p06dRMuWLVVi6tevL7744guVths3bgh7e3tx9uxZ4eTkJGbMmKE1n/z8fGFlZSXGjx9fbN7ffPONaNSokfT+78zvwIEDhaurq1AqlUIIIXbu3Cn09PTEgwcPpJicnBwhk8nE7t27S5xvly5dRIcOHVTiZs+eLRwcHKR9vWrTpk1CJpOJa9eulTj/N/Fv+LeIiHSDl04R0Xvr7NmzOHr0KORyudaYBw8ewMLC4h1m9X7Jz89HUlISgoODpTY9PT0EBwcjMTFR4zZbtmyBv78/IiMjUblyZdSuXRuTJk3S+jDHwsJCxMXFITc3V+sD1nJzcxEbGwsXFxdUqVIFALB7924olUpkZmbCw8MDDg4O6NSpE/788883Osa8vDwYGxurtCkUCpw4cUK6ZCkxMVFlDgAgNDRUZQ6USiU+/fRTDB06tESXBW3ZsgV//fUXevXqpTXm8uXL2LFjBwIDA1W2e5P5zc/Px4oVK9C7d2/IZDLpmGUymcqzJoyNjaGnp4fDhw+XOF9tc3fjxg1cv35d4ziLFy9GcHAwnJyctB43EVFJsNAgovfK1q1bYWpqKl1nf+fOHQwdOlRj7OXLlzFnzhx88cUX7zjL90d2djYKCwtRuXJllfbKlSvj1q1bGre5evUq1q9fj8LCQulBgj/88AO+//57lbgzZ87A1NQURkZG6NevHzZt2oSaNWuqxPz0008wNTWFqakptm/fjt27d0uF4dWrV6VLimbOnIn169fj3r17aN68+RutqwkNDcWiRYuQlJQEIQR+//13LFq0CAUFBcjOzgYA3Lp167VzMGXKFBgYGODrr78u0X4XL16M0NBQODg4qPUFBATA2NgY1apVQ+PGjTF+/Hipr6TzW2Tz5s3IyclBz549pbYGDRrAxMQEw4cPx5MnT5Cbm4shQ4agsLBQ7XKp4vINDQ3Fxo0bkZCQAKVSiYsXL+KHH34AAI3jZGVlYfv27fjss89KNEdERMVhoUFE75WgoCCkpKTg+PHjiIiIQK9evdC+fXu1uMzMTISFhaFjx47o27dvKWT676VUKmFtbY1ffvkFPj4+6Ny5M0aPHo2ff/5ZJa5GjRrSz+LLL79EREQEzp8/rxLTrVs3nDp1CgcOHED16tXRqVMnafG+UqlEQUEBZs+ejdDQUDRo0ACrV6/GpUuXsG/fvhLnGxUVhRYtWqBBgwYwNDREeHg4IiIiALw4e1MSSUlJmDVrFpYuXSqdNSjOjRs3sHPnTvTp00dj/5o1a5CcnIxVq1Zh27ZtKmuESjq/RRYvXowWLVqorBmxsrLCunXr8L///Q+mpqYoX748cnJy4O3trfGYteXbt29f9O/fH61atYJcLkeDBg3wySefANA8d8uWLUOFChW0LsonInoTLDSI6L1iYmICNzc3eHp6YsmSJTh+/DgWL16sEpOVlYWgoCAEBATgl19+KaVM3w+WlpbQ19dXuRsRANy+fRs2NjYat7G1tUX16tWlBdvAiyeW37p1S+VMg1wuh5ubG3x8fBATEwNPT0/MmjVLZazy5cujWrVqaNKkCdavX48LFy5g06ZN0n4AqJwFsbKygqWlJTIyMkp8jAqFAkuWLMGTJ09w7do1ZGRkwNnZGWZmZrCysgIA2NjYFDsHhw4dwp07d+Do6AgDAwMYGBjg+vXr+Pbbb+Hs7Ky2z9jYWFSqVAlt2rTRmFOVKlVQs2ZNdOnSBZMnT8a4ceOkS6NKOr8AcP36dezZs0fjGYSQkBBcuXIFd+7cQXZ2NpYvX47MzExUrVq1xPkW3Ujh8ePHuH79Om7dugU/Pz8AUBtHCIElS5bg008/LfZyRSKikmKhQUTvLT09PYwaNQpjxozB06dPAbw4k9G0aVP4+PggNja2xH/R/q+Sy+Xw8fFBQkKC1KZUKpGQkKB1PUXDhg1x+fJlKJVKqe3ixYuwtbUt9gumUqlEXl6e1n4hBIQQUkzDhg0BvLglbJF79+4hOzv7b13/b2hoCAcHB+jr6yMuLg6tWrWSfv7+/v4qcwC8WCNSNAeffvopTp8+jZSUFOllZ2eHoUOHYufOnWrHERsbix49esDQ0PC1eRWduSmazzeZ39jYWFhbW6Nly5Zax7e0tESFChWwd+9e3LlzR62YKEm++vr6sLe3h1wux+rVq+Hv7y8VaUUOHDiAy5cvaz2LQ0T0xkpzJToRvTv/hju9aLrrUEFBgbC3txfTpk0TN27cEG5ubqJZs2bixo0b4ubNm9Lrffc27zoVFxcnjIyMxNKlS8X58+fF559/LipUqCBu3bolhBDi008/FSNGjJDiMzIyhJmZmejfv79IS0sTW7duFdbW1uL777+XYkaMGCEOHDgg0tPTxenTp8WIESOETCYTu3btEkIIceXKFTFp0iTx+++/i+vXr4sjR46I1q1bCwsLC3H79m1pnPDwcFGrVi1x5MgRcebMGdGqVStRs2ZNlTsynTt3Tpw6dUq0bt1aNG3aVJw6dUqcOnVK6k9LSxPLly8XFy9eFMePHxedO3cWFhYWIj09XYo5cuSIMDAwENOnTxepqakiOjpaGBoaijNnzmidN213ndqzZ48AIFJTU9X6VqxYIdasWSPOnz8vrly5ItasWSPs7OxEt27d3mh+hXhxdzBHR0cxfPhwjfktWbJEJCYmisuXL4vly5cLCwsLMXjw4DfK9+7du2L+/PkiNTVVnDp1Snz99dfC2NhYHD9+XC22e/fuon79+hpz0aV/w79FRKQbLDSIyoh/w//ctd3eNCYmRlhZWYm5c+cKABpf77u3WWgIIcScOXOEo6OjkMvlws/PTxw7dkzqCwwMFBERESrxR48eFfXr1xdGRkaiatWqYuLEieL58+dSf+/evYWTk5OQy+XCyspKNGvWTCoyhBAiMzNTtGjRQlhbWwtDQ0Ph4OAgunbtKi5cuKCynwcPHojevXuLChUqCAsLC/Hxxx+LjIwMlRgnJ6dif6bnz58XXl5eQqFQCHNzcxEeHq62HyGEWLt2rahevbqQy+WiVq1aYtu2bcXOmbZCo0uXLiIgIEDjNnFxccLb21uYmpoKExMTUbNmTTFp0iTx9OlTlbjXza8QL25hC0CkpaVp3Nfw4cNF5cqVhaGhoahWrZr44YcfNN6Strh87969Kxo0aCBMTExEuXLlRLNmzVQ+G0VycnKEQqEQv/zyi8ZxdOnf8G8REemGTAgh3u05FCIqDcnJyfDx8UFSUhK8vb1LO50yZ+XKlejevTvnn8o8/ltEVHaU7YubiYiIiIjorWChQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOcMSjsBInq34uPjkZqaWtpplDlHjhwBwPknSk9PL+0UiOgd4QP7iMqIxMRENG7cGIWFhaWdSpmlp6cHpVJZ2mkQlTp9fX0cOnQI/v7+pZ0KEb1FPKNBVEYYGRmhsLAQK1asgIeHR2mnU+bEx8cjKiqK809lXmpqKrp37w4jI6PSToWI3jIWGkRljIeHB7y9vUs7jTKn6HIpzj8REZUVXAxOREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNInqv3Lp1CwMGDEDVqlVhZGSEKlWqoHXr1ti5cycsLS0xefJkjdtNmDABlStXRkFBwTvO+P0wb948ODs7w9jYGPXr18eJEye0xi5cuBCNGzdGxYoVUbFiRQQHB6vFy2Qyja9p06ZJMRMnTkRAQADKlSuHChUqaNxXQkICAgICYGZmBhsbGwwfPhzPnz/XGHv58mWYmZmpjVVQUIDx48fD1dUVxsbG8PT0xI4dO1RiDh48iNatW8POzg4ymQybN29WG3/cuHFwd3eHiYmJdNzHjx9XiWnTpg0cHR1hbGwMW1tbfPrpp8jKypL6nz17hp49e6JOnTowMDBA27ZtNR7LvHnz4OHhAYVCgRo1auDXX39V6T937hzat28PZ2dnyGQyzJw5U+M4RSZPngyZTIZBgwZp7BdCoEWLFlqPfenSpahbty6MjY1hbW2NyMhIlf6dO3eiQYMGMDMzg5WVFdq3b49r164VmxMR0euw0CCi98a1a9fg4+ODvXv3Ytq0aThz5gx27NiBoKAgDBw4EN27d0dsbKzadkIILF26FD169IChoWEpZF661qxZg8GDByM6OhrJycnw9PREaGgo7ty5ozF+//796NKlC/bt24fExERUqVIFISEhyMzMlGJu3ryp8lqyZAlkMhnat28vxeTn56Njx4748ssvNe7njz/+wEcffYSwsDCcOnUKa9aswZYtWzBixAi12IKCAnTp0gWNGzdW6xszZgwWLFiAOXPm4Pz58+jXrx8+/vhjnDp1SorJzc2Fp6cn5s2bp3Weqlevjrlz5+LMmTM4fPgwnJ2dERISgrt370oxQUFBWLt2LdLS0rBhwwZcuXIFHTp0kPoLCwuhUCjw9ddfIzg4WON+5s+fj5EjR2LcuHE4d+4cvvvuO0RGRuJ///ufFPPkyRNUrVoVkydPho2NjdacAeDkyZNYsGAB6tatqzVm5syZkMlkGvt+/PFHjB49GiNGjMC5c+ewZ88ehIaGSv3p6ekIDw/Hhx9+iJSUFOzcuRPZ2dlo165dsXkREb2WIKIyISkpSQAQSUlJpZ2KVi1atBD29vbi8ePHan33798Xp0+fFgDEoUOHVPr27dsnAIjU1NR3leobW7FixVubfz8/PxEZGSm9LywsFHZ2diImJqZE2z9//lyYmZmJZcuWaY0JDw8XH374oca+2NhYUb58ebX2kSNHCl9fX5W2LVu2CGNjY/Hw4UOV9mHDhonu3btrHMvW1lbMnTtXpa1du3aiW7duGvMBIDZt2qT1WIo8ePBAABB79uzRGvPbb78JmUwm8vPz1foiIiJEeHi4Wru/v78YMmSIStvgwYNFw4YNNe7DyclJzJgxQ2Pfo0ePRLVq1cTu3btFYGCgGDhwoFrMqVOnhL29vbh586basd+7d08oFIpij3HdunXCwMBAFBYWSm1btmzRetz/1L/h3yIi0g2e0SCi98K9e/ewY8cOREZGwsTERK2/QoUKqFOnDj744AMsWbJEpS82NhYBAQFwd3d/V+m+N/Lz85GUlKTy13U9PT0EBwcjMTGxRGM8efIEBQUFsLCw0Nh/+/ZtbNu2DX369Hmj3PLy8mBsbKzSplAo8OzZMyQlJUlte/fuxbp167SejdA2zuHDh98on5fl5+fjl19+Qfny5eHp6akx5t69e1i5ciUCAgLe6EyZtnxPnDjxxpf2RUZGomXLllrPnjx58gRdu3bFvHnzNJ4Z2b17N5RKJTIzM+Hh4QEHBwd06tQJf/75pxTj4+MDPT09xMbGorCwEA8ePMDy5csRHBxcJs8QEpHusNAgovfC5cuXIYR4bbHQp08frFu3Do8fPwYAPHr0COvXr0fv3r3fRZrvnezsbBQWFqJy5coq7ZUrV8atW7dKNMbw4cNhZ2en9cvssmXLYGZm9saX0oSGhuLo0aNYvXo1CgsLkZmZifHjxwN4cWkWAPz111/o2bMnli5dCnNzc63j/Pjjj7h06RKUSiV2796NjRs3SmO8ia1bt8LU1BTGxsaYMWMGdu/eDUtLS5WY4cOHw8TEBJUqVUJGRgZ+++23Nz7uRYsWISkpCUII/P7771i0aBEKCgqQnZ1d4nHi4uKQnJyMmJgYrTHffPMNAgICEB4errH/6tWrUCqVmDRpEmbOnIn169fj3r17aN68OfLz8wEALi4u2LVrF0aNGgUjIyNUqFABN27cwNq1a9/ouImIXsVCg4jeC0KIEsV16dIFhYWF0pegNWvWQE9PD507d36b6f1nTZ48GXFxcdi0aZPaX+GLLFmyBN26ddPar01ISAimTZuGfv36wcjICNWrV8dHH30E4MVZFwDo27cvunbtiiZNmmgdZ9asWahWrRrc3d0hl8vRv39/9OrVSxrjTQQFBSElJQVHjx5FWFgYOnXqpLaWZejQoTh16hR27doFfX199OjRo8SfTwCIiopCixYt0KBBAxgaGiI8PBwREREqx/06f/75JwYOHIiVK1dqnfctW7Zg7969xS4kVyqVKCgowOzZsxEaGooGDRpg9erVuHTpEvbt2wfgxQ0Y+vbti4iICJw8eRIHDhyAXC5Hhw4d3ui4iYhexUKDiN4L1apVg0wmw4ULF4qNMzc3R4cOHaRF4bGxsejUqRNMTU3fRZrvHUtLS+jr6+P27dsq7bdv337tIuPp06dj8uTJ2LVrl9aFxocOHUJaWho+++yzv5Xf4MGDkZOTg4yMDGRnZ0t/ea9atSqAF5dNTZ8+HQYGBjAwMECfPn3w4MEDGBgYSJfIWVlZYfPmzcjNzcX169dx4cIFmJqaSmO8CRMTE7i5uaFBgwZYvHgxDAwMsHjxYpUYS0tLVK9eHc2bN0dcXBzi4+Nx7NixEu9DoVBgyZIlePLkCa5du4aMjAw4OztLd3QqiaSkJNy5cwfe3t7S3Bw4cACzZ8+GgYEBCgsLsXfvXly5cgUVKlSQYgCgffv2aNq0KQDA1tYWAFCzZk1pbCsrK1haWiIjIwPAiztklS9fHlOnTkW9evXQpEkTrFixAgkJCWp35SIiehMsNIjovWBhYYHQ0FDMmzcPubm5av05OTnSf/fp0weHDx/G1q1bcfTo0TdeO/BfIpfL4ePjg4SEBKlNqVQiISEB/v7+WrebOnUqJkyYgB07dsDX11dr3OLFi+Hj46N1HUNJyGQy2NnZQaFQYPXq1ahSpQq8vb0BAImJiUhJSZFe48ePh5mZGVJSUvDxxx+rjGNsbAx7e3s8f/4cGzZs0Hq50JtQKpXIy8srth9AsTHaGBoawsHBAfr6+oiLi0OrVq1KfEajWbNmOHPmjMrc+Pr6olu3bkhJSYG+vj5GjBiB06dPq8QAwIwZM6RCvGHDhgCAtLQ0aex79+4hOzsbTk5OAF6s83g1L319fZXjJyL6OwxKOwEioiLz5s1Dw4YN4efnh/Hjx6Nu3bp4/vw5du/ejfnz5yM1NRUA0KRJE7i5uaFHjx5wd3dHQEBAKWdeugYPHoyIiAj4+vrCz88PM2fORG5uLnr16gUA6NGjB+zt7aVr/adMmYKxY8di1apVcHZ2ltZymJqaqpwZevjwIdatW4cffvhB434zMjJw7949ZGRkoLCwUPqi6+bmJo0zbdo0hIWFQU9PDxs3bsTkyZOxdu1a6Yush4eHypi///479PT0ULt2bant+PHjyMzMhJeXFzIzMzFu3DgolUoMGzZMinn8+DEuX74svU9PT0dKSgosLCzg6OiI3NxcTJw4EW3atIGtrS2ys7Mxb948ZGZmomPHjtJ+Tp48iUaNGqFixYq4cuUKoqKi4OrqqlK0nT9/Hvn5+bh37x4ePXokHbeXlxcA4OLFizhx4gTq16+P+/fv48cff8TZs2exbNkyaYz8/HycP39e+u/MzEykpKTA1NQUbm5uMDMzU5kDANK6kaJ2GxsbjWetHB0d4eLiAuDFLX3Dw8MxcOBA/PLLLzA3N8fIkSPh7u6OoKAgAEDLli0xY8YMjB8/Hl26dMGjR48watQoODk5oV69ehp/9kREJVKq97wionfm33JLyaysLBEZGSmcnJyEXC4X9vb2ok2bNmLfvn0qcZMmTRIAxNSpU0sn0Tf0Nm9vK4QQc+bMEY6OjkIulws/Pz9x7NgxqS8wMFBERERI752cnAQAtVd0dLTKmAsWLBAKhULk5ORo3GdERITGcV7+WQUFBYny5csLY2NjUb9+fREfH1/scWi6ve3+/fuFh4eHMDIyEpUqVRKffvqpyMzMVIkpusXxq6+i43769Kn4+OOPhZ2dnZDL5cLW1la0adNGnDhxQhrj9OnTIigoSFhYWAgjIyPh7Ows+vXrJ27cuKGyL23zV+T8+fPCy8tLKBQKYW5uLsLDw8WFCxdUxkhPT9c4RmBgoNa50XZ725dBw619Hzx4IHr37i0qVKggLCwsxMcffywyMjJUYlavXi3q1asnTExMhJWVlWjTps1bu130v+XfIiL652RCcKUXUVmQnJwMHx8fJCUlSZet0LuzcuVKdO/enfNPZR7/LSIqO7hGg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp3jk8GJypj4+HjpCdv07hw5cgQA558oPT29tFMgoneED+wjKiMSExPRuHFjFBYWlnYqZZaenh6USmVpp0FU6vT19XHo0CH4+/uXdipE9BbxjAZRGWFkZITCwkKsWLECHh4epZ1OmRMfH4+oqCjOP5V5qamp6N69O4yMjEo7FSJ6y1hoEJUxHh4e8Pb2Lu00ypyiy6U4/0REVFZwMTgREREREekcCw0iIiIiItI5FhpERERERKRzLDSISKNbt25hwIABqFq1KoyMjFClShW0bt0aCQkJ/3jsa9euQSaTISUl5Z8nqgMPHz7E6NGj4e7uDmNjY9jY2CA4OBgbN26EEAJ16tRBv379NG67fPlyGBkZITs7+53mPG/ePDg7O8PY2Bj169fHiRMntMZu3LgRvr6+qFChAkxMTODl5YXly5erxIwbNw7u7u4wMTFBxYoVERwcjOPHj0v9165dQ58+feDi4gKFQgFXV1dER0cjPz9fZQyZTKb2MjExKXEuBQUFGD58OOrUqQMTExPY2dmhR48eyMrKUsl34sSJCAgIQLly5VChQgWtx7506VLUrVsXxsbGsLa2RmRkpNS3f/9+hIeHw9bWVspl5cqVKts3bdpU4zG1bNlSJS41NRVt2rRB+fLlYWJigg8++AAZGRlS/xdffAFXV1coFApYWVkhPDwcFy5c0JjzX3/9BQcHB8hkMuTk5GiMOXLkCAwMDODl5aX12CdPngyZTIZBgwap9SUmJuLDDz+EiYkJzM3N0aRJEzx9+lQtLi8vD15eXu/V7ysR/Xuw0CAiNdeuXYOPjw/27t2LadOm4cyZM9ixYweCgoJUvqj9F+Tk5CAgIAC//vorRo4cieTkZBw8eBCdO3fGsGHD8ODBA/Tp0wdxcXEav4jFxsaiTZs2sLS0fGc5r1mzBoMHD0Z0dDSSk5Ph6emJ0NBQ3LlzR2O8hYUFRo8ejcTERJw+fRq9evVCr169sHPnTimmevXqmDt3Ls6cOYPDhw/D2dkZISEhuHv3LgDgwoULUCqVWLBgAc6dO4cZM2bg559/xqhRo6QxhgwZgps3b6q8atasiY4dO5Y4lydPniA5ORlRUVFITk7Gxo0bkZaWhjZt2qgcU35+Pjp27Igvv/xS6zz9+OOPGD16NEaMGIFz585hz549CA0NlfqPHj2KunXrYsOGDVIuPXr0wNatW6WYjRs3qhzP2bNnoa+vr3JMV65cQaNGjeDu7o79+/fj9OnTiIqKgrGxsRTj4+OD2NhYpKamYufOnRBCICQkROPtpvv06YO6detqPa6cnBz06NEDzZo10xpz8uRJLFiwQOM4iYmJCAsLQ0hICE6cOIGTJ0+if//+0NNT/0owbNgw2NnZad0PEVGxBBGVCUlJSQKASEpKem1sixYthL29vXj8+LFa3/3790V6eroAIE6dOqXSDkDs27dPCCHEvXv3RNeuXYWlpaUwNjYWbm5uYsmSJUIIIQCovAIDA4UQQhQWForvvvtO2NvbC7lcLjw9PcX27dulfRTtd82aNaJRo0bC2NhY+Pr6irS0NHHixAnh4+MjTExMRFhYmLhz506J5uXLL78UJiYmIjMzU63v0aNHoqCgQNy9e1fI5XKxfPlylf6rV68KmUymkqM2K1asKPH8v46fn5+IjIyU3hcWFgo7OzsRExNT4jHq1asnxowZo7X/wYMHAoDYs2eP1pipU6cKFxcXrf0pKSkCgDh48OA/yuXEiRMCgLh+/bpaX2xsrChfvrxa+71794RCoSg2f00++ugj0atXL639M2bMEGZmZiq/G507dxbdu3d/o/388ccfAoC4fPmySvtPP/0kAgMDRUJCggAg7t+/r7Zt586dxZgxY0R0dLTw9PRU63/06JGoVq2a2L17twgMDBQDBw5U6a9fv36x810kPj5euLu7i3Pnzqn9vv8Tb/JvERH9u/GMBhGpuHfvHnbs2IHIyEiVS16KFHeZysuioqJw/vx5bN++HampqZg/f770V/+iy3z27NmDmzdvYuPGjQCAWbNm4YcffsD06dNx+vRphIaGok2bNrh06ZLK2NHR0RgzZgySk5NhYGCArl27YtiwYZg1axYOHTqEy5cvY+zYsa/NUalUIi4uDt26ddP4V1tTU1MYGBjA0tIS4eHhWLJkiUr/0qVL4eDggJCQkBLNiS7k5+cjKSkJwcHBUpuenh6Cg4ORmJj42u2FEEhISEBaWhqaNGmidR+//PILypcvD09PT61jPXjwABYWFlr7Fy1ahOrVq6Nx48Z/O5ei/chkshJ/9gBg9+7dUCqVyMzMhIeHBxwcHNCpUyf8+eefxW73umNavHgxPvnkE+l3Q6lUYtu2bahevTpCQ0NhbW2N+vXrY/PmzVrHyM3NRWxsLFxcXFClShWp/fz58xg/fjx+/fVXjWcXgBdn0K5evYro6Git40dGRqJly5Yqn5Eid+7cwfHjx2FtbY2AgABUrlwZgYGBOHz4sErc7du30bdvXyxfvhzlypXTui8iomKVdqVDRO9GSf+KePz4cQFAbNy4UWtMSc5otG7dWutfhjVtL4QQdnZ2YuLEiSptH3zwgfjqq69Utlu0aJHUv3r1agFAJCQkSG0xMTGiRo0axR6nEELcvn1bABA//vjja2N37NghZDKZuHr1qhBCCKVSKZycnEr0l2EhdHdGIzMzUwAQR48eVWkfOnSo8PPz07pdTk6OMDExEQYGBsLIyEgsXrxYLeZ///ufMDExETKZTNjZ2YkTJ05oHe/SpUvC3Nxc/PLLLxr7nz59KipWrCimTJnyt3J5eRxvb2/RtWtXjf3azmjExMQIQ0NDUaNGDbFjxw6RmJgomjVrJmrUqCHy8vI0jrVmzRohl8vF2bNnNfYX/W4cP35cart586YAIMqVKyd+/PFHcerUKRETEyNkMpnYv3+/yvbz5s0TJiYmAoCoUaOGytmMZ8+eibp160pnzfbt26d2RuPixYvC2tpapKWlCSGExjMaq1evFrVr1xZPnz4VQgi1MxqJiYkCgLCwsBBLliwRycnJYtCgQUIul4uLFy8KIV58tsPCwsSECROEENp/X/8untEgKjt4RoOIVAghdDLOl19+ibi4OHh5eWHYsGE4evRosfEPHz5EVlYWGjZsqNLesGFD6WF3RV6+7rxy5coAgDp16qi0aVuv8LI3OdbmzZvDwcEBsbGxAICEhARkZGSgV69eJR6jNJmZmSElJQUnT57ExIkTMXjwYOzfv18lJigoCCkpKTh69CjCwsLQqVMnjfOYmZmJsLAwdOzYEX379tW4v02bNuHRo0eIiIj4W7kALxaGd+rUCUIIzJ8//42OV6lUoqCgALNnz0ZoaCgaNGiA1atX49KlS9i3b59a/L59+9CrVy8sXLgQtWrV0jjm4sWLUadOHfj5+ansBwDCw8PxzTffwMvLCyNGjECrVq3w888/q2zfrVs3nDp1CgcOHED16tXRqVMnPHv2DAAwcuRIeHh4oHv37hr3XVhYiK5du+K7775D9erVNcb8+eefGDhwIFauXKmyPuTVeQFeLE7v1asX6tWrhxkzZqBGjRrSGbs5c+bg0aNHGDlypMYxiIhKioUGEamoVq0aZDKZ1jviAJAu63j5i3pBQYFKTIsWLXD9+nV88803yMrKQrNmzTBkyBCd5GhoaCj9t0wm09hW9IWqOFZWVqhQoUKxx1pET08PPXv2xLJly6BUKhEbG4ugoCBUrVr1bxzB32dpaQl9fX3cvn1bpf327duwsbHRup2enh7c3Nzg5eWFb7/9Fh06dEBMTIxKjImJCdzc3NCgQQMsXrwYBgYGWLx4sUpMVlYWgoKCEBAQgF9++UXr/hYtWoRWrVpJheCb5lJUZFy/fh27d++Gubm51n1pYmtrCwCoWbOm1GZlZQVLS0uVu0EBwIEDB9C6dWvMmDEDPXr00Dhebm4u4uLi0KdPH5V2S0tLGBgYqOwHePEE+Ff3U758eVSrVg1NmjTB+vXrceHCBWzatAkAsHfvXqxbtw4GBgYwMDCQFnpbWloiOjoajx49wu+//47+/ftLMePHj8cff/wBAwMD7N27F0lJSbhz5w68vb2lmAMHDmD27NkwMDBAYWGhxnl5Nd+9e/ciMTERRkZGMDAwgJubGwDA19dXY+FIRKQNCw0iUmFhYYHQ0FDMmzcPubm5av05OTmwsrICANy8eVNq13TrSysrK0RERGDFihWYOXOm9MVULpcDgModd8zNzWFnZ4cjR46ojHHkyBG1L0W6oqenh08++QQrV65Uu30qADx+/BjPnz+X3vfq1Qt//vknNm7ciE2bNql96XwX5HI5fHx8VG4zrFQqkZCQAH9//xKPo1QqkZeX90YxmZmZaNq0qXQHJW3rCNLT07Fv374Sz8+r+ykqMi5duoQ9e/agUqVKJRrnZUVnxtLS0qS2e/fuITs7G05OTlLb/v370bJlS0yZMgWff/651vHWrVuHvLw8tTMOcrkcH3zwgcp+AODixYsq+3mVEAJCCOm4N2zYgD/++AMpKSlISUnBokWLAACHDh1CZGQkzM3NcebMGak/JSUF/fr1Q40aNZCSkoL69eujWbNmajG+vr7o1q0bUlJSoK+vD2dnZ9jZ2RWb7+zZs1VyiY+PB/DibmcTJ07UekxERK8yKO0EiOj9M2/ePDRs2BB+fn4YP3486tati+fPn2P37t2YP38+UlNT0aBBA0yePBkuLi64c+cOxowZozLG2LFj4ePjg1q1aiEvLw9bt26Fh4cHAMDa2hoKhQI7duyAg4MDjI2NUb58eQwdOhTR0dFwdXWFl5cXYmNjkZKSovZsA12aOHEi9u/fj/r162PixInw9fWFoaEhDh06hJiYGJw8eVJahOzi4oIPP/wQn3/+OYyMjNCuXbu3lldxBg8ejIiICPj6+sLPzw8zZ85Ebm6udBlXjx49YG9vL50liImJga+vL1xdXZGXl4f4+HgsX75cuhwpNzcXEydORJs2bWBra4vs7GzMmzcPmZmZ0m1ci4oMJycnTJ8+XbrtLQC1MylLliyBra0tWrRooZb763IpKChAhw4dkJycjK1bt6KwsBC3bt0C8KIILipSMzIycO/ePWRkZKCwsFAqdN3c3GBqaorq1asjPDwcAwcOxC+//AJzc3OMHDkS7u7uCAoKAvDicqlWrVph4MCBaN++vbQfuVyutiB88eLFaNu2rcaiZ+jQoejcuTOaNGmCoKAg7NixA//73/+ky8GuXr2KNWvWICQkBFZWVrhx4wYmT54MhUKBjz76CADg6uqqMmbRc1k8PDykz1/t2rVVYqytrWFsbKzS/mqMiYkJKlWqJLXLZDLp98zT0xNeXl5YtmwZLly4gPXr1wMAHB0dVcYwNTWVcnRwcFA7fiIirUpzgQgRvTtvugAzKytLREZGCicnJyGXy4W9vb1o06aNtNj7/Pnzwt/fXygUCuHl5SV27dqlshh8woQJwsPDQygUCmFhYSHCw8OlhdRCCLFw4UJRpUoVoaenp3J723Hjxgl7e3thaGio9fa2Ly9K1bRoVtsCYW1ycnLEiBEjRLVq1YRcLheVK1cWwcHBYtOmTUKpVKrErlq1SgCQFqiXlC5vbyuEEHPmzBGOjo5CLpcLPz8/cezYMakvMDBQRERESO9Hjx4t3NzchLGxsahYsaLw9/cXcXFxUv/Tp0/Fxx9/LOzs7IRcLhe2traiTZs2KovBY2Nj1W5LXPR6WWFhoXBwcBCjRo3SmPfrcin6GWt6FX22hBAiIiLitTEPHjwQvXv3FhUqVBAWFhbi448/FhkZGa8do+jzWOTChQsCgNi1a5fWn8fixYul4/L09BSbN2+W+jIzM0WLFi2EtbW1MDQ0FA4ODqJr167iwoULWsfT9Ll+lbbb275M0+1thXixWN7BwUGUK1dO+Pv7i0OHDmkdg4vBiejvkgmho5WfRPReS05Oho+PD5KSkuDt7V3a6ZQ5K1euRPfu3Tn/VObx3yKisoNrNIiIiIiISOdYaBDRf5qpqanW16FDh0o7PSIiov8sLgYnov80TXfDKmJvb//uEiEiIipjWGgQ0X9a0TMAiIiI6N3ipVNERERERKRzLDSIiIiIiEjnWGgQEREREZHOcY0GURkTHx+P1NTU0k6jzDly5AgAzj9Renp6aadARO8IH9hHVEYkJiaicePGKCwsLO1Uyiw9PT0olcrSToOo1Onr6+PQoUPw9/cv7VSI6C3iGQ2iMsLIyAiFhYVYsWIFPDw8SjudMic+Ph5RUVGcfyrzUlNT0b17dxgZGZV2KkT0lrHQICpjPDw84O3tXdpplDlFl0tx/omIqKzgYnAiIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEf0LzZs3D87OzjA2Nkb9+vVx4sQJrbHnzp1D+/bt4ezsDJlMhpkzZ6rFPHr0CIMGDYKTkxMUCgUCAgJw8uRJlZjbt2+jZ8+esLOzQ7ly5RAWFoZLly6pxDx79gyRkZGoVKkSTE1N0b59e9y+fVvq/+OPP9ClSxdUqVIFCoUCHh4emDVrlsoYGzduRPPmzWFlZQVzc3P4+/tj586dKjExMTH44IMPYGZmBmtra7Rt2xZpaWlS/7179zBgwADUqFEDCoUCjo6O+Prrr/HgwQMp5q+//kJYWBjs7OxgZGSEKlWqoH///nj48KHKvvLy8jB69Gg4OTnByMgIzs7OWLJkiUq+vr6+qFChAkxMTODl5YXly5dL/QUFBRg+fDjq1KkDExMT2NnZoUePHsjKypJirl27hj59+sDFxQUKhQKurq6Ijo5Gfn6+FJOWloagoCBUrlwZxsbGqFq1KsaMGYOCggK1nycAxMXFQSaToW3btirt48aNg7u7O0xMTFCxYkUEBwfj+PHjb5QLEVFJsNAgovfKn3/+id69e8POzg5yuRxOTk4YOHAg/vrrLwAl+9L2X7dmzRoMHjwY0dHRSE5OhqenJ0JDQ3Hnzh2N8U+ePEHVqlUxefJk2NjYaIz57LPPsHv3bixfvhxnzpxBSEgIgoODkZmZCQAQQqBt27a4evUqfvvtN5w6dQpOTk4IDg5Gbm6uNM4333yD//3vf1i3bh0OHDiArKwstGvXTupPSkqCtbU1VqxYgXPnzmH06NEYOXIk5s6dK8UcPHgQzZs3R3x8PJKSkhAUFITWrVvj1KlTUsyBAwcQGRmJY8eOYffu3SgoKEBISIiUS1ZWFrKysjB9+nScPXsWS5cuxY4dO9CnTx9pDD09PYSHh2PLli24ePEili5dij179qBfv34qc9OpUyckJCRg8eLFSEtLw+rVq1GjRg2p38LCAqNHj0ZiYiJOnz6NXr16oVevXlJx9OTJEyQnJyMqKgrJycnYuHEj0tLS0KZNG2mMCxcuQKlUYsGCBTh37hxmzJiBn3/+GaNGjZJiDA0N0aNHD+zatQtpaWmYOXMmFi5ciOjoaLWf57Vr1zBkyBA0btxYra969eqYO3cuzpw5g8OHD8PZ2RkhISG4e/duiXMhIioRQURlQlJSkgAgkpKSSjsVra5cuSKsra1Fo0aNxP79+8X169dFfHy8qFWrlqhWrZr466+/RE5OjggODhZr1qwRFy5cEImJicLPz0/4+PiUdvrFWrFihc7m38/PT0RGRkrvCwsLhZ2dnYiJiXnttk5OTmLGjBkqbU+ePBH6+vpi69atKu3e3t5i9OjRQggh0tLSBABx9uxZlf1aWVmJhQsXCiGEyMnJEYaGhmLdunVSTGpqqgAgEhMTteb01VdfiaCgoGLzrlmzpvjuu++09t+5c0cAEAcOHNAas3btWiGXy0VBQYHWmFmzZgkHBwfp/fbt20X58uXFX3/9VWx+r6pXr54YM2aM1v4TJ04IAOL69etaY6ZOnSpcXFyK3c8333wjGjVqpNL2/PlzERAQIBYtWiQiIiJEeHh4sWM8ePBAABB79uz5R7mU1L/h3yIi0g2e0SCi90ZkZCTkcjl27dqFwMBAODo6okWLFtizZw8yMzMxevRolC9fHrt370anTp1Qo0YNNGjQAHPnzkVSUhIyMjJK+xDeuvz8fCQlJSE4OFhq09PTQ3BwMBITE//WmM+fP0dhYSGMjY1V2hUKBQ4fPgzgxeVDAFRi9PT0YGRkJMUkJSWhoKBAJTd3d3c4OjoWm9uDBw9gYWGhtV+pVOLRo0fFxhRdEvW6GHNzcxgYaL6ze1ZWFjZu3IjAwECpbcuWLfD19cXUqVNhb2+P6tWrY8iQIXj69KnGMYQQSEhIQFpaGpo0aVJsLjKZDBUqVCg2prjjuXz5Mnbs2KGSLwCMHz8e1tbWKmdvtMnPz8cvv/yC8uXLw9PT82/nQkSkCQsNInov3Lt3Dzt37sRXX30FhUKh0mdjY4Nu3bphzZo1EEKobVuSL23/FdnZ2SgsLETlypVV2itXroxbt279rTHNzMzg7++PCRMmICsrS3qwY2JiIm7evAng/wqGkSNH4v79+8jPz8eUKVNw48YNKebWrVuQy+VqP4ficjt69CjWrFmDzz//XGt+06dPx+PHj9GpUyeN/UqlEoMGDULDhg1Ru3ZtjTHZ2dmYMGGCxv106dIF5cqVg729PczNzbFo0SKp7+rVqzh8+DDOnj2LTZs2YebMmVi/fj2++uorlTEePHgAU1NTyOVytGzZEnPmzEHz5s015vLs2TMMHz4cXbp0gbm5ucaYy5cvY86cOfjiiy/U+gICAmBsbIxq1aqhcePGGD9+vNR3+PBhLF68GAsXLtQ4bpGtW7fC1NQUxsbGmDFjBnbv3g1LS8s3zoWIqDgsNIjovXDp0iUIIbQ+NdvDwwP379+XriMvUpIvbfR6y5cvhxAC9vb2MDIywuzZs9GlSxfo6b3434ShoSE2btyIixcvwsLCAuXKlcO+ffvQokULKeZNnT17FuHh4YiOjkZISIjGmFWrVuG7777D2rVrYW1trTEmMjISZ8+eRVxcnMb+hw8fomXLlqhZsybGjRun1j9jxgwkJyfjt99+w5UrVzB48GCpT6lUQiaTYeXKlfDz88NHH32EH3/8EcuWLVM5q2FmZoaUlBScPHkSEydOxODBg7F//361fRUUFKBTp04QQmD+/Pka883MzERYWBg6duyIvn37qvWvWbMGycnJWLVqFbZt24bp06cDeLGg/9NPP8XChQu1Fg1FgoKCkJKSgqNHjyIsLAydOnXSuMbndbkQERWHTwYnoveKpjMWL5PL5dJ/l+RL23+NpaUl9PX1Ve7kBLy4I5S2hd4l4erqigMHDiA3NxcPHz6Era0tOnfujKpVq0oxPj4+SElJwYMHD5Cfnw8rKyvUr18fvr6+AF6cecrPz0dOTo7KWQ1NuZ0/fx7NmjXD559/jjFjxmjMKS4uDp999hnWrVuncjnWy/r374+tW7fi4MGDcHBwUOt/9OgRwsLCYGZmhk2bNsHQ0FAtxsbGBjY2NnB3d4eFhQUaN26MqKgo2NrawtbWFvb29ihfvrwU7+HhASEEbty4gWrVqgF4cRmZm5sbAMDLywupqamIiYlB06ZNpe2KPq/Xr1/H3r17NRbGWVlZCAoKQkBAAH755ReNx1ylShUAQM2aNVFYWIjPP/8c3377La5cuYJr166hdevWUqxSqQQAGBgYIC0tDa6urgAAExMTuLm5wc3NDQ0aNEC1atWwePFijBw58o1yISIqDs9oENF7wc3NDTKZDKmpqRr7U1NTYWVlJX2BfflL2+7du8vM2Qy5XA4fHx8kJCRIbUqlEgkJCfD39//H45uYmMDW1hb379/Hzp07ER4erhZTvnx5WFlZ4dKlS/j999+lGB8fHxgaGqrklpaWhoyMDJXczp07h6CgIERERGDixIka81i9ejV69eqF1atXo2XLlmr9Qgj0798fmzZtwt69e+Hi4qIW8/DhQ4SEhEAul2PLli1qa1A0KfpiXrQmpWHDhsjKysLjx4+lmIsXL0JPT09jYfPyOEVjAP/3eb106RL27NmDSpUqqW2TmZmJpk2bwsfHB7GxsSU6U6RUKlFQUAClUgl3d3ecOXMGKSkp0qtNmzbS2YuiAqUk+f6dXIiIXsUzGkT0XqhUqRKaN2+On376Cd98843KOo1bt25h5cqViIyMBKD6pW3fvn0av7T9lw0ePBgRERHw9fWFn58fZs6cidzcXPTq1QsA0KNHD9jb2yMmJgbAiwW/58+fl/47MzMTKSkpMDU1lf4Kv3PnTgghUKNGDVy+fBlDhw6Fu7u7NCYArFu3DlZWVnB0dMSZM2cwcOBAtG3bVrrsqXz58ujTpw8GDx4MCwsLmJubY8CAAfD390eDBg0AvLhc6sMPP0RoaCgGDx4srd3Q19eHlZUVgBeXS0VERGDWrFmoX7++FKNQKKQzC5GRkVi1ahV+++03mJmZSTHly5eHQqGQiownT55gxYoVePjwofR8DCsrK+jr6yM+Ph63b9/GBx98AFNTU5w7dw5Dhw5Fw4YN4ezsDADo2rUrJkyYgF69euG7775DdnY2hg4dit69e0uf0ZiYGPj6+sLV1RV5eXmIj4/H8uXLpbNsBQUF6NChA5KTk7F161YUFhZK+VpYWEAul0tf7J2cnDB9+nSVSwSLzgatXLkShoaGqFOnDoyMjPD7779j5MiR6Ny5MwwNDWFoaKi2RqWoMC9qz83NxcSJE9GmTRvY2toiOzsb8+bNQ2ZmJjp27AgAJcqFiKhESut2V0T0bv0bbil58eJFYWlpKRo3biwOHDggMjIyxPbt20Xt2rWFl5eXePTokcjPzxdt2rQRDg4OIiUlRdy8eVN65eXllfYhaKXL29sKIcScOXOEo6OjkMvlws/PTxw7dkzqCwwMFBEREdL79PR0AUDtFRgYKMWsWbNGVK1aVcjlcmFjYyMiIyNFTk6Oyj6Lbv1qaGgoHB0dxZgxY9Tm/OnTp+Krr74SFStWFOXKlRMff/yxuHnzptQfHR2tMRcnJyeV/DXFvHxMmvoBiNjYWCGEEPv27dMak56eLoQQYu/evcLf31+UL19eGBsbi2rVqonhw4eL+/fvqxxTamqqCA4OFgqFQjg4OIjBgweLJ0+eSP2jR48Wbm5uwtjYWFSsWFH4+/uLuLi4184/ALFv3z4hhBCxsbFaY4rExcUJb29vYWpqKkxMTETNmjXFpEmTxNOnT9U+H0Vevb3t06dPxccffyzs7OyEXC4Xtra2ok2bNuLEiRNSTEly+Sf+Df8WEZFuyIR4zQXRRPSfkJycDB8fHyQlJcHb27u009Hq2rVrGDduHHbs2IE7d+5ACIF27dph+fLlKFeuHK5du6bxMhkA2Ldvn8o18e+TlStXonv37u/9/BO9bf+Wf4uI6J/jRZdE9F5xdnbG0qVLcevWLSiVSowdOxa7du3C6dOnpX4hhMbX+1pkEBERlUVco0FE77XvvvsOzs7OOHbsGPz8/LgolYiI6F+ChQYRvfdeXpBMRERE/w780yAREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnuBicqIyJj49HampqaadR5hw5cgQA558oPT29tFMgoneED+wjKiMSExPRuHFjFBYWlnYqZZaenh6USmVpp0FU6vT19XHo0CH4+/uXdipE9BbxjAZRGWFkZITCwkKsWLECHh4epZ1OmRMfH4+oqCjOP5V5qamp6N69O4yMjEo7FSJ6y1hoEJUxHh4e8Pb2Lu00ypyiy6U4/0REVFZwMTgREREREekcCw0iIiIiItI5FhpERFo0bdoUgwYNKu00iIiI/pVYaBCRmp49e0Imk0Emk8HQ0BAuLi4YNmwYnj17JsUU9R87dkxl27y8PFSqVAkymQz79++X2g8cOIAPP/wQFhYWKFeuHKpVq4aIiAjk5+cDAPbv3y+N+err1q1bxebr7OysdVuZTIaePXv+rXnYuHEjJkyY8Le2fdfmzZsHZ2dnGBsbo379+jhx4kSJtouLi4NMJkPbtm1V2oUQGDt2LGxtbaFQKBAcHIxLly5pHCMvLw9eXl6QyWRISUmR2q9du6bx5/HyZ2bhwoVo3LgxKlasiIoVKyI4OFgt99u3b6Nnz56ws7NDuXLlEBYWppLLvXv3MGDAANSoUQMKhQKOjo74+uuv8eDBA5Vxvv76a/j4+MDIyAheXl4aj2Xt2rXw8vJCuXLl4OTkhGnTpqn0b9y4Ec2bN4eVlRXMzc3h7++PnTt3qsQUFhYiKioKLi4uUCgUcHV1xYQJE/DyTR4fP36M/v37w8HBAQqFAjVr1sTPP/+sMs4XX3wBV1dXKBQKWFlZITw8HBcuXNCY919//QUHBwfIZDLk5OS8Ub4vmzx5MmQyGQtsItIJFhpEpFFYWBhu3ryJq1evYsaMGViwYAGio6NVYqpUqYLY2FiVtk2bNsHU1FSl7fz58wgLC4Ovry8OHjyIM2fOYM6cOZDL5Wq3201LS8PNmzdVXtbW1sXmevLkSSl2w4YNauPMmjVLJb6goKBEc2BhYQEzM7MSxZamNWvWYPDgwYiOjkZycjI8PT0RGhqKO3fuFLvdtWvXMGTIEDRu3Fitb+rUqZg9ezZ+/vlnHD9+HCYmJggNDVUpNosMGzYMdnZ2WvezZ88elZ+nj4+P1Ld//3506dIF+/btQ2JiIqpUqYKQkBBkZmYCeFHwtG3bFlevXsVvv/2GU6dOwcnJCcHBwcjNzQUAZGVlISsrC9OnT8fZs2exdOlS7NixA3369FHLpXfv3ujcubPGPLdv345u3bqhX79+OHv2LH766SfMmDEDc+fOlWIOHjyI5s2bIz4+HklJSQgKCkLr1q1x6tQpKWbKlCmYP38+5s6di9TUVEyZMgVTp07FnDlzpJjBgwdjx44dWLFiBVJTUzFo0CD0798fW7ZskWJ8fHwQGxuL1NRU7Ny5E0IIhISEaLxFdZ8+fVC3bl219pLkW+TkyZNYsGCBxnGIiP4WQURlQlJSkgAgkpKSXhsbEREhwsPDVdratWsn6tWrJ70HIMaMGSPMzc3FkydPpPbmzZuLqKgoAUDs27dPCCHEjBkzhLOzc7H73LdvnwAg7t+/X+JjKsk46enpAoCIi4sTTZo0EUZGRiI2NlZkZ2eLTz75RNjZ2QmFQiFq164tVq1apTJWYGCgGDhwoPTeyclJTJw4UfTq1UuYmpqKKlWqiAULFpQorxUrVpR4/t+Un5+fiIyMlN4XFhYKOzs7ERMTo3Wb58+fi4CAALFo0SK1n7dSqRQ2NjZi2rRpUltOTo4wMjISq1evVhknPj5euLu7i3PnzgkA4tSpU1Jf0dy/3PY6z58/F2ZmZmLZsmVCCCHS0tIEAHH27FmV47OyshILFy7UOs7atWuFXC4XBQUFan3R0dHC09NTrb1Lly6iQ4cOKm2zZ88WDg4OQqlUat1XzZo1xXfffSe9b9mypejdu7dKTLt27US3bt2k97Vq1RLjx49XifH29hajR4/Wup8//vhDABCXL19Waf/pp59EYGCgSEhIKNHv0Kv5CiHEo0ePRLVq1cTu3bvVPve69ib/FhHRvxvPaBDRa509exZHjx6FXC5Xaffx8YGzs7N0FiEjIwMHDx7Ep59+qhJnY2ODmzdv4uDBg+8s51eNGDECAwcORGpqqvSXeR8fH2zbtg1nz57F559/jk8//fS1lxz98MMP8PX1xalTp/DVV1/hyy+/RFpa2js6CnX5+flISkpCcHCw1Kanp4fg4GAkJiZq3W78+PGwtrbW+Ff/9PR03Lp1S2XM8uXLo379+ipj3r59G3379sXy5ctRrlw5rftq06YNrK2t0ahRI5W/2Gvy5MkTFBQUwMLCAsCLy7IAwNjYWOX4jIyMcPjwYa3jPHjwAObm5jAwKPld3PPy8lT2AwAKhQI3btzA9evXNW6jVCrx6NEjKV8ACAgIQEJCAi5evAgA+OOPP3D48GG0aNFCJWbLli3IzMyEEAL79u3DxYsXERISonE/ubm5iI2NhYuLC6pUqSK1nz9/HuPHj8evv/4KPb3X/y9dU74AEBkZiZYtW6r8zImI/ikWGkSk0datW2FqagpjY2PUqVMHd+7cwdChQ9XievfujSVLlgAAli5dio8++ghWVlYqMR07dkSXLl0QGBgIW1tbfPzxx5g7dy4ePnyoNp6DgwNMTU2lV61atXRyPIMGDUK7du3g4uICW1tb2NvbY8iQIfDy8kLVqlUxYMAAhIWFYe3atcWO89FHH+Grr76Cm5sbhg8fDktLS+zbt08nOf4d2dnZKCwsROXKlVXaK1eurHVty+HDh7F48WIsXLhQY3/RdsWNKYRAz5490a9fP/j6+mocx9TUFD/88APWrVuHbdu2oVGjRmjbtm2xxcbw4cNhZ2cnfeF1d3eHo6MjRo4cifv37yM/Px9TpkzBjRs3cPPmTY1jZGdnY8KECfj888+17keT0NBQbNy4EQkJCVAqlbh48SJ++OEHANC6r+nTp+Px48fo1KmT1DZixAh88skncHd3h6GhIerVq4dBgwahW7duUsycOXNQs2ZNODg4QC6XIywsDPPmzUOTJk1Uxv/pp5+k34Xt27dj9+7dUsGfl5eHLl26YNq0aXB0dCzRMWrKNy4uDsnJyYiJiSnZRBERlRAf2EdEGgUFBWH+/PnIzc3FjBkzYGBggPbt26vFde/eHSNGjMDVq1exdOlSzJ49Wy1GX18fsbGx+P7777F3714cP34ckyZNwpQpU3DixAnY2tpKsYcOHVJZF2FoaKiT43n1y3BhYSEmTZqEtWvXIjMzE/n5+cjLyyv2L/MAVK5fl8lksLGxee1aiPfJo0eP8Omnn2LhwoWwtLT82+PMmTMHjx49wsiRI7XGWFpaYvDgwdL7Dz74AFlZWZg2bRratGmjFj958mTExcVh//790pkFQ0NDbNy4EX369IGFhQX09fURHByMFi1aqCyuLvLw4UO0bNkSNWvWxLhx497omPr27YsrV66gVatWKCgogLm5OQYOHIhx48ZpPFuwatUqfPfdd/jtt99U1hGtXbsWK1euxKpVq1CrVi2kpKRg0KBBsLOzQ0REBIAX83fs2DFs2bIFTk5OOHjwICIjI1WKLADo1q0bmjdvjps3b2L69Ono1KkTjhw5AmNjY4wcORIeHh7o3r17iY5PU75//vknBg4ciN27d6udzSEi+sdK+dItInpH/skajcLCQlG7dm2xaNEiqQ2A2LRpkxBCiA4dOoimTZsKW1tb8fz5c3H//n2VNRqa3Lt3T1haWoqxY8cKId7+Go1X1wnExMSISpUqieXLl4uUlBRx6dIl0bJlS5Xj1rRGY8aMGSrjeHp6iujo6Nfm9bbWaOTl5Ql9fX3pZ1GkR48eok2bNmrxp06dEgCEvr6+9JLJZEImkwl9fX1x+fJlceXKFY1z1qRJE/H1118LIYQIDw8Xenp6KuMUjdujRw+t+c6dO1fY2NiotU+bNk2UL19enDx5Uuu2OTk54s6dO0KIF+tSvvrqK5X+hw8fCn9/f9GsWTPx9OlTreNoW6NR5Pnz5+LGjRsiLy9PxMfHCwDSfousXr1aKBQKsXXrVrXtHRwcxNy5c1XaJkyYIGrUqCGEEOLJkyfC0NBQbds+ffqI0NBQrXnl5eWJcuXKSWuJPD09VX4Genp60s+g6Pfqdflu2rRJ7fMAQPo8PH/+XGs+fxfXaBCVHTyjQUSvpaenh1GjRmHw4MHo2rUrFAqFSn/v3r3x0UcfYfjw4dDX1y/RmBUrVoStra1056B37ciRIwgPD5f+Glx0qUzNmjVLJZ+/Sy6Xw8fHBwkJCdItapVKJRISEtC/f3+1eHd3d5w5c0albcyYMXj06BFmzZqFKlWqwNDQEDY2NkhISJBuA/vw4UMcP34cX375JQBg9uzZ+P7776UxsrKyEBoaijVr1qB+/fpa801JSVE5gwW8uMPVxIkTsXPnTq2XYQEv1okAwKVLl/D777+r3Hr44cOHCA0NhZGREbZs2fKP/jqvr68Pe3t7AMDq1avh7++vcjng6tWr0bt3b8TFxaFly5Zq2z958kTtDIi+vj6USiWAF3c9KygoKDZGEyEEhBDSupUNGzbg6dOnUv/JkyfRu3dvHDp0CK6uriXKt1mzZmqfh169esHd3f2Nfp+JiDRhoUFEJdKxY0cMHToU8+bNw5AhQ1T6wsLCcPfuXZibm2vcdsGCBUhJScHHH38MV1dXPHv2DL/++ivOnTuncstPALhz547aLVQrVaqks0uoilSrVg3r16/H0aNHUbFiRfz444+4ffv2v67QAF7cKjUiIgK+vr7w8/PDzJkzkZubi169egEAevToAXt7e8TExMDY2Bi1a9dW2b5ChQoAoNI+aNAgfP/996hWrRpcXFwQFRUFOzs7qZh5dU1A0S2NXV1d4eDgAABYtmwZ5HI56tWrB+DFMx2WLFmCRYsWSdtNmTIFY8eOxapVq+Ds7CytASlalwAA69atg5WVFRwdHXHmzBkMHDgQbdu2lRZOP3z4ECEhIXjy5AlWrFiBhw8fSut/rKyspC/Lly9fxuPHj3Hr1i08ffpUeuZHzZo1IZfLkZ2djfXr16Np06Z49uwZYmNjsW7dOhw4cEDKd9WqVYiIiMCsWbNQv359KV+FQiEVQq1bt8bEiRPh6OiIWrVq4dSpU/jxxx/Ru3dvAIC5uTkCAwMxdOhQKBQKODk54cCBA/j111/x448/AgCuXr2KNWvWICQkBFZWVrhx4wYmT54MhUKBjz76SJrrl2VnZwMAPDw8pJ/p6/I1MzNT+zyYmJigUqVKau1ERG+KhQYRlYiBgQH69++PqVOnSn/VLiKTyYq93t/Pzw+HDx9Gv379kJWVJS3y3rx5MwIDA1Via9SoobZ9YmIiGjRooJsD+f/GjBmDq1evIjQ0FOXKlcPnn3+Otm3bqj3k7d+gc+fOuHv3LsaOHYtbt27By8sLO3bskBZzZ2RklOiORC8bNmwYcnNz8fnnnyMnJweNGjXCjh073vhMwYQJE3D9+nUYGBjA3d0da9asQYcOHaT++fPnIz8/X6UNAKKjo6U1Fjdv3sTgwYNx+/Zt2NraokePHoiKipJik5OTcfz4cQCAm5ubyjjp6elwdnYGAHz22WcqRUNRAfRyzLJlyzBkyBAIIeDv74/9+/fDz89P2uaXX37B8+fPERkZicjISKk9IiICS5cuBfBi/UVUVBS++uor3LlzB3Z2dvjiiy8wduxYKT4uLg4jR45Et27dcO/ePTg5OWHixIno168fgBd32Tp06BBmzpyJ+/fvo3LlymjSpAmOHj362ufKvKwk+RIRvS0yITSspiOi/5zk5GT4+PggKSkJ3t7epZ1OmbNy5Up0796d809lHv8tIio7eHtbIiIiIiLSORYaRPSv8PKzNV59HTp0qLTTIyIioldwjQYR/SsULdzVpOgOQURERPT+YKFBRP8Kry7yJSIiovcbL50iIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0jms0iMqY+Ph4pKamlnYaZc6RI0cAcP6J0tPTSzsFInpH+MA+ojIiMTERjRs3RmFhYWmnUmbp6elBqVSWdhpEpU5fXx+HDh2Cv79/aadCRG8Rz2gQlRFGRkYoLCzEihUr4OHhUdrplDnx8fGIiori/FOZl5qaiu7du8PIyKi0UyGit4yFBlEZ4+HhAW9v79JOo8wpulyK809ERGUFF4MTEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIrVs2dPyGQyyGQyGBoawsXFBcOGDcOzZ8+kmKL+Y8eOqWybl5eHSpUqQSaTYf/+/VL7gQMH8OGHH8LCwgLlypVDtWrVEBERgfz8fADA/v37pTFffd26davYfJ2dnbVuK5PJ0LNnz789F87Ozpg5c+bf3l6X5s2bB2dnZxgbG6N+/fo4ceKE1tiFCxeicePGqFixIipWrIjg4GC1eG3zNW3aNADAtWvX0KdPH7i4uEChUMDV1RXR0dHSz6woRtMYr34uisTFxUEmk6Ft27Yq7Rs3bkRISIj02UlJSVHb9tatW/j0009hY2MDExMTeHt7Y8OGDRr3k5eXBy8vL61jAcDly5dhZmaGChUqqOXi6+uLChUqwMTEBF5eXli+fLnUX1BQgOHDh6NOnTowMTGBnZ0devTogaysLJVxLl68iPDwcFhaWsLc3ByNGjXCvn37VGI0zV1cXJzU//Lv4suvWrVqaTymyZMnQyaTYdCgQW80d8X9/p08eVLjvoiINGGhQUSvFRYWhps3b+Lq1auYMWMGFixYgOjoaJWYKlWqIDY2VqVt06ZNMDU1VWk7f/48wsLC4Ovri4MHD+LMmTOYM2cO5HK52q1309LScPPmTZWXtbV1sbmePHlSii368vTyOLNmzfq70/DeWLNmDQYPHozo6GgkJyfD09MToaGhuHPnjsb4/fv3o0uXLti3bx8SExNRpUoVhISEIDMzU4p5dZ6XLFkCmUyG9u3bAwAuXLgApVKJBQsW4Ny5c5gxYwZ+/vlnjBo1Sm1/e/bsURnLx8dHLebatWsYMmQIGjdurNaXm5uLRo0aYcqUKVrnoEePHkhLS8OWLVtw5swZtGvXDp06dcKpU6fUYocNGwY7OzutYxUUFKBLly4ac7GwsMDo0aORmJiI06dPo1evXujVqxd27twJAHjy5AmSk5MRFRWF5ORkbNy4EWlpaWjTpo3KOK1atcLz58+xd+9eJCUlwdPTE61atVIrnGNjY1Xm7uUibNasWSp9f/75JywsLNCxY0e1vE+ePIkFCxagbt26bzx3AQEBap+Hzz77DC4uLvD19dU6j0REagQRlQlJSUkCgEhKSnqj7SIiIkR4eLhKW7t27US9evWk9wDEmDFjhLm5uXjy5InU3rx5cxEVFSUAiH379gkhhJgxY4ZwdnYudp/79u0TAMT9+/ffKNeSjLN582ZRr149YWRkJFxcXMS4ceNEQUGBEEIIpVIpoqOjRZUqVYRcLhe2trZiwIABQgghAgMDBQCV15tYsWLF35p/Tfz8/ERkZKT0vrCwUNjZ2YmYmJgSbf/8+XNhZmYmli1bpjUmPDxcfPjhh8WOM3XqVOHi4iK9T09PFwDEqVOnXrv/gIAAsWjRIo2fr5KMZ2JiIn799VeVNgsLC7Fw4UKVtvj4eOHu7i7OnTundaxhw4aJ7t27i9jYWFG+fPlicxdCiHr16okxY8Zo7T9x4oQAIK5fvy6EEOLu3bsCgDh48KAU8/DhQwFA7N69W2oDIDZt2vTa/RfZtGmTkMlk4tq1ayrtjx49EtWqVRO7d+8WgYGBYuDAgSr9JZ27Ivn5+cLKykqMHz++xLkV5+/+W0RE/z48o0FEb+Ts2bM4evQo5HK5SruPjw+cnZ2lswgZGRk4ePAgPv30U5U4Gxsb3Lx5EwcPHnxnORc5dOgQevTogYEDB+L8+fNYsGABli5diokTJwIANmzYIJ2xuXTpEjZv3ow6deoAeHEJjYODA8aPHy/9lbc05OfnIykpCcHBwVKbnp4egoODkZiYWKIxnjx5goKCAlhYWGjsv337NrZt24Y+ffoUO86DBw80jtGmTRtYW1ujUaNG2LJli1r/+PHjYW1t/drxixMQEIA1a9bg3r17UCqViIuLw7Nnz9C0aVOV4+jbty+WL1+OcuXKaRxn7969WLduHebNm/fafQohkJCQgLS0NDRp0kRr3IMHDyCTyaTLsCpVqoQaNWrg119/RW5uLp4/f44FCxbA2tpa7WxPZGQkLC0t4efnhyVLlkAU80zdxYsXIzg4GE5OTmpjtGzZUuUz8rKSzN3LtmzZgr/++gu9evXSmgsRkSZ8jgYRvdbWrVthamqK58+fIy8vD3p6epg7d65aXO/evbFkyRJ0794dS5cuxUcffQQrKyuVmI4dO2Lnzp0IDAyEjY0NGjRogGbNmqFHjx4wNzdXiXVwcFB57+TkhHPnzv3t4/juu+8wYsQIREREAACqVq2KCRMmYNiwYYiOjkZGRgZsbGwQHBwMQ0NDODo6ws/PD8CLS2j09fVhZmYGGxubv53DP5WdnY3CwkJUrlxZpb1y5cq4cOFCicYYPnw47OzstH4RXbZsGczMzNCuXTutY1y+fBlz5szB9OnTpTZTU1P88MMPaNiwIfT09LBhwwa0bdsWmzdvli4lOnz4MBYvXqx1rURJrV27Fp07d0alSpVgYGCAcuXKYdOmTXBzcwPwoijo2bMn+vXrB19fX1y7dk1tjL/++gs9e/bEihUr1D57L3vw4AHs7e2Rl5cHfX19/PTTT2jevLnG2GfPnmH48OHo0qWLNKZMJsOePXvQtm1bmJmZQU9PD9bW1tixYwcqVqwobTt+/Hh8+OGHKFeuHHbt2oWvvvoKjx8/xtdff622n6ysLGzfvh2rVq1SaY+Li0NycnKxayleN3evWrx4MUJDQ9V+H4mIXoeFBhG9VlBQEObPn4/c3FzMmDEDBgYG0rX7L+vevTtGjBiBq1evYunSpZg9e7ZajL6+PmJjY/H9999j7969OH78OCZNmoQpU6bgxIkTsLW1lWIPHToEMzMz6b2hoeE/Oo4//vgDR44ckc5gAEBhYSGePXuGJ0+eoGPHjpg5cyaqVq2KsLAwfPTRR2jdujUMDP47/1ROnjwZcXFx2L9/P4yNjTXGLFmyBN26ddPan5mZibCwMHTs2BF9+/aV2i0tLTF48GDp/QcffICsrCxMmzYNbdq0waNHj/Dpp59i4cKFsLS0/EfHERUVhZycHOzZsweWlpbYvHkzOnXqhEOHDqFOnTqYM2cOHj16hJEjR2odo2/fvujatWuxZycAwMzMDCkpKXj8+DESEhIwePBgVK1aVe0MQEFBATp16gQhBObPny+1CyEQGRkJa2trHDp0CAqFAosWLULr1q1x8uRJ6TMfFRUlbVOvXj3k5uZi2rRpGguNZcuWoUKFCiprOP78808MHDgQu3fv1vqzK8ncvezGjRvYuXMn1q5dW+wcERFpVKoXbhHRO6OrNRqFhYWidu3aYtGiRVIbXrq2vEOHDqJp06bC1tZWPH/+XNy/f19ljYYm9+7dE5aWlmLs2LFCiLe3RsPY2FhMmTJFXLp0Se1VWFgohBDiyZMnYsuWLWLAgAHCxsZG+Pv7i/z8fCGEEE5OTmLGjBl/KxddrdHIy8sT+vr6atfy9+jRQ7Rp06bYbadNmybKly8vTp48qTXm4MGDAoBISUnR2J+ZmSmqVasmPv30U2nOijN37lxhY2MjhBDi1KlTAoDQ19eXXjKZTMhkMqGvry8uX76ssq22NRqXL18WAMTZs2dV2ps1aya++OILIcSLNSZ6enoq+yrad48ePYQQQpQvX16lX09PT4pZvHix1mPq06ePCAkJUWnLz88Xbdu2FXXr1hXZ2dkqfXv27BF6enriwYMHKu1ubm7FrqvZunWrACCePXum0q5UKoWbm5sYNGiQSvumTZvU5heANL/Pnz8v0dy9bPz48cLKykr6HdAFrtEgKjv+O3+mI6J3Qk9PD6NGjcLgwYPRtWtXKBQKlf7evXvjo48+wvDhw6Gvr1+iMStWrAhbW1vk5ua+jZQl3t7eSEtL03qJCAAoFAq0bt0arVu3RmRkJNzd3XHmzBl4e3trvDPWuyaXy+Hj44OEhATpr9lKpRIJCQno37+/1u2mTp2KiRMnYufOncXeOWjx4sXw8fGBp6enWl9mZiaCgoLg4+OD2NhY6Om9fplfSkqK9Bf7orl82ZgxY/Do0SPMmjULVapUee14wIs1JgDU9q+vrw+lUgkAmD17Nr7//nupLysrC6GhoVizZg3q168PAEhMTFT5ef7222+YMmUKjh49Cnt7e637VyqVyMvLk94Xncm4dOkS9u3bh0qVKpUoXz09PSlfTVJSUlCxYkUYGRmptB84cACXL19WW+PSrFkztfnt1asX3N3dpd/HksxdESEEYmNj0aNHj398NpGIyiYWGkT0xjp27IihQ4di3rx5GDJkiEpfWFgY7t69q/Wa9wULFiAlJQUff/wxXF1d8ezZM/z66684d+4c5syZoxJ7584dled1AC8W1v7dLz1jx45Fq1at4OjoiA4dOkBPTw9//PEHzp49i++//x5Lly5FYWEh6tevj3LlymHFihVQKBTSYltnZ2ccPHgQn3zyCYyMjP7x5T9/1+DBgxEREQFfX1/4+flh5syZyM3NlRbr9ujRA/b29oiJiQEATJkyBWPHjsWqVavg7Ows3VLV1NRU5fbDDx8+xLp16/DDDz+o7TMzMxNNmzaFk5MTpk+fjrt370p9RWtWli1bBrlcjnr16gF4sYB+yZIlWLRoEQDA2NgYtWvXVhm3aMH0y+337t1DRkaG9CyKtLQ0aT82NjZwd3eHm5sbvvjiC0yfPh2VKlXC5s2bsXv3bmzduhUA4OjoqLKfouN0dXWV1hp4eHioxPz+++/Q09NTySUmJga+vr5wdXVFXl4e4uPjsXz5cunSqIKCAnTo0AHJycnYunUrCgsLpfm1sLCAXC6Hv78/KlasiIiICIwdOxYKhQILFy5Eeno6WrZsCQD43//+h9u3b6NBgwYwNjbG7t27MWnSJLXfL+BFMVi/fn21uTQzM1NrMzExQaVKlaT2ksxdkb179yI9PR2fffaZWg5ERCVS2qdUiOjd0OXtbYUQIiYmRlhZWYnHjx8Xe1vOVy+dSk5OFt27dxcuLi7CyMhIVKpUSTRp0kRs2bJF2qbokidNr8TExBLnrukSrB07doiAgAChUCiEubm58PPzE7/88osQ4sWlJ/Xr1xfm5ubCxMRENGjQQOzZs0faNjExUdStW1cYGRmV6u1thRBizpw5wtHRUcjlcuHn5yeOHTsm9QUGBoqIiAjpvZOTk8a5jI6OVhlzwYIFQqFQiJycHLX9xcbGav2ZFFm6dKnw8PAQ5cqVk+Z23bp1xR6Hps+Xtn29nO/FixdFu3bthLW1tShXrpyoW7eu2i1bX1aSW+9qur3t6NGjhZubmzA2NhYVK1YU/v7+Ii4uTm1cTa+XLxc8efKkCAkJERYWFsLMzEw0aNBAxMfHS/3bt28XXl5ewtTUVJiYmAhPT0/x888/q12elpOTIxQKhfSZfR1Nt7ct6dx16dJFBAQElGg/b4KXThGVHTIhirl3HhH9ZyQnJ8PHxwdJSUnw9vYu7XTKnJUrV6J79+6cfyrz+G8RUdnB52gQEREREZHOsdAgon+dorUFml6HDh0q7fSIiIgIXAxORP9CxT3srbi7BREREdG7w0KDiP51irs9LREREb0feOkUERERERHpHAsNIiIiIiLSORYaRERERESkc1yjQVTGpKamlnYKZVJ6ejoAzj8RfweIyg4+sI+ojMjIyICHhweePHlS2qmUWfr6+igsLCztNIhKXbly5ZCamgpHR8fSToWI3iIWGkRlSEZGBrKzs0s7jTIrLy8PRkZGpZ0GUamztLRkkUFUBrDQICIiIiIineNicCIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBARERERkc6x0CAiIiIiIp1joUFERERERDrHQoOIiIiIiHSOhQYREREREekcCw0iIiIiItI5FhpERERERKRzLDSIiIiIiEjnWGgQEREREZHOsdAgIiIiIiKdY6FBREREREQ6x0KDiIiIiIh0joUGERERERHpHAsNIiIiIiLSORYaRERERESkcyw0iIiIiIhI51hoEBERERGRzrHQICIiIiIinWOhQUREREREOsdCg4iIiIiIdI6FBhERERER6RwLDSIiIiIi0jkWGkREREREpHMsNIiIiIiISOdYaBAREdH/a7+OBQAAAAAG+VtPYmdZBLATDQAAYCcaAADATjQAAICdaAAAADvRAAAAdqIBAADsRAMAANiJBgAAsBMNAABgJxoAAMBONAAAgJ1oAAAAO9EAAAB2ogEAAOxEAwAA2IkGAACwEw0AAGAnGgAAwE40AACAnWgAAAA70QAAAHaiAQAA7EQDAADYiQYAALATDQAAYCcaAADATjQAAICdaAAAADvRAAAAdqIBAADsRAMAANiJBgAAsBMNAABgJxoAAMBONAAAgJ1oAAAAO9EAAAB2ogEAAOxEAwAA2IkGAACwEw0AAGAnGgAAwE40AACAnWgAAAA70QAAAHaiAQAA7EQDAADYiQYAALATDQAAYCcaAADATjQAAICdaAAAADvRAAAAdqIBAADsRAMAANiJBgAAsBMNAABgJxoAAMBONAAAgJ1oAAAAO9EAAAB2ogEAAOxEAwAA2IkGAACwEw0AAGAnGgAAwE40AACAnWgAAAA70QAAAHaiAQAA7EQDAADYiQYAALATDQAAYCcaAADATjQAAICdaAAAADvRAAAAdqIBAADsRAMAANiJBgAAsBMNAABgJxoAAMBONAAAgJ1oAAAAO9EAAAB2ogEAAOxEAwAA2IkGAACwEw0AAGAnGgAAwE40AACAnWgAAAA70QAAAHaiAQAA7EQDAADYiQYAALATDQAAYCcaAADATjQAAICdaAAAADvRAAAAdqIBAADsRAMAANiJBgAAsBMNAABgJxoAAMBONAAAgJ1oAAAAO9EAAAB2ogEAAOxEAwAA2IkGAACwEw0AAGAnGgAAwE40AACAnWgAAAA70QAAAHaiAQAA7EQDAADYiQYAALATDQAAYCcaAADALqkcJQFvLGvuAAAAAElFTkSuQmCC" + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "elasticnet_model = ElasticnetModel()\n", "metrics = cross_validator.evaluate_model_performance(elasticnet_model.model,\n", - " x_dfs[\"full_train\"], y_dfs[\"full_train\"],\n", - " x_dfs[\"full_test\"], y_dfs[\"full_test\"])\n", + " x_dfs[\"full_train\"].copy(), y_dfs[\"full_train\"].copy(),\n", + " x_dfs[\"full_test\"].copy(), y_dfs[\"full_test\"].copy())\n", "visualizer.display_model_performance(\"ElasticNet\", metrics)" ] }, + { + "cell_type": "code", + "execution_count": 17, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "y_full_train_pred, y_full_test_pred = cross_validator.get_predictions(elasticnet_model.model, x_dfs[\"full_train\"].copy(),\n", + " y_dfs[\"full_train\"].copy(), x_dfs[\"full_test\"].copy())\n", + "visualizer.display_true_vs_predicted(\"ElasticNet\", y_dfs[\"full_train\"].copy(), y_dfs[\"full_test\"].copy(), y_full_train_pred,\n", + " y_full_test_pred)" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-03-30T04:49:53.221949800Z", + "start_time": "2024-03-30T04:49:49.707797800Z" + } + } + }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## 5. Hyperparameter optimization\n", + "## 4. Hyperparameter optimization\n", "Initialize the ElasticnetModel, then use Optuna for hyperparameter optimization.\n", - "Print the best hyperparameters after optimization." + "Print the best hyperparameters after optimization. Since the optimization is random and we put 100 trials to make it faster, the results may vary and be suboptimal." ] }, { "cell_type": "code", - "execution_count": null, - "outputs": [], + "execution_count": 18, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "[I 2024-03-30 00:49:53,221] A new study created in memory with name: no-name-f2040544-1ef8-4c2c-9888-5e2b6b8f6a47\n" + ] + }, + { + "data": { + "text/plain": " 0%| | 0/100 [00:00", + "image/png": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "elasticnet_model.set_hyperparameters(**study.best_params)\n", "metrics = cross_validator.evaluate_model_performance(\n", - " elasticnet_model.model, x_dfs[\"full_train\"], y_dfs[\"full_train\"], x_dfs[\"full_test\"], y_dfs[\"full_test\"])\n", + " elasticnet_model.model, x_dfs[\"full_train\"].copy(), y_dfs[\"full_train\"].copy(), x_dfs[\"full_test\"].copy(), y_dfs[\"full_test\"].copy())\n", "visualizer.display_model_performance(\"ElasticNet\", metrics)" ] }, @@ -215,9 +396,1289 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "execution_count": 20, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-30T04:55:49.985611900Z", + "start_time": "2024-03-30T04:55:49.920547800Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "data": [ + { + "mode": "markers", + "name": "Objective Value", + "x": [ + 0, + 1, + 2, + 3, + 4, + 5, + 6, + 7, 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "y_full_train_pred, y_full_test_pred = cross_validator.get_predictions(elasticnet_model.model, x_dfs[\"full_train\"],\n", - " y_dfs[\"full_train\"], x_dfs[\"full_test\"])\n", - "visualizer.display_true_vs_predicted(\"ElasticNet\", y_dfs[\"full_train\"], y_dfs[\"full_test\"], y_full_train_pred,\n", + "y_full_train_pred, y_full_test_pred = cross_validator.get_predictions(elasticnet_model.model, x_train=x_dfs[\"full_train\"].copy(),\n", + " y_train=y_dfs[\"full_train\"].copy(), x_test=x_dfs[\"full_test\"].copy())\n", + "visualizer.display_true_vs_predicted(\"ElasticNet\", y_dfs[\"full_train\"].copy(), y_dfs[\"full_test\"].copy(), y_full_train_pred,\n", " y_full_test_pred)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "outputs": [], - "source": [], - "metadata": { - "collapsed": false - } } ], "metadata": {