{ "cells": [ { "attachments": {}, "cell_type": "markdown", "id": "9d11027d", "metadata": { "papermill": { "duration": 0.009532, "end_time": "2024-06-14T14:10:30.759668", "exception": false, "start_time": "2024-06-14T14:10:30.750136", "status": "completed" }, "tags": [] }, "source": [ "" ] }, { "attachments": {}, "cell_type": "markdown", "id": "abc572dd", "metadata": { "papermill": { "duration": 0.01003, "end_time": "2024-06-14T14:10:30.780697", "exception": false, "start_time": "2024-06-14T14:10:30.770667", "status": "completed" }, "tags": [] }, "source": [ "# Import Section" ] }, { "cell_type": "code", "execution_count": 1, "id": "0acbc825", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:30.804669Z", "iopub.status.busy": "2024-06-14T14:10:30.803667Z", "iopub.status.idle": "2024-06-14T14:10:37.537562Z", "shell.execute_reply": "2024-06-14T14:10:37.535561Z" }, "papermill": { "duration": 6.749896, "end_time": "2024-06-14T14:10:37.541554", "exception": false, "start_time": "2024-06-14T14:10:30.791658", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "import multiprocessing\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import seaborn as sns\n", "from imblearn.under_sampling import RandomUnderSampler\n", "from sklearn.ensemble import RandomForestClassifier\n", "from sklearn.inspection import permutation_importance\n", "from sklearn.metrics import classification_report\n", "from sklearn.model_selection import train_test_split\n", "from sklearn.preprocessing import StandardScaler\n", "from sklearn.utils.random import sample_without_replacement\n", "from skopt import BayesSearchCV\n", "from xgboost import XGBClassifier, plot_importance\n", "\n", "from roaf import visualization" ] }, { "cell_type": "code", "execution_count": 2, "id": "e3beb31e", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:37.563093Z", "iopub.status.busy": "2024-06-14T14:10:37.563093Z", "iopub.status.idle": "2024-06-14T14:10:37.613093Z", "shell.execute_reply": "2024-06-14T14:10:37.611086Z" }, "papermill": { "duration": 0.064501, "end_time": "2024-06-14T14:10:37.616090", "exception": false, "start_time": "2024-06-14T14:10:37.551589", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "plt.style.use(\"dark_background\")\n", "plt.set_cmap(\"Dark2\")\n", "sns.set_palette(\"Dark2\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "7b436bbd", "metadata": { "papermill": { "duration": 0.010002, "end_time": "2024-06-14T14:10:37.640093", "exception": false, "start_time": "2024-06-14T14:10:37.630091", "status": "completed" }, "tags": [] }, "source": [ "# Setup of notebook parameters\n", "These parameters can be overwritten with papermill parameterization, namely for testing purposes.\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", "
Parameter \n", " Description \n", "
fast_execution Should be set to True if the focus is on testing and not on prediction\n", " quality
plot_dir The output directory for the plots
max_sample_size The number of data points used for machine learning and validation.
\n", " If set to None, all the data (after undersampling) will be used
n_plot The number of data points to plot in certain figures
n_cv Parameter for k-fold cross-validation used in parameter optimization
n_permutation_repetitions The number of permutations to be performed to find the importance of\n", " features in trained models
n_random_forest_estimators The number of estimators in the random forest model
" ] }, { "cell_type": "code", "execution_count": 3, "id": "f4a6152a", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:37.666497Z", "iopub.status.busy": "2024-06-14T14:10:37.666497Z", "iopub.status.idle": "2024-06-14T14:10:37.690505Z", "shell.execute_reply": "2024-06-14T14:10:37.686494Z" }, "papermill": { "duration": 0.043395, "end_time": "2024-06-14T14:10:37.695509", "exception": false, "start_time": "2024-06-14T14:10:37.652114", "status": "completed" }, "tags": [ "parameters" ] }, "outputs": [], "source": [ "FAST_EXECUTION = False\n", "PLOT_DIR = \"../images/\"\n", "PLOT_FILE_FORMATS = [\"png\"]\n", "MAX_SAMPLE_SIZE = None\n", "N_PLOT = 15\n", "N_CV = 5\n", "N_PERMUTATION_REPETITIONS = 10\n", "N_RANDOM_FOREST_ESTIMATORS = 100\n", "VERBOSE = 0" ] }, { "cell_type": "code", "execution_count": 4, "id": "f8715892", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:37.717495Z", "iopub.status.busy": "2024-06-14T14:10:37.716497Z", "iopub.status.idle": "2024-06-14T14:10:38.592754Z", "shell.execute_reply": "2024-06-14T14:10:38.591746Z" }, "papermill": { "duration": 0.892252, "end_time": "2024-06-14T14:10:38.596755", "exception": false, "start_time": "2024-06-14T14:10:37.704503", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "df = pd.read_parquet(\"../data/processed/df_by_person.parquet\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "2c7b6ca8", "metadata": { "papermill": { "duration": 0.009993, "end_time": "2024-06-14T14:10:38.617751", "exception": false, "start_time": "2024-06-14T14:10:38.607758", "status": "completed" }, "tags": [] }, "source": [ "# Data Preprocessing for Machine Learning\n", "The data was already cleaned in notebook 1, but this cleaning was meant for general purpose,\n", "so that more data was retained for visualizations in notebook 2.\n", "\n", "In this notebook, the data will be prepared for the application of machine learning models.\n", "This preparation will be done in these steps:\n", "1. Dropping all remaining columns that can not be used for machine learning\n", "2. One-hot encoding of categorical variables\n", "3. Undersampling to get a balanced subset of data\n", "4. Scaling\n", "5. Splitting the data into training and testing data\n", "6. Saving the preprocessed datasets to make them available for the neural networks in notebook 4." ] }, { "attachments": {}, "cell_type": "markdown", "id": "c9e9c816", "metadata": { "papermill": { "duration": 0.011003, "end_time": "2024-06-14T14:10:38.644761", "exception": false, "start_time": "2024-06-14T14:10:38.633758", "status": "completed" }, "tags": [] }, "source": [ "## Dropping all remaining columns that can not be used for machine learning" ] }, { "cell_type": "code", "execution_count": 5, "id": "f4469178", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:38.669318Z", "iopub.status.busy": "2024-06-14T14:10:38.668314Z", "iopub.status.idle": "2024-06-14T14:10:38.899470Z", "shell.execute_reply": "2024-06-14T14:10:38.893466Z" }, "papermill": { "duration": 0.247705, "end_time": "2024-06-14T14:10:38.902473", "exception": false, "start_time": "2024-06-14T14:10:38.654768", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "df_ml = (\n", " df.select_dtypes(include=np.number)\n", " .drop(columns=[\"accident_id\", \"accident_id_y\"])\n", " .dropna(axis=1, how=\"any\")\n", ")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "4742d7c5", "metadata": { "papermill": { "duration": 0.008991, "end_time": "2024-06-14T14:10:38.922476", "exception": false, "start_time": "2024-06-14T14:10:38.913485", "status": "completed" }, "tags": [] }, "source": [ "## One-hot encoding of categorical variables" ] }, { "cell_type": "code", "execution_count": 6, "id": "29e3089b", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:38.947496Z", "iopub.status.busy": "2024-06-14T14:10:38.946493Z", "iopub.status.idle": "2024-06-14T14:10:39.438187Z", "shell.execute_reply": "2024-06-14T14:10:39.436191Z" }, "papermill": { "duration": 0.508696, "end_time": "2024-06-14T14:10:39.441184", "exception": false, "start_time": "2024-06-14T14:10:38.932488", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "df_ml = pd.get_dummies(\n", " data=df_ml,\n", " columns=[\n", " \"daylight\",\n", " \"built_up_area\",\n", " \"intersection_category\",\n", " \"weather\",\n", " \"collision_category\",\n", " \"road_admin_category\",\n", " \"traffic_regime\",\n", " \"reserved_lane\",\n", " \"plane_layout\",\n", " \"surface_condition\",\n", " \"infrastructure\",\n", " \"location\",\n", " \"is_weekend\",\n", " \"role\",\n", " ],\n", ")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "9f44fb92", "metadata": { "papermill": { "duration": 0.010502, "end_time": "2024-06-14T14:10:39.461702", "exception": false, "start_time": "2024-06-14T14:10:39.451200", "status": "completed" }, "tags": [] }, "source": [ "## Undersampling to get a balanced subset of data or to decrease computation time" ] }, { "cell_type": "code", "execution_count": 7, "id": "4c431fc4", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:39.483727Z", "iopub.status.busy": "2024-06-14T14:10:39.482719Z", "iopub.status.idle": "2024-06-14T14:10:40.195331Z", "shell.execute_reply": "2024-06-14T14:10:40.192340Z" }, "papermill": { "duration": 0.727614, "end_time": "2024-06-14T14:10:40.199334", "exception": false, "start_time": "2024-06-14T14:10:39.471720", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "features = df_ml.drop(columns=\"severity\")\n", "feature_columns = features.columns\n", "target = df_ml[\"severity\"]\n", "random_under_sampler = RandomUnderSampler()\n", "features, target = random_under_sampler.fit_resample(X=features, y=target)" ] }, { "cell_type": "code", "execution_count": 8, "id": "49771da3", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:40.232335Z", "iopub.status.busy": "2024-06-14T14:10:40.230351Z", "iopub.status.idle": "2024-06-14T14:10:40.256351Z", "shell.execute_reply": "2024-06-14T14:10:40.252347Z" }, "papermill": { "duration": 0.046011, "end_time": "2024-06-14T14:10:40.261347", "exception": false, "start_time": "2024-06-14T14:10:40.215336", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "28491\n" ] } ], "source": [ "sample_size = len(target)\n", "if MAX_SAMPLE_SIZE is not None:\n", " if sample_size > MAX_SAMPLE_SIZE:\n", " sample_idx = sample_without_replacement(\n", " n_population=sample_size,\n", " n_samples=MAX_SAMPLE_SIZE,\n", " random_state=0,\n", " )\n", " features = features.iloc[sample_idx]\n", " target = target.iloc[sample_idx]\n", "\n", "print(sample_size)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "a52691ea", "metadata": { "papermill": { "duration": 0.012012, "end_time": "2024-06-14T14:10:40.285900", "exception": false, "start_time": "2024-06-14T14:10:40.273888", "status": "completed" }, "tags": [] }, "source": [ "## Scaling" ] }, { "cell_type": "code", "execution_count": 9, "id": "1c578804", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:40.313887Z", "iopub.status.busy": "2024-06-14T14:10:40.312883Z", "iopub.status.idle": "2024-06-14T14:10:40.469012Z", "shell.execute_reply": "2024-06-14T14:10:40.463995Z" }, "papermill": { "duration": 0.175095, "end_time": "2024-06-14T14:10:40.473997", "exception": false, "start_time": "2024-06-14T14:10:40.298902", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "scaler = StandardScaler()\n", "features = scaler.fit_transform(features)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "50ca60b3", "metadata": { "papermill": { "duration": 0.009994, "end_time": "2024-06-14T14:10:40.495995", "exception": false, "start_time": "2024-06-14T14:10:40.486001", "status": "completed" }, "tags": [] }, "source": [ "## Splitting the data into training and testing data" ] }, { "cell_type": "code", "execution_count": 10, "id": "888b1494", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:40.523995Z", "iopub.status.busy": "2024-06-14T14:10:40.521992Z", "iopub.status.idle": "2024-06-14T14:10:40.615598Z", "shell.execute_reply": "2024-06-14T14:10:40.614596Z" }, "papermill": { "duration": 0.111621, "end_time": "2024-06-14T14:10:40.619616", "exception": false, "start_time": "2024-06-14T14:10:40.507995", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(\n", " features,\n", " target,\n", " test_size=0.2,\n", " random_state=0,\n", ")" ] }, { "cell_type": "code", "execution_count": 11, "id": "0e13645e", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:40.646599Z", "iopub.status.busy": "2024-06-14T14:10:40.646599Z", "iopub.status.idle": "2024-06-14T14:10:40.663161Z", "shell.execute_reply": "2024-06-14T14:10:40.659622Z" }, "papermill": { "duration": 0.037555, "end_time": "2024-06-14T14:10:40.670159", "exception": false, "start_time": "2024-06-14T14:10:40.632604", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "# Reconvert the features to DataFrames in order to keep the feature names\n", "X_train = pd.DataFrame(data=X_train)\n", "X_test = pd.DataFrame(data=X_test)\n", "X_train.columns = feature_columns\n", "X_test.columns = feature_columns" ] }, { "attachments": {}, "cell_type": "markdown", "id": "9c77c03a", "metadata": { "papermill": { "duration": 0.019018, "end_time": "2024-06-14T14:10:40.702177", "exception": false, "start_time": "2024-06-14T14:10:40.683159", "status": "completed" }, "tags": [] }, "source": [ "## Saving the preprocessed datasets\n", "The preprocessed and splitted dataset will be exported to parquet so that it can be used in\n", "notebook 4 (artificial neural networks). Parquet is used again as the file format for its\n", "low requirements regarding disk space." ] }, { "cell_type": "code", "execution_count": 12, "id": "fb6af2a6", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:40.731165Z", "iopub.status.busy": "2024-06-14T14:10:40.730163Z", "iopub.status.idle": "2024-06-14T14:10:41.084065Z", "shell.execute_reply": "2024-06-14T14:10:41.082036Z" }, "lines_to_next_cell": 2, "papermill": { "duration": 0.373883, "end_time": "2024-06-14T14:10:41.089049", "exception": false, "start_time": "2024-06-14T14:10:40.715166", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "TRAIN_FILENAME = \"Xy_train\"\n", "TEST_FILENAME = \"Xy_test\"\n", "\n", "if FAST_EXECUTION:\n", " TRAIN_FILENAME = \"TESTING_\" + TRAIN_FILENAME\n", " TEST_FILENAME = \"TESTING_\" + TEST_FILENAME\n", "\n", "Xy_train = pd.concat([X_train, y_train.reset_index(drop=True)], axis=1)\n", "Xy_test = pd.concat([X_test, y_test.reset_index(drop=True)], axis=1)\n", "\n", "Xy_train.to_parquet(\"../data/processed/\" + TRAIN_FILENAME + \".parquet\")\n", "Xy_test.to_parquet(\"../data/processed/\" + TEST_FILENAME + \".parquet\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "a9f041fa", "metadata": { "papermill": { "duration": 0.012999, "end_time": "2024-06-14T14:10:41.115037", "exception": false, "start_time": "2024-06-14T14:10:41.102038", "status": "completed" }, "tags": [] }, "source": [ "# XGBoost\n", "## Setup and training" ] }, { "cell_type": "code", "execution_count": 13, "id": "ddf492d4", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:10:41.151065Z", "iopub.status.busy": "2024-06-14T14:10:41.150071Z", "iopub.status.idle": "2024-06-14T14:13:25.827535Z", "shell.execute_reply": "2024-06-14T14:13:25.825526Z" }, "papermill": { "duration": 164.700487, "end_time": "2024-06-14T14:13:25.831529", "exception": false, "start_time": "2024-06-14T14:10:41.131042", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
BayesSearchCV(cv=5,\n",
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" ], "text/plain": [ "BayesSearchCV(cv=5,\n", " estimator=XGBClassifier(base_score=None, booster=None,\n", " callbacks=None, colsample_bylevel=None,\n", " colsample_bynode=None,\n", " colsample_bytree=None,\n", " early_stopping_rounds=None,\n", " enable_categorical=False,\n", " eval_metric=None, feature_types=None,\n", " gamma=None, gpu_id=None, grow_policy=None,\n", " importance_type=None,\n", " interaction_constraints=None,\n", " learning_rate=None...\n", " max_cat_threshold=None,\n", " max_cat_to_onehot=None,\n", " max_delta_step=None, max_depth=None,\n", " max_leaves=None, min_child_weight=None,\n", " missing=nan, monotone_constraints=None,\n", " n_estimators=100, n_jobs=4,\n", " num_parallel_tree=None, predictor=None,\n", " random_state=None, ...),\n", " n_iter=4, n_jobs=2,\n", " search_spaces={'learning_rate': [0.05, 0.1],\n", " 'max_depth': [2, 4, 6],\n", " 'n_estimators': [100, 200]})" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "xgb_clf = XGBClassifier(n_jobs=multiprocessing.cpu_count() // 2)\n", "\n", "param_spaces = {\n", " \"max_depth\": [2, 4, 6],\n", " \"n_estimators\": [100, 200],\n", " \"learning_rate\": [0.05, 0.1],\n", "}\n", "\n", "bayes_search = BayesSearchCV(\n", " xgb_clf, param_spaces, cv=N_CV, n_jobs=2, n_iter=4, verbose=0\n", ")\n", "bayes_search.fit(X_train, y_train)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "818b038a", "metadata": { "papermill": { "duration": 0.010013, "end_time": "2024-06-14T14:13:25.854547", "exception": false, "start_time": "2024-06-14T14:13:25.844534", "status": "completed" }, "tags": [] }, "source": [ "## Evaluation and Interpretation" ] }, { "cell_type": "code", "execution_count": 14, "id": "abc6063f", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:13:25.880065Z", "iopub.status.busy": "2024-06-14T14:13:25.879074Z", "iopub.status.idle": "2024-06-14T14:13:26.612955Z", "shell.execute_reply": "2024-06-14T14:13:26.610955Z" }, "papermill": { "duration": 0.750396, "end_time": "2024-06-14T14:13:26.615951", "exception": false, "start_time": "2024-06-14T14:13:25.865555", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " precision recall f1-score support\n", "\n", " 0 0.67 0.77 0.71 1869\n", " 1 0.62 0.47 0.53 1906\n", " 2 0.69 0.75 0.72 1924\n", "\n", " accuracy 0.66 5699\n", " macro avg 0.66 0.66 0.65 5699\n", "weighted avg 0.66 0.66 0.65 5699\n", "\n" ] }, { "data": { "text/plain": [ "['../images/rxgb_confusion_matrix.png', '../images/rxgb_confusion_matrix.svg']" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "best_xgb = bayes_search.best_estimator_\n", "\n", "# Predict\n", "y_pred = best_xgb.predict(X_test)\n", "print(classification_report(y_true=y_test, y_pred=y_pred))\n", "\n", "# Plot confusion matrix\n", "visualization.plot_confusion_matrix(\n", " y_test, y_pred, \"XGBoost\", normalize=\"true\", figsize=(4, 4)\n", ")\n", "\n", "# Save figure\n", "FILENAME = \"rxgb_confusion_matrix\"\n", "visualization.savefig(basename=FILENAME, filepath=PLOT_DIR)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "43232eab", "metadata": { "papermill": { "duration": 0.011001, "end_time": "2024-06-14T14:13:26.640963", "exception": false, "start_time": "2024-06-14T14:13:26.629962", "status": "completed" }, "tags": [] }, "source": [ "When interpreting precision and recall for machine learning models, it is important to keep in\n", "mind, that the test data is balanced while the real-world data is not. That means, that we would\n", "expect an accuracy of 0.33 for a random guess.\n", "\n", "The model does a good job predicting deadly injuries. Unharmed persons are detected with a high\n", "recall but with lower precision. It shows a lower performance for injured persons. Here,\n", "especially the recall is very low." ] }, { "cell_type": "code", "execution_count": 15, "id": "33071992", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:13:26.664966Z", "iopub.status.busy": "2024-06-14T14:13:26.663978Z", "iopub.status.idle": "2024-06-14T14:13:27.230180Z", "shell.execute_reply": "2024-06-14T14:13:27.229174Z" }, "papermill": { "duration": 0.58322, "end_time": "2024-06-14T14:13:27.233174", "exception": false, "start_time": "2024-06-14T14:13:26.649954", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "['../images/rxgb_feat_importance.png']" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "p = plot_importance(best_xgb, max_num_features=N_PLOT, height=0.8, grid=\"off\")\n", "p.set_title(\"Feature Importance for XGBoost\")\n", "p.grid(False)\n", "FILENAME = \"rxgb_feat_importance\"\n", "visualization.savefig(basename=FILENAME, filepath=PLOT_DIR, formats=PLOT_FILE_FORMATS)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "2c81a108", "metadata": { "papermill": { "duration": 0.011403, "end_time": "2024-06-14T14:13:27.257537", "exception": false, "start_time": "2024-06-14T14:13:27.246134", "status": "completed" }, "tags": [] }, "source": [ "The feature importance plot enables us to identify the most important features used by XGBoost\n", "for the classification problem.\n", "It seems like the location (represented by longitude and latitude) has the highest importance\n", "in this case." ] }, { "attachments": {}, "cell_type": "markdown", "id": "b8a1a6f0", "metadata": { "papermill": { "duration": 0.01352, "end_time": "2024-06-14T14:13:27.282051", "exception": false, "start_time": "2024-06-14T14:13:27.268531", "status": "completed" }, "tags": [] }, "source": [ "# Random Forest\n", "## Setup and Training" ] }, { "cell_type": "code", "execution_count": 16, "id": "13abbabf", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:13:27.311060Z", "iopub.status.busy": "2024-06-14T14:13:27.310055Z", "iopub.status.idle": "2024-06-14T14:13:34.861067Z", "shell.execute_reply": "2024-06-14T14:13:34.860069Z" }, "papermill": { "duration": 7.56901, "end_time": "2024-06-14T14:13:34.864068", "exception": false, "start_time": "2024-06-14T14:13:27.295058", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
RandomForestClassifier()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "RandomForestClassifier()" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "random_forest_clf = RandomForestClassifier(n_estimators=N_RANDOM_FOREST_ESTIMATORS)\n", "random_forest_clf.fit(X_train, y_train)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "324495e0", "metadata": { "papermill": { "duration": 0.013998, "end_time": "2024-06-14T14:13:34.891603", "exception": false, "start_time": "2024-06-14T14:13:34.877605", "status": "completed" }, "tags": [] }, "source": [ "## Evaluation and Interpretation" ] }, { "cell_type": "code", "execution_count": 17, "id": "88d76d50", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:13:34.925692Z", "iopub.status.busy": "2024-06-14T14:13:34.924693Z", "iopub.status.idle": "2024-06-14T14:13:35.705616Z", "shell.execute_reply": "2024-06-14T14:13:35.704624Z" }, "papermill": { "duration": 0.803003, "end_time": "2024-06-14T14:13:35.708611", "exception": false, "start_time": "2024-06-14T14:13:34.905608", "status": "completed" }, "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " precision recall f1-score support\n", "\n", " 0 0.67 0.75 0.71 1869\n", " 1 0.60 0.47 0.53 1906\n", " 2 0.68 0.75 0.71 1924\n", "\n", " accuracy 0.66 5699\n", " macro avg 0.65 0.66 0.65 5699\n", "weighted avg 0.65 0.66 0.65 5699\n", "\n" ] }, { "data": { "text/plain": [ "['../images/rf_confusion_matrix.png']" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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27FkMDQ1Zu3atVruzZ8+SL18+jIyMNMvenQeSOXNmLC0tOXbsGIUKFSJz5swfO9QEjR8/nubNm9O9e3du374NxPRaZM2alT///BNLS0tNREVFcfbsWc2ZI7ly5aJcuXI4OztrvkkAuLi4cPPmzY/uOzbvwMDAROXatGlTzp49y6lTpzTLgoODWblyJQULFozT9efk5KQ1MTH228S7XdGfy9/fnxIlSmBnZ5fodT71OXXz5k1Onjyp+dvHx4e7d+9+0nH4+/uzf/9+OnToAEDHjh05ffq0Zpjhfe8+38zNzbG0tOT06dMYGhpSrly5RO/3r7/+wsfHJ1FtBw0axOvXr9m2bRtTp05l/fr1WnNO4mNoaEjDhg3ZsWOH1hCJp6cnf/zxBzVq1CBTpkyJzjexAgMD2bBhg+bviIgIzp07p/WYtG3bltu3b3Pnzh2t11FsV3hizsDKmDEjPj4++Pj44Obmxrx58zh16lSc03nffbyMjY3Jli0bDx48wM/Pj/Lly8fZ7sqVK7X+PnHiBMbGxpohmPr162NmZsbixYu12i1YsCDOtj71dfk574MJCQ0NpX79+loxYsQIrWNZsGCBVhf+qlWreP36dZzX25s3b+Kc9pvYxzJ2flCLFi0wMDD4aN6f4vDhw/j4+PDs2TM2b95MUFAQrVq14vnz51rtli9fHid3f39/Dh06pJX7xYsXCQwM1OT+KY/5+8qVK4etrS0LFizg9evXn3egJO11/bHndOxj891332FsnKSBkZjckrwmMWcQGBsbJziXw8bGhqioKB48eKC13MvLCz8/vzhjpB+69sT7b+6xD8zTp0/jLDcyMtIaX6xWrRqHDh0iKCiI169f4+Pjw8yZMwHijEMmVqNGjZg4cSIzZsxg+/btmuWFCxcGYsYzY9/sYqNRo0aaiZaxx37//v042353KCkhsUVKYj8QbGxs4t1ubKH0/mPx/v0d2wWdNWvWRO0vMSZMmICFhQX379/n2rVrzJkzh1KlSn1wnU99TsVXFPj5+X3ycfzxxx80aNCAfPny0bJlS/74448E2+bLlw8nJyfNmLyPjw/Hjx8HPu359inXYvHz8+Onn36iTJkyvH79OlFnkOXIkYMMGTIk+LwwMjIiX758ic4hseIbMnz/MSlcuDAlS5aM8xqKfb0k5pTGdz9Iu3fvzq1bt8iZM2ecIZJ06dIxefJknjx5QlhYGK9evcLHx4esWbPG+3h97LWR0Gvbx8cHX19frWWf+7r8lPfBhERFRXH48GGtuHTpktb+388xIiKChw8fxsnPw8MjzhlUiX0sN2/ezMmTJ1mzZg1eXl78+eeftG3bNlmKj4EDB1K/fn1q165NsWLFsLW1jfPlNiIiIs5zs3DhwlhYWPDy5cs4+WfKlOmj7+fxPebvix3eiW8+WFIk5XX9sef0sWPH2LZtG5MmTcLHx4cdO3bQvXv3T54nlPRShZg3xA0bNtC3b98Pnrr4bmX8IR+azZzQmQoJLY99ktra2nL48GHu3LnD8OHDefr0KeHh4TRt2pThw4fHGRNPjAIFCrBx40YOHTrEuHHjtG6L3V7nzp3x9PSMs25ynTVy584dAEqVKsU///yTLNt818fu16R4/9vWiRMnKFSoEC1atKBhw4b07t2bYcOG0b9//49ORkrscyq5jmPnzp2EhYXh7OyMmZkZW7ZsibedoaEhhw4dIlu2bMyePZs7d+4QHBxMnjx5cHZ2/qTn26fO7o+9bkLWrFnJmzdvsnxb0oXEPCaGhoZcu3YtztlXsd7/gE1oP4cPH9b8feDAAe7cucOKFSu0ejkWL15Mjx49WLBgAa6urrx+/RqlFJs2bYr38dLFayOxkvo+mFLie84m9rF88+YNNWvWpE6dOjRr1ozGjRvTvn17Dh8+TMOGDRM1Vy0h586d05ylkpCwsLA47yuGhoZ4eXnRqVOneNd5+fJlknNKTRLz/Gnbti2VK1emefPmNGrUCCcnJ0aMGEGVKlUIDg5O1H4+q+CAmF6Ozp0788svv8S57fHjxxgZGVG4cGHNByTEVLRZs2bVTJ7UpebNm5MuXTq+//57rTeppF4UK126dJpJdB06dIjzBI29HoW3t7fWm937Yo89tkfkXUWLFv1oHidPnsTX15cOHTowY8aMj74YHz9+HO927e3ttfJJDr6+vnFmcJuYmGBtbR2nrZ+fH+vWrWPdunVkyJCB48ePM2nSpAQLDn09p968ecOOHTvo0qULe/fu1Zps9q5SpUpRtGhRunbtyu+//65Z/u6ZN7ESWzQlRqNGjejTpw+zZ8+mU6dOODs7U7ly5Q+eUvzy5UuCg4MTfF5ERUUl6oP9fclxXG5ubpQpU+aDr6FP5enpyfz585k0aRKVK1fm7NmzALRp0wZnZ2ets73MzMziPQshMd59bb/bS5U9e3ayZcsWp21KvS6TInb/RYsW1ToWExMTChYs+MHJ3bE+5bFUSnHkyBGOHDnCiBEjcHBwYMaMGdSpU4fDhw+n+FWH3dzcqF+/PqdOnfrgJRo+5TGPbx8AJUuW/OB9lNhj19XrGmKG6s6ePcu4cePo0KEDf/zxB+3bt0/02SqffWnzhw8fsmHDBvr16xdnLsfevXuBmDMa3hVb6e7Zs+dzd/9RsW+471ZqmTNnpkePHkna3m+//aaZWR3fNQkOHDjA69evGTNmTLxjXbGnGnl6enL58mW6deumNY+kfv36lChR4qN5hIaGMnv2bIoXL87s2bPjbdOpUycqVqwIxDwWlStX1pxlAjHzC/r27Yu7u3uiz9hIDDc3N2rWrKm1rG/fvnHuj/dfiMHBwTx48OCDV4LU53Nq7ty5TJo06YMz/+N7vgEMGTIkTtvYbwVJHdaLlSVLFlavXs3Zs2cZM2YMvXv3pkKFCowZM+aD60VHR3Pw4EFatGih1TWeM2dOOnbsyMmTJxM9R+hdsceV1A9sgC1btpA3b1769OkT57Z06dJhbm6epO0uXryY4OBgrWHgqKioOI/X4MGDkzxW7eLiQnh4OIMHD9Za/v5zFlL2dZkULi4uhIWFxRmi69WrFxYWFol6vSX2sYxvmPPKlSsAmveE5HhufYotW7ZgbGzM+PHj49z27pDVpzzm77t06RIPHz5k6NChH3wvSOz7hS5e1/Hd3+8/Nonx2T0cANOnT6dLly7Y29trjUNdu3aNdevW0a9fPywsLDh27BiVKlWie/fu/P333/z777/JsfsPOnjwIGFhYezatYsVK1aQMWNG+vTpg7e3d7yXZ/+Qpk2b0q1bN7Zt20bp0qUpXbq05ragoCD++ecfAgMDGTBgAL///juXLl1i06ZNvHz5kvz589OsWTNOnTqleVI6ODiwZ88eTp48ydq1a8mWLRuDBw/mxo0bZMyY8aP5/Prrr5QoUYKRI0dSp04dtm3bhqenJ7ly5aJly5ZUrlyZqlWrAjBr1iw6dOjAvn37WLRoEb6+vnTr1o2CBQvyww8/JOs3h9WrV7NixQq2bdvGoUOHKFOmDI0aNYrT/Xjr1i3+/fdfLl68iK+vL9988w1t2rRhyZIlCW5bn8+pa9euffTU3zt37vDgwQPmzp1Lnjx5CAgI4Icffoj3zTS2i3fRokUcOHCAqKgoNm/e/Ml5LVy4EEtLS+rXr090dDQHDhxg1apVjBs3jn/++eeDOY8bN44GDRpw8uRJli1bRmRkJP369cPMzIyff/75k3OBmILTz8+P/v37ExgYSHBwMGfPnuXRo0eJ3sbvv/9Ou3bt+O2336hTpw6nTp3CyMgIe3t72rVrR6NGjT7aRR4fX19fnJycGDhwIPb29ty5c4fdu3fTpUsXXr9+za1bt6hatSr169dP9ITd9/n4+DB37lzGjBnD7t272bt3L+XKlaNJkyZxXgMp+bpMitj5bpMmTWL//v3s3LmTokWLMnDgQM6dO6c1+TchiX0sJ0yYQM2aNdmzZw+PHz8mZ86cDBw4kKdPn2omfifHc+tTHD9+nN9++40xY8ZQtmxZDh48SEREBIULF6Zt27YMGTJEM7k7sY/5+5RSDBgwgF27dnHlyhWcnJx48eIF9vb2lChRgsaNGwOf9n6R3K/rbt26MXDgQP7++2/c3NzIlCkTffr04fXr15ovgYmV6FNa3j0t9v3bYk8reve0WEAZGRmp8ePHKzc3NxUWFqYeP36spk+frkxNTbXaubu7x3uKZOwpRD/88EOiconvNMXvvvtOXblyRYWEhKiHDx+qUaNGqe7duyullLKxsdG0+9hpsbH7jM/7p6DVqlVL7du3T/n5+amQkBB1//59tXbtWlW+fHmtdq1atVI3b95UoaGh6saNG6ply5bKyckpUae0xUbr1q3V/v37lY+PjwoPD1ceHh7qzz//VDVr1tRqV7BgQbVlyxbl6+urQkJC1JkzZ1TTpk0TdX/HdzpmQqfFGhgYqJkzZypvb28VFBSk9u3bp2xtbeOcFjtmzBh15swZ5evrq4KDg9WtW7eUg4OD1ml/758WmxzPqfcf54RCqZjTYj/UJr77wN7eXh08eFAFBAQob29vtWLFClWqVKk495+hoaFauHCh8vLyUlFRUZrj/NApqO8/Ds2bN1dKKTVs2DCtdhkzZlTu7u7q8uXLWvdnfFG2bFm1b98+FRAQoIKCgtThw4dVlSpV4t1vYk6Ljc3rxo0bKjw8XCvf90+df/f94/3nvLGxsRo1apS6fv26Cg0NVa9evVLnz59X48ePV5kyZfrg/mNPi43vtoIFC6qIiAjNczFLlixqzZo1ytvbWwUEBKh9+/apIkWKxHm+JvSe8/5pjrGvgfHjxysPDw8VHBysjhw5oooXLx5nm5/7uvyU98FPvZ/ejYEDB6pbt26psLAw9eLFC7V06dI4p3Am9Ngm9rGsU6eO+vvvv9WzZ8/Umzdv1LNnz9TGjRuVnZ1dop5b8cWHPrM+5X7o3bu3On/+vAoODlavX79WV69eVbNmzVK5cuX65Mc8vucLoKpVq6YOHDigXr9+rQIDA9WVK1fU//73v4++X0D8lyJIzOs6sc/psmXLqo0bN6pHjx6p0NBQ5enpqXbu3Bnn8+xjYfDff4QQQgghdEZ+nl4IIYQQOicFhxBCCCF0TgoOIYQQQuicFBxCCCGE0DkpOIQQQgihc1JwCCGEEELnkuXCX0JEvYh7iXaRNM2qfqfvFL4Y0S+89J3CF+FgWMI/VpgYn/P+YGQd9wcuRdokPRxCCCGE0Dnp4RBCCKFT0ST9l17Fl0MKDiGEEDoVpaTgEFJwCCGE0LFo+QUNgRQcQgghdEyGVARIwSGEEELHopT0cAg5S0UIIYQQKUB6OIQQQuiUzOEQIAWHEEIIHYuSgkMgBYcQQggdkx4OAVJwCCGE0DGZNCpAJo0KIYQQIgVID4cQQgidkqtwCJCCQwghhI7JpFEBUnAIIYTQsSipNwRScAghhNAxGVIRIAWHEEIIHYvCQN8piFRAzlIRQgghhM5JD4cQQgidipY5HAIpOIQQQuiYDKkIkIJDCCGEjknBIUDmcAghhNCxaGWQ5EiKgQMH4u7uTmhoKGfOnKFixYoJtj169ChKqTixe/fupB6uSIAUHEIIIXQqCoMkx6dq164djo6OTJ48mfLly3P16lUOHDhAjhw54m3funVrcuXKpYkSJUoQGRnJ1q1bP/ewxXuk4BBCCJFqmZqakilTJq0wNTVNsP3w4cNZtWoV69at4/bt2/Tv35+QkBB69uwZb3s/Pz+8vLw00aBBA0JCQqTg0AEpOIQQQuhUFIZJDgcHBwICArTCwcEh3v2YmJhQoUIFXFxcNMuUUri4uFC1atVE5dqrVy82bdpESEhIshy7eEsmjQohhNCppM7FAJg5cyaOjo5ay8LCwuJtmz17doyNjfHy8tJa7uXlhb29/Uf3VbFiRUqVKkWvXr2SnK9ImBQcQgghdOpzzlIJDw8nPDw8GbNJWK9evbh27Rrnz59Pkf19baTgEEIIoVNRKmVG7318fIiMjMTKykpruZWVFZ6enh9c19zcnPbt2zNhwgRdpvhVkzkcQgghdCoawyTHp4iIiODixYvUq1dPs8zAwIB69erh6ur6wXXbtm2LmZkZGzZsSNIxio+TgkMIIcQXw9HRkT59+tC1a1fs7e1Zvnw5GTJkwMnJCQBnZ2dmzJgRZ71evXqxY8cOfH19Uzrlr4YMqQghhNCplLzS6JYtW8iRIwdTpkwhV65cXLlyhcaNG+Pt7Q1A/vz5iY6O1lqnSJEifPvttzRo0CDF8vwaGQDyszris0W9KKzvFL4Yzap+p+8UvhjRL7w+3kh81MGwPz5v/YcfP0MkIQ1t73zWvkXqIT0cQgghdCpafktFIAWHEEIIHYuS6YICKTiEEELoWEqdFitSN3kWCCGEEELnpIdDCCGETn3q9TTEl0kKDiGEEDoV9Rm/pSK+HFJwCCGE0CmZNCpACg4hhBA6Fi2TRgVScAghhNAx6eEQIGepCCGEECIFSA+HEEIInZJJowKk4BBCCKFjclqsACk4hBBC6JhcaVSAzOFIVu7u7gwZMkTfaXw2pRQtWrTQdxpCiC9ENAZJDvHlkB4O4OjRo1y5coVhw4ZpLe/WrRsLFiwga9asesrs61HvR3juGffNpUNLxYRh0HUInL+iffuP3ysmjUh4m0ucYO8R8PQGE2MoXhSG9oYyxd+2GegAdx7AK3/InBGqVoCR/SFn9pjbPV7ALzPg1j0oXgRmj4E81m/X7z8aWjeBhrU+4+CTWclKtrTpWwe7knmxtMrClL5rcT10I962g6a1oVmnaqyYsoMdTsc/uF1Lqyz0HP0d39Syxyy9Kc8f+TD/5z+5f/2Zpk2+QjnpOfo7SlUqhJGxIU/uezFt4DpePvcHoM/Y72nQphJvQsJwmrOHo/9c0qxbo2kZ6rf+hkm913z+nZBMStawp+2wZhQuVxDL3FmZ1NYR110Xtdp0nfADjXvUIaNFBm653mPR4LU8d/P64Hab92tAm+HNyGaVhYfXnrBsuDN3LzzU3N6kVx3q/FgNu7IFyZA5Pa2t+hD8OkRzu4mpMUN/60PV7yrg5+XPkiFOXD5yU3N7m2HNyJnPkmXD1yfTPfF5pIdDgPRwpHomJib6TiFFbF0Bx7crTayZpwBoXPttm7bfKa02I/t/eJsF8sK4IfCPE2xYAnlyQe+R4Ov/tk2lcuA4Cfb+DoumwtPnMGTC29tnLwOr7LB9DeSwhDnL39629wgYGqSuYgMgXXpTHt5+zrIJ2z/YrlrDUtiXs8HH8/VHt5kxc3rmbRtMZEQU43usol+D2aye8Q9Br0M1bazzWzJ362CeunnzS4dlDGwylz+WHCI8LBKAyvWKU7tFecZ2/Y01s3YzZNaPZM6aAQDzTOnoNrIJSyf89RlHnvzSmZvx8PoTlgxdF+/t7UZ8R4uBjVg82Ikh307gTXAYM3aPxsQs4ddtrTZV6DunExunb+d/Vcbx8PoTpu8aTZYcmd/uN70ZFw5eY9Ocf+LdRpNedSlcriDDak1k35ojjF73P81tVgVy0KRnHdZN3Jq0gxZCR6TgSCQnJyf+/vtvRowYwfPnz/Hx8WHJkiUYG2t3Epmbm7NmzRoCAgJ4/Pgxffr00bp91qxZ3L17l+DgYNzc3JgyZYrWNiZOnMjly5fp1asXDx8+5M2bN0DMMEffvn3ZtWsXwcHB3Lp1iypVqlCoUCGOHj1KUFAQp06dwtbWVmt/33//PRcvXiQ0NBQ3NzcmTJiAkZGR5nY7OzuOHTtGaGgoN2/epH79+sl91yVKNouYD/TY+NcV8udRVCz7tk26dNptMmb48Da/awDVvoF8uaFwQRj9PwgKNuCu29s23dtB2RIxxUi5ktCnE1y9BRExn5E8fAwtG8cUL60ag9vjmOUBgbBwNYwfFne/+nbh2B3Wz9vH6YPXE2xjaZWFAZNaMWfoBqIioz66zbb96/LyhT/zf97EvatP8Hrmy6UT93jx5JWmTbeRTTn/723WztqN2y0PXjx5xVmXm7x+FQRAPjsrrp9x4/71ZxzbdZmQoDfkypcNgF6jm7Nnw2lNT0hqceHgVZwnbeX0zgvx3t5yUGP+nLUD190Xcb/xlDm9lmNpbUG17yskuM3WPzVh/9qjHFx/nCd3PFg0aC1hIWE06va2cv17yX62zN3FnXMP4t1GfvvcnNl9kce3Pdj52yEscmYhS/ZMAPy0qAdrxm4iJDA03nX1IQrDJIf4csij+Qnq1KlDoUKFqFOnDt26daN79+50795dq82IESO4cOEC5cqVY9myZSxfvpwiRYpobg8MDKR79+4UL16cIUOG0KdPnzhDOXZ2dvzwww+0bt2asmXLapaPHz+e9evXU7ZsWe7cucMff/zBihUrmDlzJt988w0GBgYsWbJE075GjRqsX7+ehQsXUrx4cfr160f37t0ZO3YsAAYGBmzfvp3w8HAqV65M//79mT17dvLfcZ8oPAJ2HYoZqjB4ZxRl9yGo+j007w6OKyH0zadtc8suyJRRYV8o/jb+ATH7LVcyZggGoGghcL0I0dFw6gIU/a+e+3U5dGwF1jmTdIh6ZWBgwEjHjmxbeZQn9z/c9R+rSv0S3L/2lDFLu/Ln+cks2T2cxu2raG2zYp1ieLi/ZJpzX/48P5n5fw+haoOSmjYPbz+ncKl8ZMycHruSeTEzM+H5Ix9KfFMQuxJ52LnuRLIfqy7lKpgDS+usXHpnKCMkIJQ7590oVrlwvOsYmxhRuHxBLh15O8SllOLy0RsUT2Cd+Dy8/oQS1Ytims6ECg1K8+q5H699AqnTvhrhbyISLJD0JVoZJDnEl0PmcHwCPz8/Bg0aRHR0NHfv3mXPnj3Uq1eP1atXa9rs3buX5ctj+t1nz57NsGHDqFOnDvfu3QNg+vTpmraPHz9m7ty5tG/fnl9//VWz3NTUlK5du+Lj46O1fycnJ7Zu3arZ9pkzZ5g6dSoHDx4EYOHChTg5OWnaT5w4kVmzZrF+fcw4rru7O+PHj2fOnDlMmTKF+vXrY29vT6NGjXjx4gUAY8aMYf/+/R+8H0xNTTEzM3tvqQkQ8bG7MFEOn4DAIGjV5O2y7+pB7lyQ0xLuPoR5K8D9CSye9uFtHT0NI6fEFCc5LGHNXMhqod1m7m/wx98Q+saAMsUVy2e9ve3ngTBxHtT/EYoUgskj4PzVmHkfI/rDsIlw4y5UrwhjfgLTNDAC1rZ/XaKjovnnEz7gc+W3pFnnamxffYzNSw9TpEw++k9sRWR4JC7bL2BhmRHzjOlo178uzvP2sXbWbirUsmfcb90Z3XE518+6cen4XY7suMjCf4YR9iaCeSP/5E1oOP+b2gbHUX/SrHN1vu9Wg9e+wSwasyXRxZC+ZLOyAMDfW3tIyt/rtea292XOngkjY6M46/h5BZCvSO5E7/vAumMULJmfVVfm8NonkOmdF5Epawa6TmjDzw2n0W1SW2q3rcLzh9449lvJq+d+n3RsyU16KgRIwfFJbt68SXR0tObvFy9eUKpUKa02165d0/rb09OTnDnffg1u164dP/30E4UKFSJjxowYGxsTEBCgtc7jx4/jFBvvb9vLK+bN+Pr161rL0qdPT6ZMmQgMDKRMmTJUr15d06MBYGRkRPr06UmfPj3FihXj6dOnmmIDwNXV9aP3g4ODA5MmTdJapoIWo4IWf3TdxPhrL3xb6e3ETYB237/9f5FCMcVDj2EGPPFQ5M+T8LYql4Ptq8HvNWzdDcMmwebfwPKdecC92sMPzeC5p2KZM4yeAb/NiuldscoR8/9Y4eHQexTMcoDf1oO5OezdAH1HwZad0PmHZLkLdMauZF5a9PiWwd85ftJ6BgYG3L/+FOe5ewFwu+WBTRFrmnaqhsv2CxgYxnwTdT10kx1rYyafPrz9nOIVCtC0Y1Wun40Zx9q48AAbFx7QbLfjTw25cuoekZFRtB9Un4GNf6VS3eKMnNeRn76fnxyH/EWKioxi6dB1LH1n2YiVffln6QEKlSlAteYV6F9xDO1GfMfAeV2Z2mGh3nIF+S0VEUOeBUBAQABZsmSJs9zCwoLXr99+E4mI0P4Gr5TC0FD7LvxQmypVqrBx40b27t3Ld999R7ly5Zg+fTqmpqZa6wQHB8eb57vbVkoluCx2fxkzZmTixImULVtWE6VKlcLOzk4zNyQpZs6cSebMmbVCBf2W5O29y8MzZgijzXcfble6WMy/Tzw+3M48PdjkjZmnMf0XMDKCv/Zot8lqAQXzxfRSzJsAx88YcOVmvJtjxQao/g2UKArnrsRMGDUxhvo1Y/5O7UpWtMXCMiPrT41n9/1f2X3/V6zyZqP32O9Zd2Jcguv5vgzgyQPtHoenD7zIkTumcgvwCyYyIoonDzzfa+OtafO+vLY5qduyAusd91G6ih03zj3ktW8wx/dcpXCpfKTP8H4vWuri6+UPgEVO7fcOC6ssmtveF+ATSFRkVJx1slplxs/r45N3E1KmVnFsiuVl5/KDlK5ZjHP7rxIWEsbxbWcoXbNYkrebXKIwSHKIL4f0cAB3796lYcOGcZaXL19eMxSSHKpVq8bjx4+ZMWOGZpmNjU2ybf99ly5domjRori5ucV7++3bt8mXLx+5cuXC0zPmg6JKlSrxtn1XeHg44eHh7y1NnuGUv/fFTCCt9ZE07vw3ly6H5adtX6mY+RwJiY6p2YiIp43bI9jtAn//d9ZmdDRE/je5NDIy5u/U7vDfF7h8Svs5Pc25H0f+vsDBbecSXO/WhUfktdWesJKnYA68PXwBiIyI4t61Jwm0ib87/6cZbVk1/R/ehIRjaGiAsXHMZGZj45iC2dAwdX/YeLq/5NULP8rVKcHDazGzic0zpce+YiF2r3SJd53IiCjuX3KnXJ0SmtNrDQwMKFu7JDt/O5ikPEzMTPjfgu7M7r6U6GiFoZEhBv9NfjIyMcbQSL5XitRBCg5g+fLlDBo0iIULF7J69WrCwsJo1qwZHTp0oHnz5sm2n/v375M/f35+/PFHzp8/T7NmzWjVqlWybf99U6ZMYffu3Tx58oRt27YRHR1NmTJlKFmyJOPHj8fFxYV79+7h7OzMqFGjyJw5s9Yck5QWHQ3b98WcFfLuyT9PPGI+6GtVAYvMMXM4Zi2Bb8ooir4zAbRpFxjWBxrUhJBQWPE71KkeU5T4v46Zp+HlA41qx7S/egtu3IHypSBzpphTYhetiTk7pmwJ7dyUgolzYfSgmF4TiJlcunV3zBks/xyAZvV0evckWjpzU3LbvB2PssqXDdtiuQl8HcLL5/4E+odotY+KjMLvZSAeD19qls3c0J/TB2+wa/1JAHasPca8bT/x48B6HN9zlaJl8tOkQxUWjXl76uVfK/9l9OIu3Dj3kKuuD/imlj2V6xXnlw7L4uTYuH0VXvsGcfbwLQBuXXxE5yGNsC9rwze17Xl8z5PgwKT3wiWXdBnMyF0ol+bvXAVyYFvahkC/IF4+fcWOJfvpMLolHg888Xz0km4T2/DqhT+nd769VsesfQ6c/ucCO387BMD2RfsYubof9y65c/e8G60GNyZdBjMOrj+mWSerVRayWlmQu5AVAAVL5iMk8A0vn/oQ6KfdA9ppTEvO77+C29WYoueW6z16z+zIwfXH+H5AA266Jt+XpqSSIRUBUnAAMZMpa9asyfTp03FxccHU1JQ7d+7Qtm1bDhw48PENJNKuXbuYP38+S5YswczMjD179jB16tQ48yGSy8GDB/nuu++YMGECv/zyCxEREdy5c0czyVUpRatWrVizZg3nzp3j0aNH/PTTT8l6zJ/C9SK88DKgdVOltdzEJOa29dtiJn/myhFTVAzoqr2++xMDgoJj1jUyhIdPYMeBmPkbFpmhlD1sWBRziixAejM4dBwWO/03qTQb1KgUs933RrnYsgsss0Gdam+XDeoBI6fCjwNi5px01F3t+EkKl8rHnE1vr8vQb3xLAA5tO4fjqE2J2oa1TXbNNTIA7l17ytT+TnQf1YyOPzXE86kvK6b+o3XhrtMHr7Nk3DbaDahH/4mtePbQm2kD13HzgrvWti2yZ6T9/+oz/IdFb7d/9QnbVx9j8tre+L8KYt7IP5Ny6MmuSAVbfj34dqip/69dADj4+3Hm9VnBlnm7SZfBjCFLe5HRwpybp+8xtvlsIsLedpFZ21qR+b9TVgGObTtDluyZ6DqhDVmtsvDw6mPGfj8bf++3c7ma9alHl3FvJwTNOxxzcZi5fVZw6Pe3F2izKZ6Xmj9UYUClMZplJ7afo3TNYsw7PIFn914wq9u7Mz30Q4ZGBIABoD7aSoiPiHqR+FP6xIc1q/qRCSwi0aJfpO4zXdKKg2F/fNb60240S/K640ru+XgjkSZID4cQQgidkkubC5CCQwghhI7Jj7AJkNNihRBCCJECpIdDCCGETsmQigApOIQQQuiY/CaKACk4hBBC6Jj8looAKTiEEELomPRwCJCCQwghhI5FSw+HQM5SEUIIIUQKkB4OIYQQOhUlQyoC6eEQQgihY9HKIMmRFAMHDsTd3Z3Q0FDOnDlDxYoVP9g+S5YsLFmyhOfPn/PmzRvu3r1LkyZNkrRvkTDp4RBCCKFTKflrse3atcPR0ZH+/ftz9uxZhg4dyoEDByhatCgvX76M097ExIRDhw7h7e1NmzZt8PDwwMbGBn9//xTL+WshBYcQQgid+pxfizU1NcXMzExrWVhYGOHh4fG2Hz58OKtWrWLdunUA9O/fn2bNmtGzZ09mz54dp33Pnj3Jli0b1apVIzIyEoDHjx8nOV+RMBlSEUIIoVOfM6Ti4OBAQECAVjg4OMS7HxMTEypUqICLi4tmmVIKFxcXqlatGu8633//Pa6urixduhRPT0+uX7+Og4MDhoby8ZjcpIdDCCFEqjVz5kwcHR21loWFhcXbNnv27BgbG+Pl5aW13MvLC3t7+3jXsbW1pW7dumzcuJGmTZtiZ2fHsmXLMDExYcqUKclzEAKQgkMIIYSOfc4cjvDw8ASHT5KDoaEh3t7e9O3bl+joaC5dukSePHkYNWqUFBzJTAoOIYQQOpVSP0/v4+NDZGQkVlZWWsutrKzw9PSMd50XL14QERFBdHS0Ztnt27extrbGxMSEiIgIneb8NZFBKiGEEDoVpQySHJ8iIiKCixcvUq9ePc0yAwMD6tWrh6ura7zrnDp1Cjs7OwwM3u6rSJEiPH/+XIqNZCYFhxBCCJ2KVoZJjk/l6OhInz596Nq1K/b29ixfvpwMGTLg5OQEgLOzMzNmzNC0X758OdmyZWPhwoUULlyYpk2bMmbMGJYuXZpsxy9iyJCKEEIInUrJH2/bsmULOXLkYMqUKeTKlYsrV67QuHFjvL29AcifP7/W8MmzZ89o1KgR8+fP59q1a3h4eLBw4cJ4T6EVn8cAUPpOQqR9US8K6zuFL0azqt/pO4UvRvQLr483Eh91MOyPz1q/85leSV53Q5U1n7VvkXpID4cQQgidSqlJoyJ1k4JDCCGETqXkkIpIvaTgEEIIoVMp+VsqIvWSgkMIIYROSQ+HACk4hBBC6JjM4RAg1+EQQgghRAqQHg4hhBA6JUMqAqTgEEIIoWNScAiQgkMIIYSOScEhQAoOIYQQOiYFhwCZNCqEEEKIFCA9HEIIIXRKTosVIAWHEEIIHZMhFQFScAghhNAxKTgESMEhhBBCx6TgECAFhxBCCB2TgkOAnKUihBBCiBQgPRxCCCF0SkkPh0AKDiGEEDomp8UKkIJDCCGEjskcDgFScAghhNAxGVIRIAWHEEIIHZMeDgFylooQQgghUoD0cAghhNApGVIRIAWHSCZVR/XXdwpfDK/JEfpO4YuRd0dufafwZfj7j89aXYZUBEjBIYQQQseU0ncGIjWQgkMIIYROyXU4BEjBIYQQQsdkDocAOUtFCCGEEClAejiEEELolEwaFSAFhxBCCB2TSaMCpOAQQgihYzKHQ8AXOIcjS5Ys+k5BCCHEO5QySHKIL0eaLjh+/vln2rVrp/l78+bNvHr1imfPnlG6dGk9ZiaEECJWtDJIcogvR5ouOPr378/Tp08BqF+/Pg0aNKBJkybs27ePX3/9Vc/ZCSGEECJWmi44cuXKpSk4vvvuO7Zs2cKhQ4eYM2cOFStW1HN2QgghIGbSaFIjKQYOHIi7uzuhoaGcOXPmg58H3bp1QymlFaGhoUk8UvEhabrg8PPzI1++fAA0btwYFxcXAAwMDDAyMtJnakIIIf6TknM42rVrh6OjI5MnT6Z8+fJcvXqVAwcOkCNHjgTXef36Nbly5dKEjY3N5xyuSECaLji2b9/OH3/8wcGDB7G0tGTfvn0AlCtXjgcPHug5OyGEEJCyBcfw4cNZtWoV69at4/bt2/Tv35+QkBB69uz5gfwUXl5emvD29v6cwxUJSNMFx7Bhw1iyZAm3bt2iQYMGBAcHA2Btbc2yZcv0nJ0QQggA9RlhampKpkyZtMLU1DTe/ZiYmFChQgVNbzfEFBMuLi5UrVo1wfwyZszIo0ePePLkCTt27KB48eKff9AijjR9HY7IyEjmzZsXZ/mCBQtSPhkhhBDx+pzTWx0cHJg0aZLWskmTJjF58uQ4bbNnz46xsTFeXl5ay728vLC3t493+3fv3qVnz55cu3aNLFmyMHLkSE6fPk2JEiXw8PBIct4irjRdcADY2dlRp04dcubMiaGhdofN1KlT9ZSVEEKI5DBz5kwcHR21loWFhSXb9s+cOcOZM2c0f58+fZrbt2/Tr18/JkyYkGz7EWm84OjduzfLly/Hx8cHT09P1DtTmpVSUnAIIURq8BmXNg8PDyc8PDxRbX18fIiMjMTKykpruZWVFZ6enonaRmRkJJcvX8bOzu6TcxUflqbncIwbN46xY8dibW1NuXLlKF++vCYqVKig7/SEEEKQcpNGIyIiuHjxIvXq1dMsMzAwoF69eri6uiZqG4aGhpQqVYoXL1580r7Fx6XpHo6sWbOydetWfachhBDiA1Lyx9scHR1xdnbmwoULnDt3jqFDh5IhQwacnJwAcHZ2xsPDgzFjxgAwfvx4zpw5w4MHD7CwsGDUqFHY2NiwevXqlEv6K5GmC46tW7fSsGFDVqxYoe9UhBBCJCAlfxNly5Yt5MiRgylTppArVy6uXLlC48aNNae65s+fn+joaE37rFmzsmrVKnLlyoWfnx8XL16kWrVq3L59O8Vy/loY8Fmja/o1evRohg8fzp49e7h+/ToRERFaty9evFhPmX19KnWOe7aQSBqvBhEfbyQSJe8OuQBgcjj196jPWt/2z+lJXvdhh7GftW+ReqTpHo6+ffsSFBRErVq1qFWrltZtSikpOIQQQohUIk0XHLa2tvpOQQghxEek5BwOkXql6YJDCCFEGiAFhyCNnxYL0KVLF65du0ZoaCihoaFcvXqVzp076zstIYQQ/0nJ31IRqVea7uEYNmwYU6dOZcmSJZw6dQqAGjVq8Ntvv5E9e3a5xLkQQqQG0sMhSOMFx+DBgxkwYAC///67ZtmuXbu4efMmkyZNkoJDCCFSAempEJDGh1Ssra05ffp0nOWnT5/G2tpaDxkJIYQQIj5puuB48OAB7dq1i7P8xx9/5P79+3rISAghRByf8/v04ouRpodUJk6cyObNm6lZs6ZmDkf16tWpV69evIWIEEIIfZAhFZHGC47t27dTuXJlhg0bRsuWLQG4ffs2lSpV4sqVK3rNTQghxH+kp0KQxgsOgEuXLtGlSxd9pyGEECIhUnAI0mDBkSlTJgIDAzX//5DYdkIIIfRIzlIRpMGCw8/PD2tra16+fIm/vz8qnmvmGhgYoJTC2DjNHZ4QQgjxRUpzn8h169bF19cXgDp16ug5GyGEEB8jv6UiIA0WHMePH9f8393dnadPn8bbLl++fCmVkhBCiA+RgkOQxq/D4e7uTo4cOeIsz5YtG+7u7nrISAghRBzKIOkhvhhprofjXbFzNd6XMWNG3rx5o4eMhBBCvM9AejgEabTgmDdvHgBKKaZOnUpISIjmNiMjIypXrizX4RBCiNRCCg5BGi04ypUrB8T0cJQqVYrw8HDNbeHh4Vy9epW5c+fqKz0hhBBCvCdNFhx169YFYO3atQwZMkSutyGEEKmZzMUQpNGCI1bPnj31nYIQQoiPkSEVQRovOAAqVKhAu3btyJ8/P6amplq3/fDDD3rKSgghhIYUHII0flrsjz/+yOnTpylWrBitWrXCxMSEEiVKULduXV6/fq3v9IQQQoD8PL0A0njBMWbMGIYNG8b3339PeHg4Q4YMwd7eni1btvDkyRN9p5dk7u7uDBkyRC/7rlWrFkopsmTJopf9CyG+QHIdDkEaH1IpVKgQe/bsAWLOTsmQIQMA8+fP58iRI0yaNEmP2b3l5OSEhYUFrVq1SlT7ihUrEhwcrOOsUpduzStS+5vC2FhnIywikuv3n7Nk0wmeePoBYJ09Mzvm9453XYfFuzhy7n68t6U3M+F/P35LrQqFyJwxPS9evmbzwcv8feSaVruSdtYMaFudEoWsiY6O5t7jlwyZs52wiEhMjI0Y26sBNSsU4pV/CHOcD3P+5tuCtnPTb7CyzMS8348m072RfAaUrMwv5Wuz9tYFplw4rFlePntuRparSdns1kQpxS0/b7q6bCEsKjLBbVmlz8joCrWpnceW9EbGPAr0Z9TpvVx/5QlA9nTmjC5fm29zFyCzaTrOeT1l4jkXHgX6abYx7pu6tClUkpDICGZfOsY/7rc0tzW1KUpr25L0PvqXDu6JpOncuhK1qhTBJk82wsIjuX7Hg+W/H+fp87fHtHjKj5QrqX1l4x0HrjB3hUui9jGyX31aNirLwrVH2Lr7kmb51t/6YJ1Tu/D/7ffjbPj7HAC5cmRm3E9NKFooF3fdPJm2aB+eLwM0bWePacXeIzc4dib+14YQKS1NFxx+fn6aX4z18PCgZMmS3LhxAwsLC8zNzfWcXdL5+Ph89jaMjIyIiopKhmxSRjn7fGxzucKth14YGxkwoG0NFv3yA+1Hr+NNWCRerwJpMug3rXVa1SlNp6bf4Hr1UYLbHdqpFhWK52fi8n288AmgcikbRnWrh49fECcuPwRiio2Fo1rjvOscc9cfJSoqmsL5cxD930XlWtYphX1BK3pN3kS1MgWYMrApTf4Xk4t1jsy0qF2K7hM26uaO+QylLXPRsXBZbvt6ay0vnz036+q3Y/kNVyaecyFKRVMsa854L6IXK7OpGX816Yyr5xO6u2zlVVgIBTNl5XXY2wvsrazTmojoaPoc3U5QRDi9i1dkQ4MfabBzDaGREdTLW4gWBYvRxWULBTNlZU61Jhx/7o5fWCiZTEwZWa4mnQ9t0tn9kRTlSuRj+77L3HngiZGRIX07fcv8iW3p/JMTb8IiNO12HrzK6k2nNH+/CUu4cHtXzcp2lCiSm5ev4j/TbtWfJ9l16G1xHBL6dp+DutfGxzeIWcuc6dOxBv/rXpvxv+4EoG71oiilUk2xIRf+EpDGh1SOHz9OgwYNANi6dSsLFy5k5cqV/Pnnnxw+fPgja+vH0aNHWbhwIbNnz+bVq1e8ePGCiRMnarV5d0jFxsYGpRRlypTR3J4lSxaUUtSqVQt4OwzSuHFjLly4QFhYGDVq1MDAwIDRo0fz8OFDQkJCuHLlSpyJtE2aNOHu3buEhIRw5MgRChQooNs7IAFDf93OnhO3cPd4xf0nPkxZeQDr7JmxL2AFQLRS+L4O0YpaFew4fO4eoe+88b+vVOHc7D1xk0t3nvHCJ4AdR6/z4MlLihfKpWkzrFNtthy8zPrd53H3eMUTTz8On7tHRGRMwVYgdzaOX3LD3eMV2w5dJVtmcywypQfgl+71WbL5BMFvwuPdv76YG5uw4NvmjD6zn9fh2lfdHV+xHuvuXGT5jbPcf+3DwwBf9jy+Q3h0wgXqgJJVeB4cwKjTe7n66gXPgl5z4sUjngT5A1AwU1bK58jDuDMHufbKk4cBvow9c4B0RsZ8X6AYAHZZLDnj+ZTrrzzZ+eg2gRHh5MsY8w3eoUIdNt69zPPg1HWK+4ipf7Hv6E3cn77iwaOXzFi8j1w5MlO0kJVWuzfhkfj6h2giJPTjz4fs2TIytHc9pizYQ2RUdLxtQkLDtbb7bpFjk9eSff/e5NkLf/YduUmBPNkAyGhuRp8ONXBcmYreA2UOhyCNFxyDBg1i06aYb0TTp0/H0dERKysr/vrrL3r16qXn7BLWrVs3goODqVy5Mj///DMTJkygfv36n73dWbNmMXr0aIoVK8a1a9dwcHCga9eu9O/fnxIlSjB//nw2bNhAzZo1AcibNy/bt29n165dlC1bltWrVzNr1qzPziM5ZExvBkBAcPyXqLcvkJOiBXKy89j1D27n+v3nfFu+EDmyZgSgQrF85MuVlbPXHwOQNXN6StpZ4xsQwqoJ7dm3pB/Lx7ajTJHcmm08ePKSskXyYGZiTOXSNrz0C8I/MJRG1ewJj4jk2MUHyXHIyWpq5QYcfebGqRePtZZbpjOnXI7cvHoTzF+NO3O+7SA2N+zANznzfHB79fPacf2VJ0trtuBC20Hs+a477Qu/LYJNjYwAtIZkFBAeHUXFnHkBuO33klKWuchsakbJbFakMzLmUaAf3+TMQ4lsVjjduZhMR687Gcz/e14GaT8vG3xbjN3rBrJ+QXf6dfoWM9MPdx4bGMD4IU35c8d53J++SrBd51aV2eP8P9bO7UKHFhUxMnw7p8HtkTfflLbBwAAqlrXB7fFLAAZ2q8X2/ZfxTqDXRAh9SfNDKrGUUsyePVuP2STetWvXmDJlCgAPHjxg0KBB1KtXDxeXxI35JmTChAmabZiamjJmzBjq16/PmTNngJiekxo1atCvXz+OHz/OgAEDcHNzY+TIkQDcu3ePUqVKMXr06A/ux9TUFDMzM61lJsZGmh6Bz2VgAMM61+bqXQ8ePov/zbh5rZK4e7zi+v0XH9zW3PVHcehZn92L+hIZGUW0UsxYc4grdz0AyJPDAoA+raqy6M/j3HviTdMaxVkyug0dHdbz1MufncdvYpc/B5tmd8M/MJSxS3aTOUM6+rauxoAZW+jXphoNqtjj4eXPtNUHeekXlCz3Q1I1L1CMEtly0WKPc5zb8me0AGBomRrMuHCUW35etLYtycYG7Wm0c63WfAut9TJZ0LloOVbfOs+yG66UtrRmUsV6RERF8dfDG7i99uVZ0Gt+Ll+LMWf2ExoZQa9iFcmdITM5zWOKvePP3dnhfpOdTbvxJiqSkaf2EBoZwbTKjRh5ag+di5Sjm315/MJCcXA9wP3Xnz+0mJwMDOCnnnW4dvsZ7k/e5nboxG08Xwbg4xtEoQI5GNClJvnzZGXsnJ0JbqtTq0pERUWzdc+lBNts23OJew+9CQgKpWTRPPTv/C2WWTOwZN2/ACxxPsao/g3Y9ltfHjx+ya+/HaJM8bwULpiT5b8fZ8qI5tgXsuLc1UcsWHOEyMj4e1FSggypCEjjBcehQ4fYsGED27dvT1NXG712TXvC4osXL8iZM+dnb/fChQua/9vZ2ZEhQwYOHTqk1cbU1JTLly8DUKxYMc6ePat1u6ur60f34+DgEGdC7qrtrqz+++PrJsaobvWwzWtJv6mb473dzMSYRlXtWfvP2Xhvf1e7hmUpaWfNCMcdePoEULZo3pg5HP7BnL/5BIP/+vj+PnqN3SduAnDv8TG+KZ6f5rVKsmzLSaKiovnV+YjWdsf3aciWg5cpapOTWhXs6Dx2PV2aVWRElzqMXrTr8+6Az2BtnokJFevR5dBmwuIZIjEwiPmG/Me9K2x1i+kduul7hGrWNrSzK8Wcy8fj3a4BBlx/5cmv/91+09ebIhbZ6VS0LH89vEGkiqb/v38zp1oTrrUfSmR0NKdePOLoMzfNPgEWXD3Fgqtv5zoMKV2dUy8eERkdzeDSVWm0cy318trhWKMZzeMpmPRpeJ/62ObPzsCxf2ot3/nOHIuHT3x45RvEoik/ktsqC8+94p6eX9TWirbNKtBz5PoP7m/zrrc9Pm6PfYiMjGJU/was2HCCiMgofHyD+GXG35o2JsZGOE5ow/RF++jWpgohoeF0GLyWeeN/oEXDMvy193JSD/3zydkmgjRecNy8eZOZM2eybNky9uzZw4YNG9i7dy+RkYmbsKUvERHacw6UUhgaxj+6FR0d863k3TdtExOTeNu+e2ZLxowx3yqbNWuGh4eHVruwsLBPT/odM2fOxNHRUWtZ6R+mftY2Y43sWpcaZW3pN30z3gn0FNStVJh0ZibsPXkr3ttjmZkYM6BtDX5ZsJNTV90BePDUhyI2OejU9BvO33yCj3/Mfebu4au17qPnvlhZZop3uxWK5aNgnuxMX32IwR1qcvqqO2/CInE5e4+29ct+4hEnr1KWuciRPgO7v+uuWWZsaEglq3x0tS9P3R2rALjvr9174Pb6FbkzZE5wu96hQXF6HNxev6KJTVHN3zd8vWi6ex2ZTEwxMTTCNyyUHU26cO2/s1jeVyhzNlraFqfZ7nW0syvNWa9n+IaFsvvxHX6t3pQMxqYER6aOuTHDetej2je2DBq3mZevPtyDdet+zPHmtc4ab8FRungesmYx56+V/TTLjI0MGdStNu2+q0Db/qsS2O4LjI2NyJUzs9ZZMrG6/FCZc1cecfehFz8PbMiqP2KK5eNn7lO+VH79FhxCkMYLjqFDhzJs2DDq169Px44dWb9+PVFRUWzbto2NGzdy/Hj839bSkpcvY8Zlra2tNb+AW7Zs2Y+ud+vWLd68eUP+/PkTvB9u377N999/r7WsSpUqH912eHi41g/mAckynDKya11qVbBj4IwtvHjn9L73Na9VkhOX3PAPDP3g9oyNDDExNtKcbRIrOloROxT+4mUA3r5B2Fhn1WqTP1dWXK+5x9mmqYkRo7rVZcLyvUQrhZGhAQb/dZMYGxliaKjfb3KnXjym4c41Wst+rdYUt9ev+O3mWZ4E+eMZEohtFkutNgUzZ+Nfj4cJbvfiSw9sM2eLs45HUNzHKTAi5rlRIFNWSlnmYt6VE/Fuc0aVRky7cISQyAiMDAww+a/oNvnv/jQySB3fiof1rkfNynYMnrCZF94fv6Bg4YI5AHiVQMF84N9bXLimfZ0gx/E/cODYLfYcuZHgdu0K5iQqKhr/1yFxbrPJk40G3xajx4iYXhMjQwOMjf67H431/7yUyZ8C0vikUYjpHTh06BA9evTAysqKfv36UalSJY4cOfLxldOAN2/e4OrqyujRo7G3t6dmzZpMmzbto+sFBQUxd+5c5s+fT9euXbG1taVcuXIMGjSIrl27AvDbb79RuHBh5syZQ5EiRejQoQPdu3fX8RHFb1S3ujSuZs+E5XsJfhNOtizmZMtijpmJdk2cN6cF5Yrm5Z9/439j3jy7O7Uq2AEQ/Caci7efMrhDTcrb58U6R2aafVucJjWK8+87Ez037j1Pu4blqFuxMHlzWtDvh2rY5M7GzmNx99GzRRVOX3Xn3n8T9K7ee07tbwpjly87bRuU5dr958l1lyRJcGQ49/x9tCI0MgL/sDfc+69XY+XNc3S3r0CT/EWxyWTB8LLfUihzNjbffzs0sLHBj3QtWl7z95pb5ymXIzcDS1bBJpMF3xcsRofCZVh/9+0chKY2RalilY98GbPQIJ8dGxr8yMGn9znx4lGcPNsXLsOrsFAOP3MD4IK3B1Vz2VAue256Fa/IPX8fAiI+rycuOYzoW5+GtYoxef4eQkLDyWZhTjYLc0z/mxSa2yoL3dpWoaitFblyZKZ6xUKM+6kpl28+xe3x2x6hjYt6ULNyzPMyIOgN7k98tCIyKppX/sGanosSRaxp+1157ArkILdVFhrULMZPPepw8PhtAoPj3i8/D2jIYqejmrNYrt95TvMGpbHJk43GtUtw/Y5+n5dyloqANN7D8S4rKyvat29P586dKV26NOfOndN3SsmmZ8+erFmzhosXL3L37l1+/vnnOHMz4jN+/HhevnyJg4MDtra2+Pv7c+nSJWbMmAHA06dP+eGHH5g/fz6DBw/m3LlzjBkzBicnJ10fUhxt/huK+G1sO63lU1buZ8+Jt0MnzWuVwNs3kLM3HsW7nQK5s5HR/O1v6oxbuof/tavB5AFNyZwxHZ4+Afy29STbD7/9cN104DKmJsYM7VSbzBnTcf/JS36avQ2P977N2ua1pH7lInQe97tm2ZHz9yhfLC8rxv3I4xd+TFi2N6l3QYpZe/sCZkZGjK9YFwvTdNz2e0lnl82aU1wBbDJlJVu69Jq/r73ypN/Rv/m5fC2GlKnO08DXTLlwROvCXTnTZ2TcN3XJni4D3qFBbH94k8XXTvG+7OnMGVSqKq33bdAsu/rqBatvnWNtvTa8Cg1hxKk9ujn4T9SqcVkAlkxrr7V8+uJ97Dt6k8jIaL4pbUO77yqQzswEb59A/nW9h/O2M1rtbfJaas5wSYyIyCjq17Cn54/VMDU24rl3AJt3XWDzzrhn8rRoWBrf1yGcvvi2h2rN5tNMGtqMlbM7cfbyI7bv0+9wikwaFQAGpOEaMlOmTPzwww907NiR2rVr8/DhQzZu3MjGjRt5+DDh7uHU7vnz54wfP541a9Z8vHEqUanzPH2n8MXwapDwdUXEp8m7w0jfKXwRTv096rPWt52b9PeHhyNHfNa+ReqRpodUvLy8mD59Ojdu3KBq1arY29szderUNFtspE+fnvr162NlZcXNmzf1nY4QQiSPFB5SGThwIO7u7oSGhnLmzBkqVqyYqPV+/PFHlFL8/fffH28sPlmaLjh++ukn7OzsGD58OBcvpv6LBn1M37592bRpEwsWLNBcO0MIIUTitWvXDkdHRyZPnkz58uW5evUqBw4cIEeOHB9cz8bGhrlz534RJxukVmm24DAwMGDp0qXkyfPhKySmJQsXLiR79uyMGCFdiEKIL4eBSnp8quHDh7Nq1SrWrVvH7du36d+/PyEhIfTs2TPBdQwNDdm4cSMTJ05Msz3kaUGaLTiUUty/fx9LS8uPNxZCCKE/n/Hz9KampmTKlEkrTE1N492NiYkJFSpU0Lpqs1IKFxcXqlatmmB6EyZMwNvbm7Vr1yb7oYu30mzBATB69Gh+/fVXSpQooe9UhBBCJOQz5nA4ODgQEBCgFQ4ODvHuJnv27BgbG+Pl5aW13MvLi1y5csW7TvXq1enVqxd9+vRJhgMVH5KmT4tdv3495ubmXL16lfDwcEJDtS8EJb0fQgihf59zWmx8Vzb+3Kslx8qYMSO///47ffr04dWrhH9ETySPNF1wDB06VN8pCCGE0KH4rmycEB8fHyIjI7GystJabmVlhadn3EvsFypUiIIFC7Jr19vfP4r9mYmIiAiKFi0qczqSUZouONav//CPHwkhhEgFUuhqTxEREVy8eJF69erxzz//ADEnGNSrV48lS5bEaX/nzh1KliyptWzatGlkypSJIUOG8PTp0xTJ+2uRpgsOAFtbW3r06EGhQoUYMmQIL1++pHHjxjx58oRbtz78415CCCF0LyWvNOro6IizszMXLlzg3LlzDB06lAwZMmiuoOzs7IyHhwdjxowhLCwszjWP/P39AeRaSDqQpieN1qxZk+vXr1O5cmVat26t+YXUMmXKMHnyZD1nJ4QQAkjRC39t2bKFkSNHMmXKFK5cuULZsmVp3Lgx3t7eAOTPnx9ra+vPPiTx6dJ0D8esWbMYN24c8+fPJyDg7a9WHjlyhEGDBukxMyGEEBop/AMaS5cuZenSpfHeVqdOnQ+u26NHD12kJEjjBUepUqXo2LFjnOXe3t5kz55dDxkJIYR4n/x4m4A0PqTi7+8fb9dYuXLl8PDw0ENGQgghhIhPmi44Nm3axOzZs7GyskIphaGhIdWqVWPu3LlyBosQQgiRiqTpgmPMmDHcuXOHp0+fkjFjRm7dusXx48c5ffo006ZN03d6QgghIMV/LVakTml6DkdERAR9+/ZlypQplCpViowZM3L58mUePHig79SEEEL8R+ZwCEjjBUesZ8+e8ezZMwwNDSlVqhQWFhaac6mFEELomRQcgjQ+pDJ//nzNTw4bGhpy7NgxLl26xNOnT6lVq5aesxNCCAHIkIoA0njB0aZNG65evQpA8+bNsbW1xd7envnz5zN9+nQ9ZyeEEEKIWGm64MiePbvmB3maNm3Kli1buH//PmvXrqVUqVJ6zk4IIQTEzOFIaogvR5ouOLy8vChevDiGhoY0btyYQ4cOAWBubk5UVJSesxNCCAHIkIoA0vikUScnJ7Zs2cKLFy9QSuHi4gJA5cqVuXPnjp6zE0IIAdJTIWKk6YJj8uTJ3Lhxg3z58rF161bCw8MBiIqKYtasWXrOTgghBCA9FQJI4wUHwF9//RVnmVxlVAghUhEpOARpfA4HQN26ddm1axcPHjzgwYMH7Nq1i3r16uk7LSGEEEK8I00XHAMGDGD//v0EBgaycOFCFi5cSEBAAHv37mXgwIH6Tk8IIQRyloqIkaaHVMaMGcOwYcNYunSpZtnixYs5deoUY8aMYdmyZXrMTgghBCBDKgJI4z0cFhYW7N+/P87ygwcPkiVLFj1kJIQQIg45LVaQxguOnTt30qpVqzjLW7Rowe7du/WQkRBCiPfJkIqANDikMnjwYM3/b926xdixY6lduzaurq4AVKlSherVqzNv3jx9pSiEEOJdUjgI0mDBMWzYMK2//fz8KF68OMWLF9cs8/f3p2fPnvJ7KkIIIUQqkeYKDltb2zjLLC0tAXj16lVKpyOEEOIjZGhEQBqew5ElSxaWLFnCy5cv8fLywsvLi5cvX7J48WKZMCqEEKmJTBoVpMEeDoCsWbPi6upKnjx52LhxI7dv3wagePHidO/enXr16lGtWjX8/f31m6gQQggpHASQRguOCRMmEB4eTqFChfD29o5z28GDB5kwYQLDhw/XU4ZCCCFiGeg7AZEqpMkhlZYtWzJy5Mg4xQbE/GT9zz//HO/pskIIIfRAhlQEabTgsLa25ubNmwnefuPGDXLlypWCGQkhhBDiQ9JkweHj40OBAgUSvL1gwYL4+vqmXEJCCCESJBf+EpBGC44DBw4wffp0TExM4txmamrK1KlT473kuRBCCD2QIRVBGp40euHCBe7fv8/SpUu5c+cOBgYGFCtWjIEDB2JmZkaXLl30naYQQgiQwkEAabTg8PDwoGrVqixbtoyZM2diYBAzB1opxaFDhxg0aBDPnj3Tc5ZCCCFAhkZEjDRZcAA8evSIpk2bYmFhQeHChQF48OABfn5+es5MCCGEFik4BGm44Ijl7+/P+fPn9Z2GEEIIIT4gzRccQgghUjcZUhEgBYcQQghdk4JDIAWHEEIIHZMeDgFScIhkknmjq75T+GJku1hY3yl8MXYc3qTvFL4I6f7+zA1IwSFIoxf+EkIIkYak8IW/Bg4ciLu7O6GhoZw5c4aKFSsm2LZVq1acP38ePz8/goKCuHz5Mp07d07ajsUHScEhhBDii9GuXTscHR2ZPHky5cuX5+rVqxw4cIAcOXLE297X15fp06dTtWpVSpcujZOTE05OTjRs2DCFM//yScEhhBBCpz7nt1RMTU3JlCmTVpiamia4r+HDh7Nq1SrWrVvH7du36d+/PyEhIfTs2TPe9seOHWPHjh3cuXOHhw8fsmjRIq5du0aNGjV0dXd8taTgEEIIoVufMaTi4OBAQECAVjg4OMS7GxMTEypUqICLi8vbXSuFi4sLVatWTVSqdevWpWjRohw/fjyJBysSIpNGhRBC6JSBSvqs0ZkzZ+Lo6Ki1LCwsLN622bNnx9jYGC8vL63lXl5e2NvbJ7iPzJkz4+HhgZmZGVFRUQwcOFCraBHJQwoOIYQQuvUZZ6mEh4cTHh6efLnEIzAwkLJly5IxY0bq1auHo6MjDx8+5NixYzrd79dGCg4hhBA6lVLX4fDx8SEyMhIrKyut5VZWVnh6eia4nlIKNzc3AK5evUqxYsVwcHCQgiOZyRwOIYQQX4SIiAguXrxIvXr1NMsMDAyoV68erq6Jv1aQoaEhZmZmukjxqyY9HEIIIXQrBS/85ejoiLOzMxcuXODcuXMMHTqUDBky4OTkBICzszMeHh6MGTMGgNGjR3PhwgXc3NwwMzOjadOmdOnShQEDBqRc0l8JKTiEEELoVEpe2nzLli3kyJGDKVOmkCtXLq5cuULjxo3x9vYGIH/+/ERHR2vaZ8iQgWXLlpE3b15CQ0O5c+cOnTt3ZsuWLSmX9FfCALnorEgG9Q3a6DuFL4axvVzaPLnIpc2TR7rc7p+1fsWu85K87vn1Iz5r3yL1kB4OIYQQOiU/3iZACg4hhBC6JgWHQM5SEUIIIUQKkB4OIYQQOiVDKgKk4BBCCKFrn3Fpc/HlkIJDCCGETkkPhwApOIQQQuiaFBwCKTiEEELomEH0x9uIL5+cpSKEEEIInZMeDiGEELolQyoCKTiEEELomEwaFSAFhxBCCF2T02IFUnAIIYTQMenhECAFhxBCCF2TgkMgZ6kIIYQQIgVID4cQQgidkiEVAVJwCCGE0DWZNCqQgkMIIYSOSQ+HACk4hBBC6JoUHAIpOIQQQuiY9HAIkLNUhBBCCJECpIdDCCGEbkVLF4eQgkMIIYSuSb0hkIJDCCGEjskcDgFScAghhNA1uQ6HQCaNCiGEECIFSA+HEEIInZIhFQFScAghhNA1KTgEUnAIIYTQMQOZwyGQgkMIIYSuRes7AZEaSMEhhBBCp6SHQ4CcpSKEEEKIFCA9HEIIIXRLOjgE0sOR5hw9epT58+dr/nZ3d2fIkCGav5VStGjR4rP24eTkxN9///1Z2xBCCA2lkh7iiyE9HKmMk5MTFhYWtGrVSrPshx9+YMOGDYwdO5bWrVsTERGhxwxTjqGhIV0mtaVep5pky2XBq+e+HHT+l43T/vrgenU71qDdqBbkKWxN8OsQzu+/zMpRvxPoGxSnbe0fqzH2z2Gc2nGOSa1/1SxvM6I57UbFFG5b5uxgm+NuzW32lewYvLQPg6s4EB2V+mbDlaxQgDY9v8WuRB4sc2ZmyuDfcT18W6tNPtsc9BzemFIVC2JkZMgTN2+mDd3Iyxev491mtfol+LFvLXLnt8TY2AiPJz5sdzrJkV1XNG323ZoR77qr5+7jr7UnMDExYsjU1lStWwxfnyCWTv2HK65umnY/9PyWnNYWLJ++6/PvhGTS+EdjnnsZxFn+Y8soxg59+9grBQN/MeLUOUMWTI2k7rcJf1CWrm0S7/Jh/aPo0T5mm7fuwYIVRty8Y4ChEdSvqRg1MApz85i2rwNg7Ewjzl82wCYvTP4lkmKF325r+gJD8lpDtx9Tx/NTrsMhQAqOVK9Xr14sXbqU/v37s27dOn2nk6J+/KUFzfs3ZE73pTy++ZQi3xRi5NqBBL8OYcfiffGuU6JaUX52Hsxvw9dxZtdFLPNkY8jyPgxf2Z/JbeZqtbWyyUHfX7ty7fgtreUFS+Wn2+QfGd98FgYGMHWXAxcOXuPRjScYGhkyZHlf5vdbkSqLDYB05qY8vOvJwe0XGb+4c5zbrfNlY+6Gfhz46wIblroQEhRGfruchIdFJrjNwNchbF7xL0/dXxIZEUWlWvYMn/4D/r7BXDp1H4CONbULjm++LcLQqa05dfAGAE3aVaJwiTwM6/gbFb8twi9zfqTDtzHrWOXJSuM2FRnSdmly3Q3J4o8VkURHvf37gbsBfUca07CW9ifohm2GGMStS+J15C/tLwwnzxkwcY4RDWrGPJ+8faDvCGMa1YnGYUgUwSEGzFliyLhZRjhOiUlm1QZDQkJg86pItvxjyORfjdi0Mua2qzcNuH7LgNGDo0g1UrinYuDAgYwaNYpcuXJx9epVBg8ezPnz5+Nt27t3b7p27UrJkiUBuHjxImPGjEmwvUg6GVJJxUaNGsXixYtp3769pth4f0jlY/LmzcvmzZvx8/Pj1atX7NixAxsbG83thoaGzJs3Dz8/P3x8fJg9ezYGiX3n1LHiVYtyeucFzu29hNfjl5z46wwXD16laEW7BNcpVrUIXo+82bF4H56PvLl56g57Vh6iaCXtdQwNDXHY8BPrJ23B86G31m357PPgfu0xV47e4PKRGzy89pj89rkBaDfqe66fuM29C26kVhdO3GP9okOcPnwr3tu7DWnI+eN3WTtvP263X/DiqS9nj97htW9wgtu8ft6d04dv8fThS1489eWfDadxv+dJifJvn0t+PkFaUaVuca6dc8fzmR8Q06ty5shtnjzwZtcfZ7CwzEiWrBkAGDShBU7z9hMSHJaM98Tny2YB2S3fxjFXA/LlVnxT9u0H6J374LzZkCk/J+4D/t3tZbeEoycNqVhOkTfmKcZxVwOMjWHs0GgK5oeS9opxw6NwOW7Ik2cxbR4+NqBxXUWBfNCmeTQPn8S8ZiMiYZqjEeOHR2NklJz3xOcxiE56fKp27drh6OjI5MmTKV++PFevXuXAgQPkyJEj3va1a9fmzz//pE6dOlStWpWnT59y8OBBcufO/ZlHLd4nBUcqNWvWLMaPH893333Hjh07krQNY2NjDhw4QGBgIN9++y3Vq1cnKCiI/fv3Y2IS0607YsQIunfvTs+ePalRowbZsmXTGs7Rp1uudylXtyR5ClsDYFvahpI17Dm//3KC69x2vUeOfNmp1KQcABY5s1Dzh6qc26e9TucJbfDzDmD/2iNxtvHo+hPyFMlNjnzZyZk/O3mLWPPoxlOsba1o1L0OTuP+TMajTFkGBgZUrFUUj0c+TFvZnT9PjGH+pgFUrVfsk7ZTtkoh8hbIwY0Lj+K93cIyI5VqFuXAXxc0yx7ejSlQTM2MqVCjMK+8A3jtF0yd78oQHh6ZYIGUWkREwJ5DhrRsGq3pzQh9A6OnGTN2aBTZLT99m6984cQZA1o1ffvJGh5hgIkxGL7z7pzONObfy9djdly0kOLcZQMiI+HUOUOK2MYUQE5/GvJN2WhK2H+9YxjDhw9n1apVrFu3jtu3b9O/f39CQkLo2bNnvO07d+7M8uXLuXr1Knfv3qV3794YGhpSr169FM78yydDKqlQkyZNaNmyJXXr1uXo0aNJ3s6PP/6IoaEhvXv31izr0aMH/v7+1K5dm0OHDjF06FBmzpypmSTav39/GjVq9MHtmpqaYmZmprXMJNyYiPCEu+STYtOsHZhnNmft7QVER0VjaGSI07g/OfLHyQTXuXn6LrM6L2TspmGYpjPB2MQY150XWPy/1Zo2Jarb07hnXfqXGxXvNp7c8cBp7B/MPjgegLVj/uDJHQ9mHxzPql828E2jsnSZ2JaoiCiWDXXi+onb8W4nNbKwzIB5BjPa9a6F86JDrHU8QIUahRm3sBOju6/h+gX3BNc1z2jGhn9HY2JiTHR0NEun7uSy64N429ZvUY7QkDBOHbqpWXZw+wUKFsnFil1DCfALYebwP8mYJT1dBtXn5+6r6fpTA2o1Lc2LJ6+YP247r7wDkv34P8eRkwYEBkGLxm+Lg1+XGlKmhKJOjaR9wP9zwBBzc6j/zpyPSuWimbvUEKdNhnT+IZrQN7BgZUx3xUtfA0DRs2M00+Yb0ayTMblzKSb/HMXjZ7DrgCG/L41k6jxDTl8wpERRxcSRUWTK+FmH/vk+Y0glvvebsLAwwsPD47Q1MTGhQoUKzJw5851dK1xcXKhatWqi9mdubo6JiQm+vr5JzlnETwqOVOjatWtkz56dyZMnc+7cOYKDE+7q/pAyZcpgZ2dHYGCg1vJ06dJRqFAhzp49S+7cuTl79qzmtqioKC5cuPDBYRUHBwcmTZqktWz95C38PnlrkvJMSK12VanbsQYzOy3k0c1n2JUtwID53Xn13I9D64/Fu07+YnkZuKAHG6Zu48KBK1haZ6XPnC4M+a0vjr2Xkz5jOn5ZP5j5fX8j4FVgvNsA2L3iELtXHNL83aBrLUIC33DL9R5OdxYyqNJosue1ZOyfQ+li+79kL7Z0JfZxdT1ymx3rTwHw8M4Lipe1oemPlT5YcIQGh/O/1otJb25G2SqF6PNzU1489eX6+bjrNGz9DUd3X9W6X6Iio1k2badWu2HTf+CfDa4UKmZN1XrFGdhqEW171aT/mO+YPvSP5DjkZPP3XkOqV1bkzB7z99FTBpy7ZMiWVUl/7HfsNaRZ/Wje/Ty1KwhTHaKYu9SIRSsNMTSCjq2jscyqMPzvZZkpI8werz2E02uYEcP7R7HHxZBnLwzY+Xskk381YsV6Q0YO1PN8o8/ocInv/WbSpElMnjw5Ttvs2bNjbGyMl5eX1nIvLy/s7e0Ttb/Zs2fz/PlzXFxckpyziJ8UHKmQh4cHbdq04ejRo+zfv58mTZoQFBT3DIuPyZgxIxcvXqRTp05xbnv58mWS85s5cyaOjo5ay2qEN0vy9hLSZ04XNs/ewb+bTwPw6MYTctpkp/3oVgkWHB1Gt+LmqbtsnRvzweZ+/QmhwWEsODGVdeP+JKuVBdYFczJ152jNOgb/vYvvD99ED/shvHio/WaV2TITXSa0ZXitCRSrXJhn917g8cATjweeGJkYk6dIbh7deJLsx68LAf4hREZE8cRNe97K04feFC9f4IPrKqV48STmW9/DOy/IZ5uDH/vUilNwlKhQgHy2OZg54sNDT6Ur2WJTKCcLx2+n18gmnD9+l7DQCI7vv86v6xP3bTSlPPeEMxcNmD/l7Yf8uUsGPH0O1b/TfhsdPtGI8qUUaxd+eE7HxWsGPHpqwK8T4xYDzeormtWP5JUvpE8HGMDvWw3Jmzv+T+4d+wzInBHq1FAMG29InRoKE2NoWDuapU5G6Pva4p9zpdH43m/CwnQz1+eXX36hffv21K5dW2f7+JpJwZFKPXnyhFq1ammKjsaNG39y0XHp0iV+/PFHvL294/RyxHr+/DmVK1fmxIkTABgZGVGhQgUuXbqU4HbDw8PjdGdGGCT/N/x05mZER2u/UUVHRWNomHDvi5m5KVGR2m+usWeTGBgY8OSOB31KDde6vfvU9phnSs+yoU68fPoqzjYHOHbnrwW78fHwpWhFO4xN3s7GMzI2xMgo7UyFioyI4t6NZ+QtmF1reZ4C2fF+7v9J2zI0NMDENO5bSKPWFbh34xnudz0TXNfE1Jj/jf+eOT9vJjpaYWj09iwPY2OjDz7G+rBjnyHZLODbKm+fj706RtO6mfZz7YeeJoz6XzS1qn38A/7vPYYULxJN0YTnQGOZ7b+2ew0wNYUqFeJ+cPv6w2/ORjgvjnkNRkVD5H8vx8hItM6y0ZvPKDjie79JiI+PD5GRkVhZWWktt7KywtMz4ecjxMxnGz16NPXr1+f69etJzlckLO28U36Fnj17Ru3atcmZMycHDhwgU6ZMn7T+xo0b8fHx4Z9//qFGjRoUKFCAWrVqsXDhQvLkyQPAwoULGT16NC1atKBo0aIsW7YMCwsLHRzNpzuz6yIdx7SmUtPyWNnkoHrLSvwwrDmndpzTtOk5oyM/rxv0dp3dF6nRuhLf9W9IroI5KVGtKP9b2IPbZ+/z6oUfEWERPLr5VCuC/UMICQzl0c2nREZoF07l65cmTxFrdi49AMDd8w/IZ5+Hio3L0rRPfaKjonl693nK3CGJlM7cFFt7a2ztYybbWuXJhq29NTmsswDw19oT1GxSisZtvsE6fzaad6xC5dr27Nl0RrONETPb0H1YQ83f7frUolxVO3LlzUo+2xy07l6Dus3LaV2HA8A8gxnfNiqlNVk0Ph0H1OH88bu43X4BwK3Lj6nWoAQFiuSieccq3Lr8ODnuimQRHQ3/7Dfk+0bRGL9TX2W3hMK22gFgnVOR1/ptu++7GHP4hHYBFRQMB48Z0LpZ/B/Ef2435NY9ePQUNv1tyMyFRgzpE03meN4C5iwxolu7aKz+OwmjbEnF7oMGPHwM23YbUrZUKjh9O/oz4hNERERw8eJFrQmfBgYG1KtXD1dX1wTXGzVqFOPHj6dx48ZcvHjx03YqEk16OFI5Dw8PateuzdGjRzlw4ECcyVMfEhoaSs2aNZk9ezbbt28nU6ZMeHh4cPjwYQICYibkzZs3D2tra5ydnYmOjmbt2rX8/fffZMmSRVeHlGhLflpD96nt+WlpbyxyZuHVc1/2rDzEhinbNG0sc2UlZ/6339YPOv9L+kzpaPG/xvSb25Vg/2AuH7nB6tEbP3n/pulMGbS4F9Pbz0f99w3Nx8OXpT+tYeTa/xERFsGc7ksJf5O4b18ppXCJPMxx7qP5u9/omOGuQ39fxHHsX5w+fIslk/+hXZ9a9B/TnGePXjJt6B/cvPT2Qz6ntQXqnd6ldOlN+d+E78lulYXwsAiePnzJr79s4fh+7W+CtZqWBgP4d8/VBPOzsbPi28al+F/rxZplJw/coHTFgsz9vS/P3F8y++fNn30/JJczFw144WVAy6ZJ++B+9NSA9zsn9x8xAAVN6sW/zet3DFi2zpiQUCiYH8aPiKJ5w7jFyalzBjzxgBlj3m6nQ6tobt01otMAY0raK/p3SwUFRwpydHTE2dmZCxcucO7cOYYOHUqGDBlwcnICwNnZGQ8PD8aMGQPAzz//zJQpU+jYsSOPHj3S9I4EBQUlef6ciF/MlGchPlN9gzb6TuGLYWxf+OONRKLsOLxJ3yl8EdLlTngycWI0/GZSktc9eOHT1/3f//6nufDXlStX+Omnnzh3LqZn9OjRozx69IgePXoAMT8PUaBAgTjbSGhiqkg66eEQQgihWyl8pdGlS5eydGn8V62tU6eO1t8FCxZMiZQEUnAIIYTQNfkRNoEUHEIIIXTt65pGIhIgBYcQQgid+pzrcIgvh5wWK4QQQgidkx4OIYQQuiU9HAIpOIQQQuiaFBwCKTiEEELomhQcAik4hBBC6JqcpSKQgkMIIYSOyVkqAuQsFSGEEEKkAOnhEEIIoVvSwyGQgkMIIYSuRUvBIaTgEEIIoWvSwyGQgkMIIYSuScEhkIJDCCGErknBIZCzVIQQQgiRAqSHQwghhG7JpFGBFBxCCCF0TcmlRoUUHEIIIXRN5nAIpOAQQgihazKkIpCCQwghhK5JD4dAzlIRQgghRAqQHg4hhBC6JT0cAik4hBBC6JoUHAIpOIQQQuhatJwWK6TgEEIIoWvSwyGQgkMIIYSuScEhkLNUhBBCCJECpIdDCCGEbsmFvwRScAghhNAxJb+lIpCCQwghhK5JD4dACg4hhBC6JpNGBVJwCCGE0DW5DodAzlIRQgghRAqQHg4hhBC6JUMqAunhEEIIoWMqOjrJkRQDBw7E3d2d0NBQzpw5Q8WKFRNsW7x4cbZt24a7uztKKYYMGZLUwxQfIQWHEEII3VIq6fGJ2rVrh6OjI5MnT6Z8+fJcvXqVAwcOkCNHjnjbm5ub8/DhQ0aPHs2LFy8+90jFB0jBIYQQQreiVdLjEw0fPpxVq1axbt06bt++Tf/+/QkJCaFnz57xtr9w4QI///wzmzdvJiws7HOPVHyAFBxCCCF0S0UnOUxNTcmUKZNWmJqaxrsbExMTKlSogIuLy9tdK4WLiwtVq1ZNqaMVCZCCQwghRKrl4OBAQECAVjg4OMTbNnv27BgbG+Pl5aW13MvLi1y5cqVEuuID5CwVIYQQOqU+40qjM2fOxNHRUWuZDH2kTVJwCCGE0K3P+C2V8IhwwsPDE9XWx8eHyMhIrKystJZbWVnh6emZ5BxE8pAhFSGEEDqlolWS41NERERw8eJF6tWrp1lmYGBAvXr1cHV1Te7DEp9IejiEEELoVgr+WqyjoyPOzs5cuHCBc+fOMXToUDJkyICTkxMAzs7OeHh4MGbMGCBmomnx4sUBMDU1JU+ePJQpU4agoCDc3NxSLO+vhZKQ+BrC1NRUTZw4UZmamuo9l7Qccj/KfZna43//+5969OiRevPmjTpz5oyqVKmS5rajR48qJycnzd82NjYqPkePHtX7cXxpYfDff4T44mXKlImAgAAyZ85MYGCgvtNJs+R+TD5yX4qviczhEEIIIYTOScEhhBBCCJ2TgkMIIYQQOicFh/hqhIWFMWnSJLlo0GeS+zH5yH0pviYyaVQIIYQQOic9HEIIIYTQOSk4hBBCCKFzUnAIIYQQQuek4BBCCCGEzknBIYQQQgidk4JDCCGEEDonBYcQSVCtWjUsLCz0nUaqV65cOX2nkKaZmZkBMT+xLkRaJwWHEJ+oXLlynDhxgp9++onMmTPrO51Uq1evXly4cIEmTZroO5U0qWvXrqxZs4asWbOilJKiQ3wR9P6TtRISaS0GDhyowsPD1bhx45SFhYXe80mNkS1bNrVw4UIVGhqqmjVrpvd80lpMmDBBnT17Vi1ZskRlzZpVAcrAwEDveUlIfEboPQEJiTQTRkZGmjf9fv36qcjISDVixAiVLVs2veeWGiNdunRq9uzZKiwsTNWpU0fv+aSlMDQ0VMOGDVNHjx5VK1asUFmyZFEgRYdE2g0ZUhHiE0RFRaGUokGDBvj5+fHy5UumTJlCv379yJIli77TS3W6du1KQEAAxsbG7N69m0aNGuk7pTTB2NiY6Ohodu7cybVr16hXrx5Tpkwhc+bMMrwi0jS9Vz0SEmkpmjRposLDw9WwYcPUTz/9pBYuXKiioqLU2LFjNd9CJVAzZsxQHh4eqkePHsrBwUHt3btXhYWFqSZNmug9t7QQ7dq1U+fOnVN///23un//vvL19VVLly7VDOFJT4dEGgy9JyAhkWbC0NBQ/fXXX2rt2rVay4cMGaKioqLU6NGjZXgFlJWVlbp+/brq3LmzZlnu3LnVihUr1Js3b1T9+vX1nmNqDnt7e+Xt7a169+6tMmbMqAA1ffp0debMGbV06VKVOXNmBVJ0SKS50HsCEhJpJgwMDNSBAwfUwoULFWjP6Vi5cqXy8/NTEyZM+Op7OvLly6cCAgJU69attZbb2tqqW7duKX9/f9W8eXO955lao1atWur58+eqcOHCmmWmpqZq1qxZyt/fXzk6OmomkkpIpJWQORxCfAKlFJcuXaJt27ZYW1sTFRWFoWHMy+jJkycEBQXx008/YWxsrOdM9evp06ccOXKETp06kT17ds3yhw8fcvPmTfz9/RkxYoQeM0zdAgMDCQ4OJl++fAAYGhoSHh7O2LFj8fX1pX379kyYMEHmcog0RQoOIT4if/78lChRgjJlygDg6OjIvXv32Lx5s6boAMicOTP9+/enUKFCvHr1Sp8pp5h3P/BsbGwoVaoU2bJlA2DTpk3ky5eP4cOHa65XYm5ujrGxMb1796Z27dr6SDlNuHHjBv7+/owbN45cuXIRHR0NQLZs2bh27RqrV69m7ty5KKX0nKkQn0bv3SwSEqk1WrZsqa5cuaLc3NzUmTNn1N69e5WxsbGqV6+eOnTokPL29lbOzs5qz549Kjg4WBUrVkzvOesjpk6dqs6dO6dev36t9uzZo2bPnq0ANXr0aHXmzBl17do1tXz5cnX+/Hl18eJFZWhoqEDmIMRGnTp11Lx589T27dvV4MGDlampqbK2tlZPnz5VR44cUc2bN1elS5dWM2bMUKdOnVKWlpZ6z1lCIgmh9wQkJFJl1KlTRwUFBam+ffuqbNmyqXbt2qmoqCjVqVMnBaj8+fOrsWPHqj/++EOtXr1alShRQu856yNGjx6tvL29Vd26dVW2bNnUxo0bVUBAgCpevLgCVP369dWcOXPUtm3b1JIlS5SxsbECNEXH1x4tW7ZU/v7+as2aNWrcuHEqNDRU/fXXXypjxowqd+7c6tSpU+revXvq2bNn6tGjR6p8+fJ6z1lCIomh9wQkJFJlTJo0Sf36668KUHny5FGPHj1Sixcv1nteqSkyZ86sDhw4oH788UcFqAYNGqjAwEDVq1evOG2NjIzi/f/XHHnz5lXXr19XAwYM0Czz8/NTc+bM0fT+mJiYqMKFC6sKFSooKysrvecsIfEZofcEJCRSZWzevFnNmTNH5cyZUz158kT99ttvmtvat2+v+vTpo/ccUzreHQKxsLBQ6dKlU6dOnVJlypRR3333nQoICFD9+vVTEPNB2atXL1WjRg29550aokePHuqbb77RWpY/f3519uxZZWxsrGxtbdWzZ8/UihUrNLdXrFhR73lLSCRj6D0BCYlUGYMGDVLbt29XT58+VStXrtQsNzU1VcuXL1fTp09Xpqames9TH7Fo0SK1Zs0alSdPHnXy5Em1e/du5ePjo/r3769pY2trq/bv36/atm2r93z1HcbGxsrHx0dduXJFlSlTRrPc3t5ePX36VDVr1kzdv39frVixQjPUVKpUKbVz506t9hISaTz0noCERKqIPHnyqJw5c2quoVG6dGnl5uamHj16pEqVKqUg5rdBpk2bpp4+fap1jYSvKQoUKKCuX7+u6bn49ttvlb+/v9qzZ4+CmLkZmTJlUrt371ZHjhz56udqxF64K0OGDOrWrVvqwoULqmzZspr7ZfXq1SosLExt375da71p06YpV1dXlStXLr0fg4REMoXeE5CQ0Hu0bNlSPX36VN24cUNduHBBM+GxUqVK6uXLl+rUqVPq/PnzaseOHcrT01OVLVtW7znrIxwcHJSTk5NauXKl1jyMXr16qaioKOXi4qJcXFzUv//+q65cufLVTxD93//+p6ZOnary5cunAGVubq7u3r2rKTog5iJfR44cUa6urqpJkyaqWbNmat68ecrf319T6EpIfCGh9wQkJPQaBQoUUG5ubmrgwIGqe/fuavv27SogIEBVq1ZNAapEiRKqT58+asmSJapPnz7K1tZW7zmnVLw7Z8PQ0FBNmTJFRUVFKVdX1zintJYvX17Nnj1b/frrr2rAgAGaguRrniA6Z84c9fz5c/XLL7+ovHnzKnhbdFy6dEmVLFlSAapx48Zqw4YNKjg4WF25ckUdPnxYig2JLzH0noCEhF4jd+7caubMmZq/c+bMqTZu3KgCAwNV1apV9Z5faojYy2ibm5urYcOGqcjISDV48GDN7Qn1YHytPRuxhQSgxowZo548eaIcHBziFB2XL1/WOp26QIECKmPGjJphGAmJLyz0noCEhF6iYcOGav78+WrHjh3q4MGDKlOmTJrbcuTIoTZu3KhevXqlqlevrvdc9Rl9+vRRDx8+VPb29gpQZmZmauzYsSoqKuqrPFPnYzFw4EC1bds2rYtzTZo0KcGi49KlS6pMmTJyETSJryH0noCERIpH/fr1VUhIiDp48KA6efKkevPmjWrRooVWmxw5cqidO3eqJ0+eKDMzM73nrK+wsLBQt2/fVufPn1dFixZVEHOmzpgxY1RkZKTq3bu33nNMDRFbMFSrVk3Z2dkpQGvC58SJE+MtOm7evKnc3NxkCEXiawi9JyAhkaKRPXt2NWXKFM31IjJlyqRWrFihAgICVJMmTeK0zZ07t95zTql4fwgk9kM0S5Ys6vr16+rSpUtaRYeDg4OKiopS33//vd5zTw1RrFgxtXfvXpU1a1ZVsWLFOKcFx9fTkSFDBnX+/HlVoEABvecvIaHj0HsCEhIpFgUKFFCRkZHqwYMHqmPHjlq3rVy5UgUEBKhGjRrpPc+Ujvd/6rxdu3Yqe/bsWstii46LFy9qDa907dr1q54Y+m5069ZNnTx5UgGqXLlyytXVVe3cuVO1atVK0ya26Pj555+VjY2N3nOWkEjB0HsCEhIpEi1atFCZM2fWnGkxZcoUlT59eq02y5YtU1FRUap+/fp6zzelYvv27apnz56avy0tLdWbN2/UwYMHVbZs2bTa5smTR3l5eak9e/bEGQKQoiPmd2XOnTundfEuFxcXtXfvXq2iY/z48SooKEgNGzZM7jeJryn0noCEhM6jfPnyKioqSvMbH/PmzVNv3rxRnTt3VunSpdNqO3/+fM2wwdcQffv2VSYmJgpiuvch5lTgx48fq71792pNfsyYMaM6fvy4ioqKUk5OTnrPXZ8RO9z07vyecePGqYMHDyp4OzxVunTpeIuOX375RTPXQ0LiKwm9JyAhodMoWbKk6tOnj/rll1+0li9atEiFhISoLl26xCk6vsYYPHiwmjZtmrK2tlaAKl68uPLw8NAqOgwNDdWyZcuUnZ3dV3vK67uRO3dutXnzZk2P2MSJE9Wff/6pua9ii5Jy5copFxcXtXv3btWhQwe95y0hoY8wRogvWN68eVm1ahUlSpRgzpw5AJiamhIeHs5PP/0EwJIlSzAzM+P3338nLCxMn+nqVZ48eejatSuBgYE4Oztz69YtGjZsyIEDB3BxceH48eOUKlWKzJkz4+bmhlIKQ0NDoqOj9Z263piZmZE3b16GDRvGq1evNM8tQOt+uXz5Mh07dsTFxYUmTZqwa9cugoKC9JW2EHphQEzlIcQXydzcnN69ezNw4EB8fHyoUaMGgNYHw9q1a2ncuDH29vYEBAToM90UY2BggFJxX/rjx4+nT58+LF++HCcnJzw9PcmaNSurV6/G2NiY0NBQOnfuTGRkZILb+NoUKlSIJUuWEBwcjI2NDQYGBty4cYPo6Giio6MxMzNDKcXr168pXrw4vXv3xt3dXd9pC5HipOAQXzxzc3M6derEiBEjOH/+PF27dkUppVV05MyZE29vbz1nmjLeLRTKlClDVFQUz549w9/fH4BJkybRs2dPli9fzvr16/Hw8MDAwABAs56RkRFRUVF6yT81KlKkCPPnz+fbb78lLCyMrVu3Ymtri1KKoKAgTExMMDU1Zfjw4dy5c0ff6QqhN3of15GQSM4oWbKkateunfruu+9UoUKFFMRMdhwwYIC6ePGicnZ21rT9Wn9eHmJ+58PNzU2FhoaqzZs3qzZt2mhue/d6EbFzOiQ+HIUKFVK7du1SBw4c0Lq0uYSEhCb0noCERLJFq1at1OPHj9W1a9eUq6urunTpkqpYsaKCmAt8DRgwQJ09ezbOT4F/DfHupbMbN26s7ty5o+rUqaNatmyp9u3bp1xcXFTXrl01bSZNmqQeP36sRo8eHef0WIn4o3Dhwmrfvn1q3759qkaNGnrPR0IilYXeE5CQSJaoXbu28vHx0VxBtGnTpio8PFx5enqqb7/9VkFMT8ewYcPU0aNHv6pv7u8WDI0bN1ZLlixRI0eO1CwrVqyY2rp1qzpy5IhW0TFhwgT17NkzratlSnw47Ozs1M6dO9Xp06dVpUqV9J6PhEQqCr0nICHx2ZEuXTq1ePFiNWXKFAUoa2tr9ejRI/Xnn3+qHTt2KG9vb/XNN98oiCk6LCws9J5zSkWNGjXUkSNHVK1atZS5ubm6du2aCg0NVYsWLdJqF1t0HDp0SPXv31+zfOPGjerYsWN6P460FEWLFlVbtmxR+fLl03suEhKpKPSegIREskTFihVV9erVVaZMmdT58+fVb7/9piDmCqNRUVEqMjLyq/zl1yJFiqgjR46o3bt3Kzs7O2Vra6uOHz+uLl++rBo3bqzV1t7eXh05ckQtWrRIcwXMadOmqRMnTsS5KqvEhyP2YmoSEhKa0HsCEhKfFB+74FS9evXUqVOnNL9TUalSJbVr1y61YMECVaRIEb3nr4+ws7NT+/fvVwcOHFBFixZVdnZ26sSJE+qff/5RDRo00GprY2Ojme+ROXNmNW7cOFWiRAm9H4OEhESaD70nICGRqHi/e/rbb79V48ePVyNHjtS6rX379ioyMlIVK1ZMQcw39I0bN2ou2/21RmzRsX//flW4cGFVtGhRdfz4cfXPP//E+9sxsUWHsbGx3nOXkJD4IkLvCUhIfDR69eqlXF1dVe3atRWgGjRooCIiItS+fftUaGioOnbsmOa0zhw5cqi9e/cqX19fdfToURUYGCinKf4X7xcdRYoUUf/++686deqUZo6LhISEhI5C7wlISHw07Ozs1I0bN9T+/ftVgwYN1Nq1azU/xJY1a1a1f/9+dfz4cU3RUbRoUTVy5Eg1bdq0r3YY5UP35f79+9W+fftU4cKFVYkSJdTSpUu1TpuVkJCQ0EHoPQEJiQ9G7JyNggULqqtXr6p//vlHHTlyRJUrV07TJkeOHGrfvn3q5MmTWr/IKRF/2NnZqT179qgLFy6ovHnzapZL0SEhIaHD0HsCEhIfjdiiw9bWVp07d05FRUVpXS8CUJaWlmrXrl3q+vXrqnXr1nrPObWHvb29mjdvnhQZEhISKRV6T0BC4pPCxsZGXbp0SXNtiXdvy5Ejh9qyZYvKnz+/3vNMSyFFh4SEhK5DfrxNpHrly5enRIkSPHr0iHv37uHl5YWdnR1//fUXL168YObMmRw7dkzTXn7FVAghUie9Vz0SEglFq1atlJ+fn3Jzc1Pu7u5qw4YNyt7eXkHMPIQrV66o3bt3x7mWhISEhIREqgu9JyAhodWlH3vdh1y5cqk///xTde/eXZmbm6tevXqpgwcPqn379mmusWFnZ6ceP36stm3bJlfClJCQkEjFIUMqItXImzcvz549A6By5coMGzaMDBky0LdvX168eAFA27Zt6du3L5GRkQwbNow7d+5ga2uLUgp3d3d9pi+EEOIDjPWdgBAA6dOnZ9OmTWTIkIFy5cpRtGhRKlasiLm5udZ8jK1btwLQs2dP1q5dS/fu3bl3756+0hZCCJFIhvpOQAiA8PBwZs+ejYGBAXv27GH9+vWMGjWKkJAQ5s+fj7W1tabt1q1b2bhxI56enoSGhuoxayGEEJ9C7+M6El93xM7fMDIyUo0aNVK3b99We/fuVYDq2LGjcnV1VU5OTsrKykprvYwZM+o9dwkJCQmJRIfeE5D4yiK+HwV7t+ho3Lixun37ttqzZ48CVJcuXZSrq6tatWqVsra21nv+EhISEhJJCr0nIPEVRv78+ZWjo6MqVaqUZtn7PR03b95Uzs7OClC9e/dWN27cUEuWLPnoz9NLSEhISKTK0HsCEl9hlCxZUrm5ually5ap4sWLa5bHFh1mZmaqS5cu6saNG6py5coKUH379lU2NjZ6z11CQkJCIkmh9wQkvtIoU6aMunDhglq5cqVW0RHbg5E5c2bl6emphgwZovdcJSQkJCQ+L+QsFaE3V69epXfv3pQvX56hQ4dSrFgxAKKjozEyMiIqKorLly/z6NEj/SYqhBDis0nBIfTqypUrmqJj5MiRlC1bFoj5PZSRI0dSpEgRLl26pN8khRBCfDa50qhIFUqXLs3ixYuxtLTk7t27REVFUaVKFZo3b87Vq1f1nZ4QQojPJAWHSDXy5ctHq1at+Pbbb7l8+TJbt27l/v37+k5LCCFEMpCCQwghhBA6J3M4hBBCCKFzUnAIIYQQQuek4BBCCCGEzknBIYQQQgidk4JDCCGEEDonBYcQQgghdE4KDiGEEELonBQcQgghhNA5KTiEEAA4OTnx999/a/4+evQo8+fP/6xtJsc2hBBfBik4hEjlnJycUEqhlCIsLIz79+8zfvx4jIyMdLrf1q1bM378+ES1rVWrFkopsmTJkuRtCCG+bMb6TkAI8XH79u2jR48emJmZ8f/27i+kyS+MA/h3mxOpKBsRUjGlttZuLCioMdsuxiJkKEURJWHtJnZjF3kR3dRFxIokjJRSaq0/F0J/ZoQmBCYEImQEhsvKoMk2LNsbe/c2c9r5XQRvv9WMlFYa3w88F3vPOc/ZeXfz7LyHrbKyEk1NTchkMvD7/Vn99Ho9MpnMb5lTkqQ5kYOI/g3c4SCaBz5//ozR0VFEIhFcvHgRDx8+RFVVlfoY5NixY4hGoxgaGgIArFq1Cm1tbZAkCR8+fEAoFEJpaamaT6vVoqGhAZIkYWxsDKdPn4ZGo8ma8/vHIYWFhfD7/YhEIhgfH8erV6/g9XpRWlqKR48eAQA+fvwIIQQCgUDOHMXFxQgGg0gkElAUBR0dHTCZTGp7bW0tJEnCtm3bMDg4CFmW0dnZiZKSErWP0+lEX18fUqkUJEnC48ePYTQaf9/NJqK8YMFBNA+l02kUFhYCAFwuFywWC9xuNzweDwoKCtDV1QVZlrF161bY7XakUik8ePAAer0eAHDkyBEcOHAAXq8XFRUVMBgM2LFjx0/nvHbtGvbu3Yu6ujpYrVYcOnQIqVQKIyMj2LlzJwBg7dq1KCkpweHDh3PmuHr1KjZt2oSqqirYbDZoNBp0dHSgoODbZuuCBQtQX1+P/fv3w+FwwGg04uzZswAAnU6HUCiEnp4elJeXw2azoaWlBULwPyiJ5gPBYDDmbgQCAXH37l31tcvlEul0Wpw5c0YEAgERj8eFXq9X22tqakQ4HM7KodfrhaIowu12CwAiGo2K+vp6tV2n04lIJJI1T3d3tzh37pwAIMxmsxBCCJfLlfM9Op1OIYQQS5Ysybr+/xwmk0kIIYTNZlPbDQaDUBRF7Nq1SwAQtbW1QgghVq9erfbx+XwiHo8LAGLp0qVCCCEcDsdf/1wYDMbMgjscRPOAx+OBLMsYHx9HZ2cn2tracOLECQDAwMBA1rmN9evXw2QyQZZlNRKJBIqKirBmzRosXrwYK1asQF9fnzpmamoKT548mXb+DRs2YHJyEj09PbNeg9VqRSaTyZo3kUhgaGgIVqtVvaYoCt68eaO+jsfjWL58OYCvZ0ICgQC6urpw79491NXVZT1uIaK5i4dGieaB7u5u+Hw+TExMIBaLYWpqSm1TFCWr76JFi9Df34+ampof8rx//35W86fT6VmNm43vD70KIaDVfvtu5PV6cf78eWzfvh179uzByZMn4Xa7swoZIpp7uMNBNA8oioLh4WGMjIxkFRu5PH36FGazGe/evcPw8HBWJJNJJJNJxGIxbN68WR2j0+mwcePGaXMODAxAq9XC6XTmbJ+YmFDzTCccDkOv12fNazAYYLFYMDg4+NM1fe/Zs2fw+/2w2+14/vw59u3bN6PxRPTnseAg+sfcvHkTY2NjaG9vR0VFBcrKyuB0OtHY2IiVK1cCABobG3H06FFUV1fDYrGgubkZxcXF0+Z8+/YtgsEgrly5gurqajXn7t271fYvX77A4/Fg2bJlWLhw4Q85Xr9+jVAohNbWVtjtdpSXl+PGjRuIRqNob2//pbWVlZXh1KlT2LJlC4xGI9xuN8xmM8Lh8MxvFBH9USw4iP4x6XQaDocDkUgEd+7cQTgcxuXLl1FUVIRkMgkAaGhowPXr1xEMBtHb2wtZlrN+ZTQXn8+HW7duobm5GS9evEBra6taWMRiMRw/fhx+vx+jo6O4cOFCzhwHDx5Ef38/7t+/j97eXmg0GlRWVmJycvKX1vbp0yesW7cOt2/fxsuXL9HS0oKmpiZcunRpBneIiP4GDb6eHiUiIiLKG+5wEBERUd6x4CAiIqK8Y8FBREREeceCg4iIiPKOBQcRERHlHQsOIiIiyjsWHERERJR3LDiIiIgo71hwEBERUd6x4CAiIqK8Y8FBREREefcfossuK+6GjzYAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Predict test values\n", "y_pred = random_forest_clf.predict(X_test)\n", "print(classification_report(y_true=y_test, y_pred=y_pred))\n", "\n", "# Plot confusion matrix\n", "visualization.plot_confusion_matrix(\n", " y_test, y_pred, \"Random Forest\", normalize=\"true\", figsize=(4, 4)\n", ")\n", "\n", "# Save figure\n", "FILENAME = \"rf_confusion_matrix\"\n", "visualization.savefig(basename=FILENAME, filepath=PLOT_DIR, formats=PLOT_FILE_FORMATS)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "5bebdd51", "metadata": { "papermill": { "duration": 0.012995, "end_time": "2024-06-14T14:13:35.735615", "exception": false, "start_time": "2024-06-14T14:13:35.722620", "status": "completed" }, "tags": [] }, "source": [ "## Interpretation with Means of Permutation Importance\n", "Random Forests can be interpreted with impurity-based feature importance, but this approach\n", "has some downsides.\n", "I will therefore use permutation feature importance to analyze the model. For this, I will\n", "calculate the feature importance weights for both the training and the test set and compare them.\n", "Those features that show a high # difference # between the calculated values for training and\n", "test set are considered to be causal for overfitting." ] }, { "cell_type": "code", "execution_count": 18, "id": "6586f512", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:13:35.765622Z", "iopub.status.busy": "2024-06-14T14:13:35.764615Z", "iopub.status.idle": "2024-06-14T14:36:08.306802Z", "shell.execute_reply": "2024-06-14T14:36:08.305696Z" }, "papermill": { "duration": 1352.562078, "end_time": "2024-06-14T14:36:08.310691", "exception": false, "start_time": "2024-06-14T14:13:35.748613", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "# The permutation performance takes a while to compute.\n", "r_train = permutation_importance(\n", " random_forest_clf,\n", " X_train,\n", " y_train,\n", " n_repeats=N_PERMUTATION_REPETITIONS,\n", " random_state=0,\n", ")\n", "r_test = permutation_importance(\n", " random_forest_clf,\n", " X_test,\n", " y_test,\n", " n_repeats=N_PERMUTATION_REPETITIONS,\n", " random_state=0,\n", ")" ] }, { "cell_type": "code", "execution_count": 19, "id": "be605a06", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:36:08.342251Z", "iopub.status.busy": "2024-06-14T14:36:08.341261Z", "iopub.status.idle": "2024-06-14T14:36:08.366915Z", "shell.execute_reply": "2024-06-14T14:36:08.365910Z" }, "papermill": { "duration": 0.046227, "end_time": "2024-06-14T14:36:08.369923", "exception": false, "start_time": "2024-06-14T14:36:08.323696", "status": "completed" }, "tags": [] }, "outputs": [], "source": [ "importances_mean_df = pd.DataFrame(index=feature_columns)\n", "importances_std_df = pd.DataFrame(index=feature_columns)\n", "\n", "# Mean Values\n", "importances_mean_df[\"train\"] = r_train.importances_mean\n", "importances_mean_df[\"test\"] = r_test.importances_mean\n", "\n", "importances_mean_df[\"train_test_diff\"] = abs(\n", " importances_mean_df[\"test\"] - importances_mean_df[\"train\"]\n", ")\n", "importances_mean_df.sort_values(by=\"train_test_diff\", ascending=False, inplace=True)\n", "importances_mean_df.drop(columns=[\"train_test_diff\"], inplace=True)\n", "\n", "# Standard Deviation\n", "importances_std_df[\"train\"] = r_train.importances_std\n", "importances_std_df[\"test\"] = r_test.importances_std\n", "importances_std_df = importances_std_df.reindex_like(importances_mean_df)" ] }, { "cell_type": "code", "execution_count": 20, "id": "1efe32c6", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:36:08.395914Z", "iopub.status.busy": "2024-06-14T14:36:08.394919Z", "iopub.status.idle": "2024-06-14T14:36:09.559650Z", "shell.execute_reply": "2024-06-14T14:36:09.557655Z" }, "papermill": { "duration": 1.184731, "end_time": "2024-06-14T14:36:09.565650", "exception": false, "start_time": "2024-06-14T14:36:08.380919", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "['../images/rf_feature_importance.png']" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "importances_mean_df[[\"train\", \"test\"]].head(N_PLOT).plot(\n", " kind=\"barh\", capsize=2, xerr=importances_std_df.head(N_PLOT)\n", ")\n", "plt.title(\"Features with High Difference in Importance between Train and Test Set\")\n", "plt.xlabel(\"\")\n", "plt.ylabel(\"feature\")\n", "\n", "visualization.savefig(\n", " basename=\"rf_feature_importance\", filepath=PLOT_DIR, formats=PLOT_FILE_FORMATS\n", ")" ] }, { "cell_type": "code", "execution_count": 21, "id": "04044692", "metadata": { "execution": { "iopub.execute_input": "2024-06-14T14:36:09.612660Z", "iopub.status.busy": "2024-06-14T14:36:09.611693Z", "iopub.status.idle": "2024-06-14T14:36:10.450126Z", "shell.execute_reply": "2024-06-14T14:36:10.448125Z" }, "papermill": { "duration": 0.866469, "end_time": "2024-06-14T14:36:10.452129", "exception": false, "start_time": "2024-06-14T14:36:09.585660", "status": "completed" }, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "['../images/Random Forest Permutation Feature Importance.png']" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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V5Xrn8to+NwEBAejduzc0NDTkksDsITof3rBWWrK//k9PT//o+1QS5yEmJibHjDXAu/fj/aEIefH19QUAxMfHl+l1lZvsXvT3NW7cWLppNvs9bdKkSY56TZs2RWRkZIGmzMvr/I4YMQIpKSno16+fdJMvgByz7RRUZGQk4uLi8O233+Zbz9fXFxoaGp/d+0Elg2OqiahcSExMxLRp02BtbZ3vExSPHj0KZWVlLF26NMc6JSUlaVhHds/T+z1NFSpUkKaf+5SysrJw4sQJjBgxItdpxT7VXNzZSdj74zrV1NRyfXJiYmJirglfZmZmjt67kSNHonbt2jm2B5BrGx9ydnaGsrKyND1atrlz5yIrKwvnz5//aBslITIyEm5ubpgyZQr09PRyrH//fSqJ8+Dr64tOnTrJTcc2cOBA6OvrFyheDw8P+Pj4YP78+VBXV8833k9t2LBh0vhz4N3Qmk6dOknvZXh4OB4+fAhTU1O5oVgtWrRA3759c8zOkZfs8/vhcK7MzEwIIeS+hTEwMCjyU06FEDh9+jQGDx6Mtm3b5lnv6NGj6NKlC/r27Ztjnba2dqG+FaLPD3uqiajcyG9saLZr165h+/btWLRoEYyMjHDx4kWkp6ejUaNGGDVqFMzNzXHixAncunUL0dHR2LdvHzZv3gwhBMaPH19mc8VaWlqiR48euHPnDnbt2gUvLy9UqVIFbdq0Qe/evXNM8VYaLl68iICAADg6OsLW1haZmZn4+eefERkZmaO32sPDA9OmTcPixYvh4+ODN2/ewM3NDefOnYO1tTX27NmDW7duoWXLlhg7dqyUsGfz9fVFTEwMpk6dCplMhsTERNy5cyfX6f3Onj2L//77D6tWrULdunXx+PFj9O3bF8OGDYOdnV2Bem1LyowZM3Djxg14enpi165deP36NapXr47OnTujdu3aMDIyAoASOQ+7d+/GqFGjcOHCBRw9ehQNGjTAuHHjpCEmHyOEwKRJk3D+/Hk8e/YMTk5OCAkJQa1atdCjRw/Ex8djyJAhJX2KCsTHxwc3btzAn3/+iYoVK2LOnDmIioqSGxaxYMECnD9/Hu7u7nB0dJSm1IuLi4ONjU2B9pN90+DmzZvh4uKCzMxMHDlyBP/++y/mzZuHCxcu4NChQ9DV1cWMGTPg4+NT5EfGL1q0CH379sXVq1exc+dOPH/+HDVq1MCoUaPQtWtXxMXFwdbWVpoff+/evfDw8IC6ujpatmyJkSNHom7duqU25p4+jTKfgoQLFy5cPlzen1Ivv3ofTqmXvUyaNEncu3dPJCYmiri4OPH48WOxZs0aoaenJ9Xp3LmzuHXrlkhMTBTBwcFizZo1ok+fPnJTqAHvpjDz9PTMsY8Pp34rbIwfLtWqVRMODg4iICBApKamitDQUHHp0iUxadIkqU729GkjRozINR6ZTJajPK/4c4urdevWwt3dXaSkpAh/f38xZ86cXKfU09XVFWfPnhVxcXFCCCFNm6aioiJsbW1FSEiISExMFNevXxcdO3bMMQ0cADF48GDx9OlTkZaWJjetXG7nVV1dXWzYsEEEBweL1NRU8fLlS7mp3rIXIYRwcHDI9Vhzm57u/SW3KeRyW+rVqyf27t0rQkNDRWpqqggKChJnzpwRw4cPl+qUxHkAIObOnSuCgoJEcnKyuH79umjTpk2eU+rldk0AEIaGhuL48eMiMjJSJCcnCz8/P3H48GHRo0ePQp+PvD6X2dPaVa1aNd9r8v02586dKwICAkRycrK4evWqaNmyZY4YevbsKa5fvy4SExNFbGys+Oeff0TTpk0LtG/g3bR+9vb2IiIiQmRmZspNr2dmZiZevnwpkpOThZeXlzA1Nc11WsnCXFN16tQRe/fuFRERESI5OVn4+PgIBwcHUaFCBblredWqVeLVq1ciJSVFvHnzRty4cUP89ttvQllZ+aM/J7h8vovC//8PERERUakyMDCAv78/5s+fjw0bNpR1OEQlimOqiYiIiIiKiUk1EREREVExMakmIiIiIiomjqkmIiIiIiom9lQTERERERUTk2oiIiIiomJiUk30BWjXrh1u3ryJhIQECCGK/PCC4vLz88v3aYdfOiEErK2tyzoMykNZvz9ubm5wc3OTK9PV1cWxY8cQFRUFIQTMzc1hYmICIQRMTEzKKNJPSwgBBweHsg6j2AwMDCCEyPUJpAVR1tcnFR+TaqJyTllZGceOHUOVKlUwd+5cjBs3DgEBAaW2v2bNmsHa2jrHE/Y+JTc3NwghpCUpKQmPHz+Gubl5mT0R8XP04Xl6f2nSpElZh5dDUa8tQ0NDHDhwAIGBgUhJScHbt29x6dIlTJw4EYqKn/evOTs7O/Tr1w+rV6/GuHHjcOHChbIOqVR07twZ1tbWOR4X/ilYW1vn+Tl4f/nwD56vyTfffINNmzbh+fPnSEpKQkREBO7cuYM1a9bk+oj7jynL97ss8THlROVcgwYNULduXUyaNAmOjo6lvr/mzZvDxsYGV65cKdXk/WOCgoJgZWUF4N0vhDFjxmDTpk2oVq0alixZUmZxfW7eP0/vCw0NLYNo8leUa+uXX37B9u3bERERgQMHDsDb2xuampro1asXHB0dUaNGDaxevbqUIy+Yvn375ijr2bMn/vnnH7kHobx69QqVKlVCWlrapwyvVHXp0gU2NjbYu3cv4uLiPum+T548Kfdodw0NDWzfvh0nT57EyZMnpfKIiIhi7ScgIACVKlVCenp6kbavVKkSMjIyihVDUejo6OD+/fvQ0tLCnj178OLFC1StWhWtWrXCtGnT8OeffyIxMbFQbZbl+12WmFQTlXO6uroAgNjY2BJrU01NDUlJSSXWXmmIi4vDwYMHpdfbt2/HixcvMGvWLCxbtgxZWVllGN3n48PzVJIqVaqElJSUUmm7IDp27Ijt27fD3d0dAwYMQEJCgrTO3t4ebdu2xbfffltm8X0ot2RLV1c3x2dXCIHU1NQS2295+DyXJk9PT3h6ekqvq1atiu3bt+PJkyf5fjYqVqyItLQ0vHtqecEU530ryfe8MH755RcYGBigS5cucHd3l1unqan5Rf1x9ymU+bPSuXDhUrTFyclJfMjNzU1a36NHD3Ht2jWRkJAgYmJixOnTp0XTpk3l2rC2thZCCNGsWTNx8OBBER0dLR48eJDr/kxNTXPsTwghTExMBADh5+cnzp49K4yNjcWdO3dEcnKy8PX1FePHj8/Rlra2trCzsxOBgYEiJSVFeHt7CwsLC6GgoPDR43ZzcxOenp45yo8ePSqEEEJPT08qa9mypXBychK+vr4iOTlZhIWFCUdHR1GlSpVcz0ODBg2Ek5OTiImJEbGxsWLPnj1CVVVVrq6KiorYuHGjePPmjYiPjxf//POPqFWrlhBCCGtra7m6RkZGwtnZWcTFxQmZTCZcXV1Fx44dcz2vxsbGwt7eXrx580bExMSI7du3iwoVKghtbW2xb98+ER0dLaKjo8XatWsLdH3kdZ7eX5SUlMSSJUuEj4+PSElJEX5+fmLVqlVCRUVFrl72e9u3b19x7949kZycLMzNzQv1Xo4ePVrcv39fxMfHi7i4OPHkyRMxe/bsAl1buS3Ozs4iLS1N1KlTp0Dn48P3R19fX2zdulW8ePFCJCUliaioKHH06FFhYGAgt52ysrJYtmyZePXqlUhOThZRUVHi+vXronfv3lKd6tWriz179oigoCCRkpIiQkNDxenTp+XacnNzkz6feR0vAGFiYpLrsXfo0EGcP39exMbGisTERHHlyhXRpUuXIn+es5d69eqJo0ePirdv34rExETh7u4uBgwYIFcnO6ZRo0aJRYsWiaCgIJGcnCxcXV1FgwYN8m0/O6YPZZ8bIYRwcHAQQ4cOFZ6eniIlJUU8ffpU9OvXL0dbNWvWFI6OjiI8PFyqZ2ZmVqD3P3upWrVqjmsh+/hGjx4tVqxYIYKDg0VmZqbQ1tYWOjo6wtbWVjx58kTIZDIRFxcnnJ2dRatWreTaNTAwEEIIYWpqKpU5OTkJmUwmatasKU6dOiVkMpl48+aNsLW1FYqKivlen4X5mVSpUiVhb28vIiMjpZ9JNWvWzPVn0ofLn3/+KdLT0wv0s7cg1+HH3u8veWFPNVE5tmPHDoSEhGDx4sWwt7fHvXv3pK8we/XqhfPnz+P169ewsbGBqqoqZs2ahZs3b6JNmzY5vl4/duwYvL29sWjRojzHJV+7dg329vYwNzfHqlWr8Pz5cwCQ/gWAhg0b4vjx43B0dMS+ffvw888/Y+/evfDw8ICXlxcAQFVVFVevXkWtWrWwY8cOBAYGokuXLli9ejVq1KiBuXPnFul81K1bF1lZWXI9f3369EH9+vXh5OSE8PBwtGjRApMnT0aLFi3QqVOnHG0cPXoUfn5+sLKyQps2bfDrr7/izZs3sLS0lOrs3r0b48ePx8GDB3Hr1i307NkT//77b462mjdvjuvXryM+Ph7r1q1Deno6pkyZgitXrsDExAR3796Vq+/g4IDw8HBYW1ujU6dOmDJlCmJjY9GlSxcEBgZi0aJFGDBgACwsLPD06VMcOHDgo+dESUkJVatWlStLSUmRvs7dvXs3Jk6ciGPHjmHDhg3o2LEjFi1ahGbNmmH48OFy2zVp0gR///03duzYgV27duHly5cFfi979+6Nw4cPw9XVFQsXLgTwbgy1sbExNm/eXKBr632qqqro1asXrl27hqCgoI+eh9y0b98eXbp0weHDhxEcHIy6deti2rRpuHLlCpo3b47k5GQAgI2NDaysrLB7927cvXsXWlpaaNeuHdq0aQNXV1cAwIkTJ9CiRQs4ODjA398furq66NOnD/T19XMdynLt2jWMGzcOf/31Fy5evIj9+/fnG2uPHj1w/vx5eHh44Pfff0dWVhbMzMzw33//4X//+x/u3bsnV78gn2fgXU/5rVu3oKamhs2bN+Pt27cwNTXFmTNnMHLkSJw+fVquvqWlJbKysrB+/Xpoa2vDwsICBw8ezPWzlO3kyZNo3LgxxowZgzlz5iAqKgoAEBkZKdXp2rUrhg8fjm3btkEmk2H27Nk4ceIE9PX1ER0dLcV6+/ZtCCGwZcsWREZGon///tizZw+0tLRgb2+f7zksiKVLlyItLQ3r16+XeqqbN2+OYcOG4dixY/Dz80P16tUxZcoUXL16Fc2bN0dYWFi+bSopKcHFxQV37tzB/Pnz0bt3b8yfPx++vr7Yvn37R2MqyM+kvXv3YvTo0di/fz9u374NExOTXH8m5SYgIADKysoYP358iVyHBXm/v2Rlntlz4cKl6Et2D8uIESPkyh88eCDCw8OFjo6OVNayZUuRkZEh9u7dK5Vl9yocPHiwQPsbMWJEnj2Ifn5+QgghunbtKpV98803Ijk5Wdja2kplixcvFjKZTDRs2FBu+z/++EOkp6eL2rVr5xuDm5ub8PLyElWrVhVVq1YVjRs3FmvXrhVCCHH27Fm5upUqVcqx/ejRo3PEmX0edu/eLVf3xIkTIjIyUnrdqlUrIYQQW7Zskav3119/5egVOnnypEhJSRH16tWTyvT09ERcXJy4cuWKVJbda3n+/Hm5Nm/evCkyMzPFtm3bpDJFRUURGBgo941EfucpN05OTnLHsnPnTrnt1q1bJ4QQonv37jne2759+8rVLeh7aWdnJ2JjY3P0zhX02vpwadmypRBCCDs7uwJ/Vj58f3K7Njp27CiEEGLcuHFS2cOHD3NcV+8v2traQggh5s2b99H348P3LbuX9v2y3HqqX758meP6qFSpkvD19RUuLi45ruOCfp43btwohHj3LUl2mbq6uvD19RWvX7+Wei+zY3r27JmoUKGCVHfWrFlCCCFatGiR737mzZuXZ2+lEEKkpKSI+vXr53h/Z8yYIZXt2rVLhISE5PiW6dChQyImJibX9zO3Jb+eah8fnxztqKio5OjFNTAwEMnJyWLJkiVyZULk7KkWQsjVAyA8PDzEvXv38r0+C/ozqXXr1kIIITZu3ChXb8+ePTnazG3R1dUVERERQgghvLy8xLZt28SPP/4otLS0ctQt6HWY3/v9JS+f923RRFQkenp6aN26Nfbu3YuYmBip3NPTE5cuXcKAAQNybFOQHpOCePbsGW7cuCG9joqKwsuXL1G/fn2pbNSoUbh+/TpiYmJQtWpVaXF1dYWysjK6dev20f00a9YMUVFRUvsWFhb4559/MHHiRLl674/5rVixIqpWrYrbt28DANq0aZOj3Q/Pw/Xr1/HNN99AU1MTAKRzt3nzZrl6mzZtknutqKiIvn374vTp0/Dz85PKw8PDcejQIXTt2lVqM9uHN5reuXMHioqKcuVZWVm4f/++3PnMj5+fH3r37i23rFu3Tu5YNm7cKLdN9k1zAwcOlCt//fo1Ll68KFdW0PcyNjYW6urq6NOnT4Hi/hgtLS0AgEwmK3Ib718bysrKqFKlCnx8fBATEyN3bcTGxqJFixZo2LBhru0kJycjNTUV3bt3R+XKlYscT16MjIzQuHFjHDp0SO4cq6ur4/Lly+jWrVuO3uiCfp4HDBiAO3fu4ObNm1JZYmIidu7ciXr16qF58+Zy9Z2cnOTGhl+/fh0ACnw95sXV1RWvX7+WXnt6eiIuLk6u3REjRuDs2bNQUFCQOw8uLi6oXLlyrp/nwtq3b1+O+wTeH1etqKiIKlWqICEhAS9fvizwPnP7uVLQc/axn0nfffcdAGDbtm1y9Qo6TeGbN29gaGiIP//8Ezo6Opg2bRr+/vtvvHnzRu6m76Jch18bDv8g+gJlT0n28uXLHOueP3+O7777LsfNS+8nfsURGBiYoywmJgY6OjrS60aNGsHQ0FD6WvBD2Tdf5sfPzw+//vorFBUV0aBBAyxevBjVqlXL8QtRR0cH1tbW+PHHH1G9enW5dblN9/Rh/Nl/lOjo6EAmk8HAwACZmZnw9fWVq/fhua5WrRrU1dXzfA+UlJRQp04daUhMbvvOvmv+w+ENcXFxcuczP4mJibh8+XKu67KP5f2ZEYB3syDExMTkmNout2ukoO/ltm3b8MMPP+DChQsIDg7GxYsXcfToUbi4uBToOD4UHx8PADn+MCmMSpUqwcrKCmZmZqhVq5bc9HvvXxvLli3DP//8A29vb3h6euLChQs4cOCAdPNbWloaFi5ciA0bNiAiIgK3b9/GuXPnsH///mLPKAG8O8cA8v1qXltbW27YU0E/zwYGBrhz506O8uxhNwYGBnj27JlUnt/nozg+9nOjWrVq0NHRwZQpUzBlypRc2yjIz42Pye28KSgowNzcHNOnT0e9evWgrPx/qdPbt28/2mZycnKOz0dMTAyqVKlSoJgK+jPpw9g//FznJzw8HNOnT8f06dPRqFEj9OvXDwsXLsSKFSsQFhYGR0fHIl2HXxsm1UQEANL40eLKzMzMtfz9HgxFRUVcvHhR6jH90KtXrz66n/eTxUuXLuHmzZt48OAB/vjjD5ibm0v1jh49ii5dusDW1haPHj1CQkICFBUV4eLikuscxgWJv7Tkte/cyksynuxeuI/J7Rop6HsZGRkJIyMj9OvXD/3790f//v3x888/Y9++fTm+XSgIHx8fpKeno2XLloXeNpuDgwPMzMywadMmuLu7Iy4uDkIIHD58WO7auH79Oho0aIChQ4eib9++mDRpEubOnYupU6dK3yLY29vj7NmzGDZsGPr164cVK1bAysoKPXv2xKNHj4ocIwAplvnz5+fZ1vsznwAl93n+UGl9Pj7WbvY5OHDgAPbt25dr3SdPnhQrBiD387Zo0SKsXLkSjo6OWLp0KaKjo5GVlYVNmzYVaB70vI6toD71zyRvb294e3vj33//hbe3N8aOHQtHR8ciXYdfGybVRF+g7BujcnvAR9OmTREZGVnkKbYKmoDlx9fXFxoaGnn2oBaFp6cn/vrrL0yZMgXr169HUFAQKleujN69e2PZsmVYsWKFVDevr/ELIiAgAEpKSmjQoIFc8v/huY6MjERiYmKe70FmZmaRb7ArKdnH0qhRI7x48UIq19XVhY6OToHmii7Me5meno5z587h3LlzUFBQwLZt2zB16lSsWLECvr6+hbq2kpOT8d9//6Fnz56oXbs2goODC7xttpEjR2Lfvn2YP3++VFaxYsVch3DExMRg79692Lt3L9TV1XHt2jXY2NjIDc15/fo1Nm7ciI0bN6Jhw4Z49OgR5s2bh/Hjxxc6tvdlfysSHx9fop8Z4N01kNc1mr2+JBT350ZkZCTi4+OhpKRU4ufgY0aOHIn//vsPkyZNkiuvXLlynt/QfErZn+N69erJ9U4X5+cc8K7XPiYmBjVq1ABQuOuwJH5PlEccU030BQoPD8fDhw9hamoq9zV2ixYt0LdvXzg7Oxe57exZI4ozdjS79zi3h2Foa2tDSUmpSO2uW7cOFSpUwG+//Qbg/3p4PuzRmTNnTpHaB4Dz588DAGbPnp1vm1lZWbh48SKGDh0qN4xCV1cXY8aMwY0bN4o1HrgkZF8HH8aeff4KMntAQd/LD7/qFkJIPYsVK1YEUPhr6/fff4eCggIOHDiQ61Pf2rRpgwkTJuS5fWZmZo5rY9asWXJf7+cWe2JiInx8fKS4VVVVpf9n8/X1hUwmy1FeFB4eHvDx8cH8+fNzPc5vvvmmyG07OzujY8eOcrN3qKmpYfLkyfDz85MbnlQcxf25kZWVhRMnTmDEiBFo0aJFjvXFOQcfk9t1MnLkSNSuXbvU9lkY2UOopk+fLlc+a9asAm3foUMHqKmp5Shv3749vvnmG2kIW2Guw5L4PVEesaea6Au1YMECnD9/Hu7u7nB0dJSm1IuLi4ONjU2R23306BEyMjKwcOFCaGtrIzU1Ff/991+hpkuytbXFkCFDcO7cOWm6PXV1dbRs2RIjR45E3bp1CzRW8UPPnz+Hs7MzJk2ahBUrViA6OhpXr16FhYUFKlSogJCQEPTt2xf16tUrdNvZHj9+jEOHDmHGjBnQ1tbGrVu30KtXr1x7hZYsWYI+ffrgxo0b2LZtGzIyMjBlyhRUrFgRFhYWRY6hpDx58gR79+7FlClTULlyZVy9ehUdOnTAxIkTcerUKVy5cuWjbRT0vdy9ezeqVKmC//77D8HBwTAwMMCsWbPw8OFDafxuYa8td3d3zJgxA9u2bcOLFy/knqjYvXt3DBkyJN+na547dw7jx49HXFwcvLy80LlzZ/Tu3TtH76OXlxeuXLkCDw8PREdHo127dhg5ciS2bNkCAGjcuDEuX76Mo0ePwsvLCxkZGfj++++hp6eHw4cPF/DdyJsQApMmTcL58+fx7NkzODk5ISQkBLVq1UKPHj0QHx+PIUOGFKntNWvW4KeffsL58+exefNmREdHw9TUFPXq1cOIESNKrMfRw8MDALBq1SocPnwY6enpOHv2bKG+MbO0tESPHj1w584d7Nq1C15eXqhSpQratGmD3r1755g6sqScO3cO1tbW2LNnD27duoWWLVti7NixOe6rKCsPHjzA8ePHMXfuXOlGbBMTEzRu3BjAx3uNx48fj7Fjx+LUqVPw8PBAWloamjVrhp9//hnJycn4448/pHYKeh2WxPtdXpX5FCRcuHAp+pLXlHoARM+ePcX169dFYmKiiI2NFf/880+eD3+pWrVqgff5yy+/CB8fH5Geni439Vf2A0I+rJ/bVGLq6upi1apV4tWrVyIlJUW8efNG3LhxQ/z2229CWVk53/3n91CTbt26yU0jVbNmTXHixAkRHR0tYmJixJEjR4Senl6e01d9eB6yp7t7f2qoihUrik2bNonIyEghk8k++vCX8+fPi/j4eJGQkCAuX74sOnXqlOs+2rZtW6D3JvuBEh97nwr68JelS5cKX19fkZqaKgICAvJ9+EtubRTkvRw+fLi4cOGC9NAOf39/8eeff4rq1asX6NrKb2ndurX466+/RHBwsEhNTRVv374Vly5dEuPHj5ebCu3D90dbW1s4OjpKD/E5f/68aNy4sfDz85OmHQQgFi1aJG7fvi2io6NFYmKi8PLyElZWVtKxValSRTg4OAgvLy8hk8lETEyMcHd3FyNHjvzo56CgU+oBEIaGhuL48eMiMjJSJCcnCz8/P3H48GHRo0ePYn2esx/+Eh0dLZKSksTt27fzfPjLhz9ncptGLq9l8eLFIigoSGRkZMh9pnI7B9nX3PvvAwBRrVo14eDgIAICAkRqaqoIDQ0Vly5dEpMmTSrw8eY3pV5uP0dVVFSEra2tCAkJEYmJieL69euiY8eOOd7P/B7+8mGb2e/Th9dCUX8mqaqqCgcHBxEVFSXi4+PFyZMnRaNGjYQQQlhYWOR7Pr799luxdu1acf/+fREVFSXS0tJESEiIOHLkiDAyMspRvyDXYX7v95e8KPz//xARERHRF8LQ0BCPHj3C2LFjcejQobIO56vAMdVERERE5VilSpVylM2ZMweZmZm4du1aGUT0deKYaiIiIqJyzMLCAm3btoWbmxsyMjLQv39/DBgwADt27CjSzDhUNBz+QURERFSO9e7dG9bW1mjevDk0NDQQGBiIAwcOYNWqVcWeJ5sKjkk1EREREVExcUw1EREREVExMakmIiIiIiom3qhIVAQ1a9Ys86fhERERUeFoamoiNDS0VNpmUk1USDVr1kRISEhZh0FERERFUKtWrVJJrJlUExVSdg91rVq12FtNRERUTmhqaiIkJKTUfnczqSYqIplMxqSaiIiIADCpJiqyZqunIzEttazDICIiKpee/baprEMoUZz9g4iIiIiomJhUExEREREVE5NqIiIiIqJiYlJNhVa9enVcvHgRCQkJiImJKetwiIiIiMock2oqtLlz56JGjRowMjJC48aNC7SNtbU1Hj58WKJx/O9//8OZM2cQEhICIQSGDh1aoO1MTEzg4eGBlJQUeHt7w9TUtETjIiIioq8Pk2oqtAYNGsDDwwM+Pj6IjIwsszjU1dXx+PFjzJgxo8Db1K1bF//++y/c3NxgZGSETZs2Yffu3ejbt28pRkpERERfOibVX6kRI0bgyZMnSEpKQlRUFC5dugQ1NTW0a9cOFy9eRGRkJGJjY3HlyhW0bt1a2s7Pzw8jR46EqakphBBwcnICAGhra2PXrl148+YN4uLicPnyZbRq1QoAYGpqChsbGxgZGUEIASEETE1N4ejoiLNnz8rFpaysjIiICPz8888fPYYLFy5g6dKlOH36dIGPe+rUqfDz88P8+fPx4sULbN26FcePH8fcuXML3AYREREVjqqySo5FTU0tx1KecZ7qr5Cenh7+/vtvWFhY4NSpU9DU1MT//vc/KCgoQFNTE/v27cOsWbOgoKCAefPmwdnZGY0aNUJCQgLat2+P/fv3Iz4+Hubm5khOTgYAHDt2DMnJyejfvz/i4uIwZcoUXL58GY0bN8aRI0fw7bff4rvvvkPv3r0BAHFxcXj16hWuXbsGPT09hIeHAwAGDRoENTU1HDlypFSOvXPnznB1dZUrc3FxwaZNm/LcRkVFBRUrVpRea2pqlkpsREREX6p7s9bmLMylTEFB4RNEUzqYVH+FatSogQoVKuDkyZMIDAwEADx9+hQA4ObmJld38uTJiI2NhYmJCf79919ERUUhNTUVycnJiIiIAAAYGxujQ4cO0NXVRVpaGgBgwYIFGDZsGEaOHIldu3YhISEBGRkZ0jYA4O7ujpcvX2L8+PGwtbUFAJiZmeHYsWNITEwslWPX09OTiwEAIiIioK2tjUqVKiElJSXHNlZWVrCxsSmVeIiIiOjLwKT6K/T48WO4urrC09MTLi4uuHjxIo4fP47Y2Fjo6upi5cqV6N69O3R1daGkpAQ1NTXo6+vn2Z6hoSE0NDTw9u1buXJVVVU0aNAg31h2796NyZMnw9bWFrq6uujfvz969uxZIsdZUlavXo2NGzdKrzU1NRESElKGEREREZUv7R0W5ijzstxSBpGUHibVX6GsrCz06dMHXbp0Qd++fTFr1iysWrUKHTt2xJ9//omqVavC3NwcAQEBSE1Nhbu7O1RUVPJsT0NDA2FhYejevXuOdbGxsfnGsn//fqxZswadOnVCly5d4Ofnhxs3bhTzCPMWHh6O6tWry5VVr14dcXFxufZSA0BaWprUA09ERESFl5yR8/doUlJSGURSephUf8Vu3bqFW7duYfny5QgICMD3338PY2NjTJ8+HefPnwcA1K5dG9WqVcu3nQcPHkBPTw8ZGRkICAjItU5aWhqUlJRylEdHR+P06dMwMzND586dpRsfS4u7uzsGDBggV9anTx+4u7uX6n6JiIjoy8ak+ivUoUMH9OrVCxcvXsSbN2/QsWNHVKtWDc+fP4e3tzfGjx+P+/fvQ0tLC7a2th/9S9LV1RXu7u44ffo0LCws8OrVK9SsWRMDBw7EqVOn4OHhAX9/f9SrVw+GhoYIDg6GTCaTen93796Nc+fOQUlJCfv27Svwcairq6Nhw4bS6+z2o6OjERQUBAD4448/UKtWLWku6u3bt2PmzJlYu3Yt9uzZg549e+KHH37AwIEDC3saiYiIiCScUu8rFB8fj27dusHZ2RmvXr3CypUrMW/ePFy4cAG//PILdHR08ODBAxw4cACbN2/GmzdvPtrmgAEDcO3aNTg5OeHVq1c4fPgwDAwMpJsCT5w4gQsXLsDNzQ1RUVH46aefpG1dXV0RFhYGFxcXhIWFFfg42rVrh0ePHuHRo0cAADs7Ozx69AjLly+X6tSoUUNuPLi/vz8GDhyIPn364PHjx5g3bx4mTZqEixcvFni/RERERB9SACDKOgj6uqmrqyMkJARmZmY4depUWYfzUZqamoiPj0fHrZZITEst63CIiIjKpWe/bfqk+8v+/a2lpQWZTFbi7XP4B5UZBQUFfPPNN5g3bx5iY2Nx5syZsg6JiIiIqEiYVFOZ0dfXh7+/P4KCgjBx4kRkZmZK6+rUqQMvL688t23evLk0bpqIiIiorDGppjITEBCQ55OTQkNDYWRklOe2oaGhpRQVERERUeFxTDVRIZX2mCwiIiIqeaX9+5uzfxARERERFROTaiIiIiKiYmJSTURERERUTEyqiYiIiIiKibN/EBXRuQm1kZmSUNZhfJZ6OnK6QyIi+rqwp5qIiIiIqJiYVBMRERERFROTaiIiIiKiYmJSTURERERUTEyqiYiIiIiKiUk1EREREVExMakmIiIiIiomJtVUrvTr1w/Xr19HTEwMoqKicPbsWdSvX19a37lzZzx8+BDJycm4d+8ehg4dCiEEDA0NpTotWrSAs7MzZDIZwsPDsX//flStWrUsDueLoqiiKi1qamrSQkRE9DVgUk3lirq6OjZu3Ih27dqhV69eyMrKwqlTp6CgoABNTU2cPXsWnp6eaNOmDZYuXYq1a9fKba+trY3//vsPDx8+RLt27fDdd9+hevXqOHr0aJ77VFFRgaamptxCOZlseyktiYmJ0kJERPQ14BMVqVw5efKk3Ouff/4ZUVFRaN68Obp27QohBH799Vekpqbi+fPnsLW1xe7du6X6M2fOxMOHD7F48WK5NoKDg9GoUSN4e3vn2KeVlRVsbGxK7ZiIiIio/GNSTeVKw4YNsXz5cnTs2BHffPMNFBXffdmir6+PJk2a4MmTJ0hNTZXq3717V257Q0ND9OjRAzKZLEfbDRo0yDWpXr16NTZu3Ci91tTUREhISEkd0hfj6vQm0v8H7Asuw0iIiIg+PSbVVK6cPXsWAQEB+PXXXxEaGgpFRUU8e/YMKioqBdpeQ0MDZ8+excKFC3OsCwsLy3WbtLQ0pKWlFSvur0FWWrL0/6SkpDKMhIiI6NNjUk3lRpUqVdC0aVP8+uuvuHHjBgDA2NhYWv/y5UuMGzcOKioqUhLcvn17uTYePHiAESNGwN/fH5mZmZ8ueCIiIvqi8UZFKjeyZ/yYPHkyGjRogB49esgNyzh06BAUFRWxc+dONG3aFH379sX8+fMBAEIIAMDWrVtRpUoV/P3332jXrh3q16+Pvn37Ys+ePdJQEiIiIqLCYhZB5YYQAj/++CPatm2Lp0+fws7ODgsWLJDWy2QyDB48GEZGRnj06BFWrVqF5cuXAwBSUlIAvBviYWxsDCUlJVy8eBGenp7YtGkTYmNjkZWVVSbHRUREROWfAgBR1kEQlZYxY8bAyckJ2traUmJdXJqamoiPj8e1mc2RmZJQIm1+aXo6BpV1CERERHKyf39raWnlOmFBcXFMNX1Rxo8fj9evXyMkJASGhoZYu3Ytjh49WmIJNREREVFumFTTF0VPTw/Lly+Hnp4ewsLCcOzYMbk5qYmIiIhKA4d/EBUSh398HId/EBHR54bDP4g+U4P2B5fKh5KIiIjKH87+QURERERUTEyqiYiIiIiKiUk1EREREVExMakmIiIiIiom3qhIVEQWv+1HampGWYdR5lauGVXWIRAREZU59lQTERERERUTk2oiIiIiomJiUk1EREREVExMqqlUNWnSBO7u7khOTsbDhw/zrWtgYAAhBAwNDfOsY2JiAiEEtLW1Cx1LQdonIiIiKgreqEil6vfff0diYiKaNGmChITiP9L71q1b0NPTQ1xcXL71nJycULlyZXz//ffF3icRERHRxzCpplwpKipCCAEhRLHaadCgAf79918EBgaWSFzp6emIiIjIc3123ERERESfEod/lAPjx49HVFQUVFRU5MpPnTqF/fv3AwCGDBkCDw8PJCcnw9fXF8uWLYOSkpJUd+7cuXjy5AkSEhIQGBiIrVu3Ql1dXVpvamqKmJgYDB48GM+ePUNqair09fXzjUtBQQFLly5FUFAQUlJS8PDhQ/Tr109aL4RAu3btYG1tDSEErK2tC3S8TZs2xc2bN5GcnAxPT09069ZNWvfh8I/c4t6zZw8mTpyIYcOGSX8YmJiYSG3Ur18f//33HxITE/Ho0SN06tSpQHERERER5YVJdTlw7NgxKCkpYciQIVJZtWrVMHDgQOzZswddu3bF/v37YW9vj+bNm2PKlCmYOHEiFi9eLNXPysrC7Nmz0aJFC5iamqJnz55Yt26d3H7U1NSwcOFCTJo0CS1atMCbN2/yjcvc3Bzz5s3D/Pnz0apVK7i4uODMmTNo2LAhAEBPTw9Pnz7F+vXroaenh/Xr1xfoeG1tbbFhwwa0bt0a7u7uOHv2LKpUqZJn/Q/jnj17No4cOYLz589DT08Penp6uHXrllR/1apVWL9+PYyMjPDq1Sv8/fffcn+AUMFUqKCEChWUoKamBjU1tbIOh4iIqEwxqS4HUlJScOjQIZiZmUll48aNQ2BgIK5cuQJra2usWbMG+/fvh5+fH1xdXbF06VJMmTJFqm9vb48rV64gICAAbm5uWLJkCX744Qe5/aioqGD69Olwd3fHq1evkJycnG9c8+fPx9q1a3HkyBG8evUKlpaWePToEebMmQMAiIiIQEZGBhISEhAREYHExMQCHe+WLVtw8uRJvHjxAtOmTUNcXBx++eWXPOt/GLdMJkNycjJSU1MRERGBiIgIpKenS/XXr18PZ2dneHt7w9raGnXr1pX+EMirfU1NTbmFgGXLv8ey5d8jMTGxwO8tERHRl4pjqsuJXbt24d69e6hZsyZCQ0MxceJE7N27FwBgaGgIY2NjuZ5pJSUlqKqqQlVVFcnJyejVqxesrKzQtGlTaGlpQVlZWW49AKSmpuLJkycFikdTUxO1atXCzZs35cpv3rxZ7Nk13N3dpf9nZmbi/v37aNasWZ71CxM3ALm6YWFhAABdXV28fPky1/pWVlawsbEpcPtERET09WFPdTnx6NEjPH78GBMmTECbNm3QokULKanW0NCAtbU1jIyMpKVly5Zo2LAhUlJSYGBggHPnzuHJkycYMWIE2rZtixkzZgCA3Djtj/VMf64KG/f7vdbZNzUqKub9UVi9ejW0tLSkpVatWkUL9AuzfNkpLF92Curq6nLj84mIiL5G7KkuR3bv3o05c+agVq1acHV1RXBwMADgwYMHaNKkCXx9fXPdrm3btlBUVMS8efOkJPLDoR+FJZPJEBISAmNjY1y7dk0qNzY2xt27d4vVdqdOnXD9+nUA73rc27Ztiy1bthSqjbS0tBIbJ52Wloa0tLQSaetLkp6eCQBISkoq40iIiIjKHpPqcuTQoUNYv349fv31V0yYMEEqX758Oc6dO4fAwEAcP34cWVlZMDQ0xLfffoulS5fCx8cHKioqmDVrFs6ePQtjY2NMnTq12PHY2tri999/h6+vLx49egQzMzMYGRlh7NixxWp3xowZ8Pb2xvPnzzF37lzo6Ohgz549hWrD398f/fr1Q+PGjfH27duPzmtNREREVBwc/lGOxMfH48SJE0hISMDp06el8osXL2LQoEHo27cv7t27h9u3b2Pu3LkICAgA8G4M8dy5c7Fw4UI8ffoUY8eOhZWVVbHj2bx5MzZu3IgNGzbA09MT3333HYYMGQIfH59itWtpaQlLS0s8fvwYXbt2xZAhQ/D27dtCtbFr1y68fPkS9+/fR1RUFIyNjYsVExEREVF+FADwSRnliKurK549ewZzc/OyDuWrpampifj4eKy0OY3U1IyyDqfMrVwzqqxDICIi+qjs399aWlqQyWQl3j6Hf5QTlStXRvfu3dG9e3dMnz69rMMhIiIiovdw+Ec58fDhQ+zduxcLFy7Eq1evPsk+ZTJZnkvXrl0L3Z6VlVWe7Tk7O5fCERARERF9GuypLifq1av3yfdpZGSU57qQkJBCt7d9+3YcPXo013XldTo/IiIiIoBJNeUjryn6iiomJgYxMTEl2iYRERHR54A3KhIVUmnf6EBEREQlr7R/f3NMNRERERFRMTGpJiIiIiIqJibVRERERETFxKSaiIiIiKiYOPsHURHd6LYCWUlpZR3GJ9fazaKsQyAiIvrssKeaiIiIiKiYmFQTERERERUTk2oiIiIiomJiUk3F4ubmBjs7uzJvIy9OTk44depUqbRNRERElI1JNX0yJiYmEEJAW1tbrnz48OFYunSp9NrPzw/m5uafOjwiIiKiIuPsH1TmYmJiyjoEIiIiomJhTzWVmHHjxuHevXuIj49HWFgYDh48iGrVqgEADAwMcOXKFQBAbGwshBBwcnICID/8w83NDXXr1sWmTZsghIAQAgBgbW2Nhw8fyu3P3Nwcfn5+0mtFRUVs2LABMTExiIqKwtq1a6GgoCC3jYKCAiwtLfH69WskJSXh0aNHGDFiRKmcjy+NYqUKUKxUAWpqalBTUyvrcIiIiD4rTKqpxFSoUAFLly6FoaEhhg0bhrp162Lv3r0AgKCgIAwfPhwA0LhxY+jp6eU6xGP48OEICgrC0qVLoaenBz09vQLvf968eZg4cSJ+/vlndO3aFVWqVMH3338vV8fKygoTJkzA1KlT0aJFC9jZ2eGvv/5Ct27d8mxXRUUFmpqacsvXqJXzHLRynoPExEQkJiaWdThERESfFQ7/oBKT3fMMvBsXPXv2bNy/fx/q6upITExEdHQ0AODNmzeIi4vLtY2YmBhkZmZCJpMhIiKiUPufM2cOVq9eLd2YOHXqVPTr109ar6KigkWLFqF37964ffu2FGfXrl0xZcoUXLt2Ldd2raysYGNjU6hYiIiI6OvCnmoqMW3atMGZM2cQEBCA+Ph4XL16FQCgr69f6vvW0tJCzZo1cefOHaksMzMT9+/fl143bNgQ6urquHTpEmQymbRMmDABDRo0yLPt1atXQ0tLS1pq1apVqsfyuXoyYBOeDNgEdXV1qKurl3U4REREnxX2VFOJUFNTg4uLC1xcXDB27FhERkZCX18fFy9ehIqKSrHbz8rKyjE+ukKFCoVqQ0NDAwAwcOBAhISEyK1LTU3Nc7u0tDSkpX19jyP/UFZKOgAgKSmpjCMhIiL6/DCpphLRtGlTfPPNN7C0tERwcDAAoF27dnJ1shNTJSWlfNtKS0vLUScyMjLH+GojIyPp//Hx8QgNDUXHjh1x/fp1aT9t27bFgwcPAABeXl5ISUmBvr5+nkM9iIiIiIqCwz+oRAQGBiI1NRWzZs1CvXr1MHjwYLm5pwEgICAAWVlZGDRoEL755ps8hxD4+/ujW7duqFmzJqpWrQoAuHLlCqpVqwYLCwvUr18f06dPR//+/eW2s7e3h6WlJYYOHYomTZpg27ZtqFy5srQ+ISEB69evh52dHSZMmID69eujdevWmDlzJiZMmFCyJ4SIiIi+KkyqqURERUVh4sSJGDVqFLy8vGBpaYn58+fL1QkNDYW1tTXWrFmDiIgIbNmyJde2li1bhrp168LX1xdRUVEAgBcvXmD69OmYMWMGHj9+jA4dOmD9+vVy223YsAEHDhzAvn374O7uDplMluNpikuXLsWKFStgZWWF58+f48KFCxg4cKDc1HxEREREhaUAQJR1EETliaamJuLj4/FkkD2ykr6+sdat3SzKOgQiIqJCy/79raWlBZlMVuLts6eaiIiIiKiYmFQTERERERUTk2oiIiIiomLilHpERdT12tJSGZNFRERE5Q97qomIiIiIiolJNRERERFRMTGpJiIiIiIqJibVRERERETFxBsViYpo4oaWSElPLOswSs2uGY/LOgQiIqJygz3VRERERETFxKSaiIiIiKiYmFQTERERERUTk2oiIiIiomJiUl3K3NzcYGdnV+TtDQwMIISAoaEhAMDExARCCGhra5dUiERERERUTEyqP3NBQUHQ09PD06dPc11vamqKmJiYTxxV+fXrr7/Czc0NcXFx/OOEiIiISgyT6s9cVlYWIiIikJmZWdahlKoKFSp8kv2oqanhwoUL+OOPPz7J/oiIiOjrwKT6E1BWVoaDgwNiY2MRGRmJ5cuXS+uEEBg6dKhc/ZiYGJiamgLIOfzjfSYmJti7dy8qV64MIQSEELC2tv5oPAXd5+jRo3Hz5k0kJyfD09MT3bp1K9DxKioqYvfu3Xj9+jWSkpLw4sULzJ49W66Ok5MTTp06hUWLFiEkJAQvX74EANSuXRtHjhxBTEwM3r59i9OnT8PAwEDarl27drh48SIiIyMRGxuLK1euoHXr1gWKCwDs7e2xdu1a3L59u8DbfG1UlCtBRbkS1NTUpIWIiIjyx6T6EzA1NUVGRgY6dOgAc3Nz/Pbbb5g0aVKx27116xbMzc0RFxcHPT096OnpYf369SUQ8Tu2trbYsGEDWrduDXd3d5w9exZVqlT56HaKiooIDg7GqFGj0Lx5cyxfvhx//PEHRo0aJVevV69eaNKkCfr06YNBgwZBWVkZLi4ukMlk+N///gdjY2MkJCTgwoULUk+2pqYm9u3bh65du6JTp07w9vaGs7MzNDQ0Suy4P6SiogJNTU255Uu2ZfJtbJl8G4mJidJCRERE+eMTFT+BoKAgzJ07FwDw6tUrtGzZEnPnzsXu3buL1W56ero0NjgiIqIkQpWzZcsWnDx5EgAwbdo0fPfdd/jll19ga2ub73YZGRmwsbGRXvv7+6Nz58744YcfcOzYMak8MTERkyZNQnp6OgBg7NixUFRUlPuDw8zMDLGxsejevTsuXboENzc3uX1NnjwZsbGxMDExwb///lvcQ86VlZWV3PEQERERfYg91Z/Ah0MN3N3d0ahRIygqft6n393dXfp/ZmYm7t+/j2bNmhVo2+nTp+P+/ft48+YNZDIZJk+eDH19fbk6np6eUkINAIaGhmjYsCFkMpm0REdHo1KlSmjQoAEAQFdXFzt37sSrV68QGxuL+Ph4aGho5Gi7JK1evRpaWlrSUqtWrVLb1+dg5s5OmLmzE9TV1aWFiIiI8see6jKWlZUFBQUFubLSvmmvtPc5evRorF+/HvPmzYO7uztkMhkWLFiAjh07ytX7cFiBhoYGPDw8MHbs2BxtRkZGAgD27duHqlWrwtzcHAEBAUhNTYW7uztUVFRKLP4PpaWlIS0trdTa/9ykZaQAAJKSkso4EiIiovKDSfUn8GEymT0WOCsrC5GRkahRo4a0rmHDhoXqGUxLS4OSklKh4inoPjt16oTr168DAJSUlNC2bVts2bLlo+0bGxvj1q1b+PPPP6Wy7J7m/Dx48ACjR4+Werfzanv69Ok4f/48gHc3NlarVu2jbRMRERGVps97/MEXQl9fHxs2bEDjxo3x448/YtasWbC3twcA/Pfff5g5cyaMjIzQtm1bbN++vVC9ov7+/tDU1ETPnj1RtWpVqKqqfnSbgu5zxowZGDZsGJo0aYKtW7dCR0cHe/bs+Wj73t7eaNeuHfr27YtGjRph+fLlaN++/Ue3O3jwIKKiovDPP/+ga9euqFu3LkxMTGBvby8NufD29sb48ePRtGlTdOjQAQcPHixUj2r16tWlYSYA0LJlSxgaGkJHR6fAbRARERF9iEn1J7B//36oqqri7t272Lp1K+zt7bFz504AwLx58xAUFITr16/j0KFDWL9+faGSRHd3d/z55584cuQIoqKiYGFh8dFtCrpPS0tLWFpa4vHjx+jatSuGDBmCt2/ffrT9HTt24OTJkzhy5Aju3LmDqlWrYtu2bR/dLjk5Gd26dUNgYCBOnjyJ58+fw9HREZUqVUJ8fDwA4JdffoGOjg4ePHiAAwcOYPPmzXjz5s1H2842depUPHr0SLpJ9Pr163j06BGGDBlS4DaIiIiIPqQAQJR1EPR5MTAwgL+/P4yMjPD48eOyDuezo6mpifj4eMzeZYyU9C93urldM/jeExHRlyP797eWllaew0yLgz3VRERERETFxKT6C9O1a1e5Kek+XErCn3/+mWf779+c+KmNGTMmz7iePn1aZnERERHRl4/DP74wlSpVynceZV9f32Lvo1q1atDS0sp1XXx8vDT93aemoaGB6tWr57ouPT0dgYGBJbIfDv8gIiIqf0p7+AeTaqJCKu0PJREREZU8jqkmIiIiIvrMMakmIiIiIiomJtVERERERMXEpJqIiIiIqJiUyzoAovLKbWsdZKUnlHUYpaLDLyUzUwoREdHXgj3VRERERETFxKSaiIiIiKiYmFQTERERERXTV5VUOzk54dSpU9JrNzc32NnZSa/9/Pxgbm5eoLYKU5eIiIiIvmxfVVL9Me3bt8fOnTtLvO7nwNraGg8fPizrMErcgAEDcPv2bSQlJSE6Olruj6a8/P777wgNDUVSUhIuXbqEhg0bfoJIiYiI6EvGpPo9UVFRSE5OLvG6lJOycvEnnhk+fDgOHDgAJycnGBoawtjYGIcOHcp3GwsLC8yePRtTp05Fx44dkZiYCBcXF1SsWLHY8RAREdHXq9wl1QoKCliwYAG8vb2RkpKCgIAALFq0CADw7bff4vLly0hKSkJUVBR27NgBdXX1Arf94ZAOa2trBAQEICUlBSEhIbC3t8+zbp06dXD69GnIZDLExcXhyJEj0NXVlWvr4cOHGDduHPz8/BAbG4u///4bGhoaxT5uAFizZg1evnyJxMRE+Pr6Yvny5VLiampqChsbGxgZGUEIASEETE1NAQDa2trYtWsX3rx5g7i4OFy+fBmtWrWS2/fixYsRERGB+Ph47Nq1C6tXr5br9VZQUMDSpUsRFBSElJQUPHz4EP369ZPWGxgYQAiBH374AVeuXEFycjImT56MuLg4jBgxQm5fQ4cORUJCwkfPi5KSEuzt7bFgwQLs2LED3t7eeP78OY4dO5bvdnPmzMHKlStx5swZeHp6YsKECahZsyaGDRuW73ZERERE+Sl3SfXq1athaWmJFStWoHnz5hgzZgwiIiKgpqYGFxcXxMTEoH379hg1ahR69+6NLVu2FGk/I0aMwNy5czFlyhQ0atQIw4YNg6enZ651FRQU8M8//6BKlSowMTFBnz59UL9+fRw5ckSuXoMGDTBs2DAMGjQIgwYNgomJCSwtLYt13NlkMhkmTpyI5s2bw9zcHL/++ivmzp0LADhy5AjWr1+Pp0+fQk9PD3p6elJsx44dg66uLvr374+2bdviwYMHuHz5MnR0dAAAY8aMweLFi7Fw4UK0bdsWgYGBmDZtmlxs5ubmmDdvHubPn49WrVrBxcUFZ86cyTGsYs2aNbC3t0ezZs1w8uRJHD58GGZmZnJ1zMzMcPz4cSQk5D//c5s2bVC7dm1kZWXhwYMHCA0NhbOzM1q0aJHnNvXq1UONGjXg6uoqlcXHx+POnTvo3Llzvvv7Wigqq0JRWRVqampQU1Mr63CIiIjKjXL18BcNDQ2Ym5tj5syZ2L9/PwDg9evXuHnzJiZNmoRKlSphwoQJSEpKwrNnzzBz5kycPXsWCxcuxJs3bwq1L319fYSHh8PV1RUZGRkICgrCvXv3cq3bq1cvtGzZEvXq1UNwcDAAYMKECfDy8kK7du1w//59AICioiImTpwoJYwHDhxAr169sGTJkiIfd7ZVq1ZJ/w8ICMD69evx448/wtbWFikpKUhISEBGRoZcIm5sbIwOHTpAV1cXaWlpAIAFCxZg2LBhGDlyJHbt2oVZs2bB0dERe/fuBQCsWLECffv2letJnj9/PtauXSsl6paWlujRowfmzJmDmTNnSvU2bdokN+Z59+7duHXrFvT09BAeHo5q1aphwIAB6N27d77nAwDq168PALCxscFvv/0Gf39/zJs3D1euXEHjxo0RExOTYxs9PT0AkDsH2a+z1+VGRUVFbniIpqbmR+Mrr9pOeAEASJzw7rWCgkIZRkNERFR+lKue6mbNmqFSpUq4fPlyruseP36MpKQkqezmzZtQUlJCkyZNCr2vY8eOQVVVFa9fv8bOnTsxbNgwKCkp5RlXUFCQlFADwPPnzxETE4NmzZpJZf7+/nI9sGFhYXJDRPKS33Fn++GHH3Djxg2EhYVBJpNh5cqV0NfXz7ddQ0NDaGho4O3bt5DJZNJSr149NGjQAADQpEkT3L17V267919ramqiVq1acgk+8O7cv3/sAKQ/LrLdu3cPz549k4aijBs3DgEBAbh27Vq+cQPv/kAB3v0xcfLkSTx48ABmZmYQQmDUqFEf3b4wrKysEB8fLy0hISEl2j4RERGVf+Uqqf6UNwYGBwejSZMmmD59OpKTk7Ft2zZcu3atWDfYpaeny70WQkjJYX4+dtydOnXCwYMH4ezsjEGDBqF169ZYtWoVVFRU8t1OQ0MDYWFhMDIykluaNGkCW1vbjx9QISUmJuYo2717NyZOnAjg3dAPJyenArUVFhYGAPDy8pLK0tLS8Pr16zz/mAgPDwcAVK9eXa68evXq0rrcrF69GlpaWtJSq1atAsVYHnnsbwqP/U2hrq5eqPsRiIiIvnblKqn29vZGUlISevXqlWPd8+fPYWhoKDcO1NjYGJmZmXj58mWR9peSkoJz587B3Nwc3bt3R5cuXdCyZctc912nTh3Url1bKmvWrBl0dHTkkr6iyu+4AaBLly4ICAjAH3/8AQ8PD/j4+MDAwECuTlpaWo6e9gcPHkBPTw8ZGRnw9fWVW96+fQsAePnyJdq3by+33fuvZTIZQkJCYGxsLFfH2Ni4QMf+119/wcDAALNmzULz5s2xb9++j24DAB4eHkhJSZH7FkJZWRl169ZFQEBArtv4+fkhLCxM7jxqamqiY8eOcHd3z3NfaWlpcj35MpmsQDGWR1kZycjKSEZSUpLctz5ERESUv3I1pjo1NRVr167FunXrkJaWhps3b6JatWpo0aIFDh48iN9//x379u2DjY0NqlWrBgcHBxw4cKDQ46mBdzNmKCkp4c6dO0hKSsK4ceOQlJSUa8Lm6uoKT09PHDx4EHPmzIGysjK2bduGK1euwMPDo1SPe8+ePfD29oa+vj5Gjx6Ne/fuYeDAgfj+++/l2vD390e9evVgaGiI4OBgyGQyuLq6wt3dHadPn4aFhQVevXqFmjVrYuDAgTh16hQ8PDzg4OCAXbt24f79+7h16xZGjx6NVq1a4fXr11Lbtra2+P333+Hr64tHjx7BzMwMRkZGGDt27EePLTY2FidPnoStrS0uXrxY4KEVMpkM27dvx++//46goCAEBARgwYIFACA3A8jz589hZWWF06dPA3g3rnvJkiXw9vaGn58fVqxYgdDQUGk9ERERUVGUq6QaeHejXEZGBpYvX46aNWsiLCwM27dvR3JyMvr16wd7e3vcu3cPSUlJOHHiBH777bci7Sc2NhaWlpbYuHEjlJSU4OnpicGDByM6OjrX+kOHDoWDgwOuXbuGrKwsXLhwAbNmzSrOocrJ67gB4OzZs7Czs8OWLVtQsWJF/Pvvv1ixYgVsbGyk7U+cOIHhw4fDzc0NOjo6mDhxIvbt24cBAwZg1apVcHJyQrVq1RAeHo5r165JN/MdOnQI9evXx/r161GpUiUcPXoUe/fuRYcOHaS2N2/eDG1tbWzYsAG6urrw8vLCkCFD4OPjU6Bjc3R0xNixY7Fnz55CnZMFCxYgIyMDBw4cgKqqKu7cuYOePXsiNjZWqtO0aVNoa2tLr9etWwd1dXXs3LkTlStXxo0bN/Ddd98hNTW1UPsmIiIiep8CAFHWQVD5cvHiRYSHh2PChAkl0t64ceNgZ2eHmjVr5hh3/jnS1NREfHw8PA60QFZ6/lP/lVcdfgks6xCIiIhKVPbvby0trVIZylnueqrp01JVVcXUqVPh4uKCzMxM/PTTT+jTp0+Bpr0rSNs1atSApaUlduzYUS4SaiIiIqLclKsbFb9UderUyXEj3PtLnTp1yiw2IQQGDBiAa9euwcPDA4MHD8bw4cPznd6voCwsLPDixQuEh4dj9erVcuusrKzyPB/Ozs7F3jcRERFRSeLwj8+AkpIS6tatm+d6f39/ZGZmfrqAPgM6OjqoUqVKruuSk5MRGhr6iSP6Pxz+QUREVP6U9vAPJtVEhVTaH0oiIiIqeaX9+5vDP4iIiIiIiolJNRERERFRMTGpJiIiIiIqJibVRERERETFxHmqiYpow4xvkZ6aWNZhlKgZdk/KOgQiIqJyiT3VRERERETFxKSaiIiIiKiYmFQTERERERUTk2oiIiIiomJiUk2lzs3NDXZ2dnmuF0Jg6NChnzAiIiIiopLFpJqIiIiIqJiYVBMRERERFROTavokFBUVsXbtWrx9+xZhYWGwtraWW//NN9/g5MmTSExMxKtXrzB48GBpnYmJCYQQ6Nu3Lx48eICkpCRcvnwZ1apVw3fffQcvLy/ExcXh4MGDUFVVlbZzc3PD5s2bYWdnh+joaISHh2PSpElQU1PDnj17EB8fD29vb3z33Xef7Dx8zpRVVKGmpgY1NbWyDoWIiKjcYVJNn4SpqSkSExPRsWNHWFhYYNmyZejdu7e03traGkePHkWrVq3g7OyMgwcPQkdHR64NGxsbzJw5E126dEGdOnVw9OhRzJkzB2PGjMHAgQPRt29fzJo1K8d+o6Ki0KFDBzg4OODPP//EsWPHcOvWLbRp0wYXL17EgQMH5JLxD6moqEBTU1Nu+RJNXnMbiYmJSEz8sh5oQ0RE9CkwqaZP4smTJ1i+fDl8fHxw4MAB3L9/H7169ZLW7927F4cPH4avry8WLVoETU1NdOjQQa6NJUuW4NatW3j06BEcHR3RvXt3TJs2DY8ePcKNGzdw/Phx9OjRQ26bx48fY9WqVfDx8cHq1auRkpKCqKgo7N69Gz4+Pli+fDm++eYbtGrVKs/YraysEB8fLy0hISEle3KIiIio3GNSTZ/Ekyfyj78OCwuDrq5uruuTkpIQFxcnt/7DOhEREUhMTISfn59cWX7bZGVl4e3bt/D09JTbBkCO7d63evVqaGlpSUutWrXyPdbyaqdlJ6irq0NdXb2sQyEiIip3ipxUjxs3Djdu3EBISAj09fUBAObm5hgyZEiJBUdfjvT0dLnXQggoKioWeP2HdYQQhd4mr+0A5NjufWlpaZDJZHLLlygjLRlJSUlISkoq61CIiIjKnSIl1VOnTsXGjRvh7OyMypUrQ0lJCQAQGxuLOXPmlGR8RERERESfvSIl1bNmzcKvv/6KP/74A5mZmVL5/fv30bJlyxILjoiIiIioPChSUl2vXj08fPgwR3lqairHYxIRERHRV0cBgCjsRs+ePYOVlRXOnDmD+Ph4GBoaws/PDzNnzoSZmRnatm1bCqESfR40NTURHx+PXVZdkJ76ZU0/N8PuyccrERERlUPZv7+1tLRK5f4o5aJstHHjRmzduhWVKlWCgoICOnTogJ9++glWVlaYNGlSScdIRERERPRZK1JS7ejoiOTkZKxcuRJqamo4dOgQQkNDYW5ujiNHjpR0jEREREREn7VCJ9VKSkoYM2YMXFxccOjQIaiqqkJDQwORkZGlER8RERER0WevSGOqExMT0axZMwQGBpZCSESft9Iek0VEREQlr7R/fxdp9o+7d++idevWJR0LEREREVG5VKQx1du2bcOGDRtQu3ZteHh4IDFRfgaE9x8DTURERET0pSvS8I/3H/iSTQgBBQUFCCGgrFykXJ2oXODwDyIiovLns5xSr169eiUdBxERERFRuVWkpJo3KBIBZmZmSElJKeswStTOnTvLOgQiIqJyqUhJ9fjx4/Ndf+DAgSIFQ0RERERUHhUpqba3t5d7XaFCBaipqSEtLQ1JSUlMqomIiIjoq1KkKfWqVKkit2hqaqJJkya4ceMGfvrpp5KOkYiIiIjos1akpDo3Pj4+sLS0zNGLTURERET0pSuxpBoAMjIyULNmzZJsskQ5OTnh1KlT0ms3NzfY2dlJr/38/GBubl6gtgpTl4iIiIi+bEUaUz148GC51woKCqhRowZmzpyJmzdvlkhgZaF9+/Y5HmRTEnU/B9bW1hg2bNgX9STMf/75B0ZGRtDV1UVMTAxcXV2xcOFChIWF5blNxYoVsWHDBvz444+oWLEiXFxcMH36dLx58+YTRk5ERERfmiIl1adPn5Z7LYRAZGQk/vvvP8ybN68k4ioTUVFRpVKXclJWVkZGRkax2nBzc8Mff/yBsLAw1KpVC+vXr8fx48dhbGyc5zZ2dnYYOHAgRo0ahbi4OGzZsgUnT55E165dixULERERfd2KNPxDSUlJblFWVkaNGjUwduxYhIeHl3SMchQUFLBgwQJ4e3sjJSUFAQEBWLRoEQDg22+/xeXLl5GUlISoqCjs2LED6urqBW77wyEd1tbWCAgIQEpKCkJCQuTGi39Yt06dOjh9+jRkMhni4uJw5MgR6OrqyrX18OFDjBs3Dn5+foiNjcXff/8NDQ2NYh83AKxZswYvX75EYmIifH19sXz5cunJlqamprCxsYGRkRGEEBBCwNTUFACgra2NXbt24c2bN4iLi8Ply5fRqlUruX0vXrwYERERiI+Px65du7B69Wo8fPhQLralS5ciKCgIKSkpePjwIfr16yetNzAwgBACP/zwA65cuYLk5GRMnjwZcXFxGDFihNy+hg4dioSEhAKdl02bNuHOnTsIDAyEu7s71qxZg06dOuX5RE8tLS388ssv+O233+Dm5oYHDx7AzMwMxsbG6Nix40f39yVTUVGBiooK1NTUoKamVtbhEBERlTtFSqqXLl0KVVXVHOWVKlXC0qVLix1UflavXg1LS0usWLECzZs3x5gxYxAREQE1NTW4uLggJiYG7du3x6hRo9C7d29s2bKlSPsZMWIE5s6diylTpqBRo0YYNmwYPD09c62roKCAf/75B1WqVIGJiQn69OmD+vXr48iRI3L1GjRogGHDhmHQoEEYNGgQTExMYGlpWazjziaTyTBx4kQ0b94c5ubm+PXXXzF37lwAwJEjR7B+/Xo8ffoUenp60NPTk2I7duwYdHV10b9/f7Rt2xYPHjzA5cuXoaOjAwAYM2YMFi9ejIULF6Jt27YIDAzEtGnT5GIzNzfHvHnzMH/+fLRq1QouLi44c+YMGjZsKFdvzZo1sLe3R7NmzXDy5EkcPnwYZmZmcnXMzMxw/PhxJCQkFOi8ZNPR0cHYsWNx69atPHvA27ZtCxUVFbi6ukplL1++REBAADp37pxn2yoqKtDU1JRbvjQODg5wcHBAYmJiuRrWRERE9LkoUlJtbW2da0+impoarK2tix1UXjQ0NGBubg4LCwvs378fr1+/xs2bN+Ho6IgxY8agUqVKmDBhAp49ewY3NzfMnDkT48ePl+sxLih9fX2Eh4fD1dUVQUFBuHfvHnbv3p1r3V69eqFly5YYM2YMHjx4gLt372LChAno3r072rVrJ9VTVFTExIkT8ezZM9y4cQMHDhxAr169inXc2VatWgV3d3cEBATg3LlzWL9+PX744QcAQEpKChISEpCRkYGIiAhEREQgJSUFxsbG6NChA0aNGgUPDw/4+PhgwYIFiI2NxciRIwEAs2bNgqOjI/bu3Qtvb2+sWLEixx8X8+fPx9q1a3HkyBG8evUKlpaWePToEebMmSNXb9OmTTh16hT8/f0RHh6O3bt3o1+/ftDT0wMAVKtWDQMGDMCePXs+/gb9f2vWrEFCQgKio6Ohr6+PoUOH5llXT08PqampiIuLkyuPiIiQYsiNlZUV4uPjpSUkJKTA8REREdHXoUhJtYKCAoQQOcoNDQ0RHR1d7KDy0qxZM1SqVAmXL1/Odd3jx4+RlJQkld28eRNKSkpo0qRJofd17NgxqKqq4vXr19i5cyeGDRsGJSWlPOMKCgpCcHCwVPb8+XPExMSgWbNmUpm/v79cD2xYWFiBEv78jjvbDz/8gBs3biAsLAwymQwrV66Evr5+vu0aGhpCQ0MDb9++hUwmk5Z69eqhQYMGAIAmTZrg7t27ctu9/1pTUxO1atXKcYPqzZs35Y4dAO7fvy/3+t69e3j27Jk0FGXcuHEICAjAtWvX8o37fba2tmjdujX69OmDzMxM7N+/v8DbFtTq1auhpaUlLbVq1SrxfZS1WbNmYdasWVBXVy/UkCkiIiJ6p1A3KkZHR0tjcl+9eiWXWCspKUFDQwPbt28v8SCzJScnl1rbHwoODkaTJk3Qu3dv9OnTB9u2bcOCBQtgYmJS5Bvs0tPT5V4LIaCo+PG/az523J06dcLBgwdhbW0NFxcXxMXF4ccff/zoTaMaGhoICwtD9+7dc6yLjY39aFyFlduwgt27d2PGjBlYu3YtzMzM4OTkVKg23759i7dv38Lb2xvPnz9HcHAwOnXqhNu3b+eoGx4ejooVK0JbW1uut7p69er53guQlpaGtLS0QsVV3mQf3/t/lBIREVHBFSqpnjNnDhQUFLBnzx5YW1vLJSZpaWnw9/fPNZkpKd7e3khKSkKvXr3khj4A73qGJ06cCDU1NSkxMDY2RmZmJl6+fFmk/aWkpODcuXM4d+4ctm7dipcvX6Jly5ZyN+ll77tOnTqoXbu21FvdrFkz6OjowMvLq0j7fl9+xw0AXbp0QUBAAP744w+pzMDAQK5OWlpajp72Bw8eQE9PDxkZGQgICMh13y9fvkT79u3lHj3fvn176f8ymQwhISEwNjaW62E2NjbO0cOdm7/++gvr1q3DrFmz0Lx5c+zbt++j2+Ql+w+UihUr5rrew8MDaWlp6NWrF06ePAkAaNy4MQwMDODu7l7k/RIREREVKqnO/mrdz88v3xvCSktqairWrl2LdevWIS0tDTdv3kS1atXQokULHDx4EL///jv27dsHGxsbVKtWDQ4ODjhw4ECR5iA2NTWFkpIS7ty5g6SkJIwbNw5JSUm5Jp+urq7w9PTEwYMHMWfOHCgrK2Pbtm24cuUKPDw8SvW49+zZA29vb+jr62P06NG4d+8eBg4ciO+//16uDX9/f9SrVw+GhoYIDg6GTCaDq6sr3N3dcfr0aVhYWODVq1eoWbMmBg4ciFOnTsHDwwMODg7YtWsX7t+/j1u3bmH06NFo1aoVXr9+LbVta2uL33//Hb6+vnj06BHMzMxgZGSEsWPHfvTYYmNjcfLkSdja2uLixYsFHq/coUMHtG/fHjdu3EBMTAwaNGiAFStWwMfHR0qQa9asicuXL2PChAm4d+8e4uPj4ejoiI0bNyI6Ohrx8fFwcHDArVu3cOfOnUK8I0RERETyijRP9fs9khUrVoSKiorceplMVryo8rFixQpkZGRg+fLlqFmzJsLCwrB9+3YkJyejX79+sLe3x71795CUlIQTJ07gt99+K9J+YmNjYWlpiY0bN0JJSQmenp4YPHhwnmPGhw4dCgcHB1y7dg1ZWVm4cOECZs2aVZxDlZPXcQPA2bNnYWdnhy1btqBixYr4999/sWLFCtjY2EjbnzhxAsOHD4ebmxt0dHQwceJE7Nu3DwMGDMCqVavg5OSEatWqITw8HNeuXZNmFjl06BDq16+P9evXo1KlSjh69Cj27t2LDh06SG1v3rwZ2tra2LBhA3R1deHl5YUhQ4bAx8enQMfm6OiIsWPHFuoGxaSkJAwfPhy///471NXVERYWhgsXLmDlypXSUIYKFSqgadOmclPEzZ07F1lZWThx4oTcw1+IiIiIikMBQM47Dj9CVVUV69atww8//ICqVavmWJ/XPMH0Zbh48SLCw8MxYcKEEmlv3LhxsLOzQ82aNXOMO/8caWpqIj4+Hubm5khJSSnrcErUzp07yzoEIiKiUpH9+1tLS6tUOoCLNPuHra0tevbsiWnTpiE1NRWTJk2CtbU1QkNDSyzRos+Dqqoq5s6di+bNm6NJkyawsbFBnz59ijX2+f2269evD0tLS+zYsaNcJNREREREuSlSUj148GBMnz4dJ0+eREZGBq5fv45Vq1Zh0aJFBRpHS/Lq1KkjN6Xdh0udOnXKLDYhBAYMGIBr167Bw8MDgwcPxvDhw/Od3q+gLCws8OLFC4SHh2P16tVy66ysrPI8H87OzsXeNxEREVFJKtLwD5lMhubNmyMoKAhBQUEYPnw47t27h7p168LT0/OLfOJcaVJSUkLdunXzXO/v74/MzMxPF9BnQEdHB1WqVMl1XXJyMkJDQz9xRP+Hwz+IiIjKn9Ie/lGkwc+vX79GvXr1EBQUhBcvXuCHH37AvXv3MHjw4FKZ3/hLl5mZCV9f37IO47MSExODmJiYsg4jX05OTqV6Uy4RERGVH0Ua/uHk5ARDQ0MA7x4TPWPGDCQnJ8POzg62trYlGiARERER0eeuSMM/PqSvr4+2bdvCx8cHnp6eJRAW0eertL8+IiIiopL3WQ7/eF/FihURGBiIwMDAkoiHiIiIiKjcKdLwD0VFRSxZsgTBwcFISEhAvXr1AADLly/Hzz//XKIBEhERERF97orUU7148WKYmprCwsICu3btksqfPn2KOXPmFOrJeETlVbPV05GYllrWYZSIZ79tKusQiIiIyrUi9VRPmDABkydPxqFDh+Smenv8+DGaNm1aYsEREREREZUHRUqqa9WqBR8fn5yNKSqiQoUKxQ6KiIiIiKg8KVJS7eXlhf/97385ykeOHImHDx8WOygiIiIiovKkSGOqly9fjn379qFWrVpQVFTE8OHD0aRJE0yYMAGDBg0q6RjpM1O9enUcOHAAXbp0QXp6OnR0dMo6JCIiIqIyVaie6uxZPs6cOYPBgwejd+/eSExMxPLly9GsWTMMHjwYrq6upRIofT7mzp2LGjVqwMjICI0bNy7QNtbW1iX+LYalpSXu3r2L+Ph4RERE4NSpUwWKZ+TIkXj+/DmSk5Px5MkT9O/fv0TjIiIioq9PoZJqb29vVKtWDQBw48YNREdHo2XLllBXV8f//vc/XLp0qVSCpM9LgwYN4OHhAR8fH0RGRpZZHCYmJti6dSs6deqEPn36oEKFCrh48SLU1NTy3KZz5874+++/4ejoiNatW+P06dM4ffo0WrRo8QkjJyIioi9NoZJqBQUFudf9+/eHurp6iQZEn8aIESPw5MkTJCUlISoqCpcuXYKamhratWuHixcvIjIyErGxsbhy5Qpat24tbefn54eRI0fC1NQUQgg4OTkBALS1tbFr1y68efMGcXFxuHz5Mlq1agUAMDU1hY2NDYyMjCCEgBACpqamcHR0xNmzZ+XiUlZWRkRERIHmO+/fvz/27dsHLy8vPHnyBBMnToSBgQHatm2b5zbm5ua4cOEC1q9fjxcvXmDZsmV48OABZs6cWZTTSERERASgmE9U/DDJpvJBT08Pf//9NywsLHDq1Cloamrif//7HxQUFKCpqYl9+/Zh1qxZUFBQwLx58+Ds7IxGjRohISEB7du3x/79+xEfHw9zc3MkJycDAI4dO4bk5GT0798fcXFxmDJlCi5fvozGjRvjyJEj+Pbbb/Hdd9+hd+/eAIC4uDi8evUK165dg56eHsLDwwEAgwYNgpqaGo4cOVLo49LW1gYAREdH51mnc+fO2Lhxo1yZi4sLhg0bVuj9fQlUlVUAAGpqakhKSirjaIiIiMqvQiXV2b2MH5ZR+VKjRg1UqFABJ0+elB4v//TpUwCAm5ubXN3JkycjNjYWJiYm+PfffxEVFYXU1FQkJycjIiICAGBsbIwOHTpAV1cXaWlpAIAFCxZg2LBhGDlyJHbt2oWEhARkZGRI2wCAu7s7Xr58ifHjx8PW1hYAYGZmhmPHjiExMbFQx6SgoIBNmzbhxo0bePbsWZ719PT05GIAgIiICOjp6eW5jYqKCipWrCi91tTULFRsn7N7s9a++8+stfwjmYiIqBgKlVQrKChg7969SE199xS5SpUqYfv27TkSoBEjRpRchFTiHj9+DFdXV3h6esLFxQUXL17E8ePHERsbC11dXaxcuRLdu3eHrq4ulJSUoKamBn19/TzbMzQ0hIaGBt6+fStXrqqqigYNGuQby+7duzF58mTY2tpCV1cX/fv3R8+ePQt9TFu3bsW3336Lrl27Fnrbj7GysoKNjU2Jt0tERERfjkIl1fv27ZN7/ddff5VoMPRpZGVloU+fPujSpQv69u2LWbNmYdWqVejYsSP+/PNPVK1aFebm5ggICEBqairc3d2hoqKSZ3saGhoICwtD9+7dc6yLjY3NN5b9+/djzZo16NSpE7p06QI/Pz/cuHGjUMfj4OCAQYMGoVu3bggJCcm3bnh4OKpXry5XVr16dWn4SW5Wr14tN2REU1Pzo/spL9o7LAQAeFluKeNIiIiIyrdCJdUFuXmMyo9bt27h1q1bWL58OQICAvD999/D2NgY06dPx/nz5wEAtWvXlmZ8ycuDBw+gp6eHjIwMBAQE5FonLS0NSkpKOcqjo6Nx+vRpmJmZoXPnztKNjwXl4OCA77//Ht27d4e/v/9H67u7u6NXr16wt7eXyvr06QN3d/c8t0lLS5OGtXxpkjPeHRfHUxMRERVPsW5UpPKpQ4cO6NWrFy5evIg3b96gY8eOqFatGp4/fw5vb2+MHz8e9+/fh5aWFmxtbT+acLm6usLd3R2nT5+GhYUFXr16hZo1a2LgwIE4deoUPDw84O/vj3r16sHQ0BDBwcGQyWRSorp7926cO3cOSkpKOb4Nyc/WrVsxZswYDB06FDKZTOqBjouLQ0pKCoB3366EhIRg0aJFAAB7e3tcvXoVv/32G/7991/8+OOPaNeuHSZPnlyUU0lEREQEoIiPKafyLT4+Ht26dYOzszNevXqFlStXYt68ebhw4QJ++eUX6Ojo4MGDBzhw4AA2b96MN2/efLTNAQMG4Nq1a3BycsKrV69w+PBhGBgYSDcFnjhxAhcuXICbmxuioqLw008/Sdu6uroiLCwMLi4uCAsLK/BxTJ8+HZUrV8bVq1cRHh4uLaNHj5bq6Ovro0aNGtJrd3d3jBkzBpMnT8bjx48xcuRIDBs2LN+bG4mIiIg+RgEAp++gMqWuro6QkBCYmZnh1KlTZR3OR2lqaiI+Ph4dt1oiMS21rMMpEc9+21TWIRAREZWq7N/fWlpakMlkJd4+h39QmVFQUMA333yDefPmITY2FmfOnCnrkIiIiIiKhEk1lRl9fX34+/sjKCgIEydORGZmprSuTp068PLyynPb5s2bIygo6FOESURERPRRTKqpzAQEBOT5wJHQ0FAYGRnluW1oaGgpRUVERERUeBxTTVRIpT0mi4iIiEpeaf/+5uwfRERERETFxKSaiIiIiKiYmFQTERERERUTk2oiIiIiomLi7B9ERXRuQm1kpiSUdRgF1tORUxASERGVFvZUExEREREVE5NqIiIiIqJiYlJNRERERFRMTKqJiIiIiIqJSTXJcXNzg52d3RezTycnJ5w6dapU2iYiIiLKxtk/qMwNHz4c6enp0ms/Pz9s2rQJ9vb2ZRgVERERUcExqaYyFxMTU9YhEBERERULh39QnipXrox9+/YhOjoaiYmJcHZ2RsOGDaX1pqamiImJQd++feHl5QWZTIbz589DT09PqqOkpAR7e3vExMQgKioKa9aswd69e+WGZLw//MPNzQ1169bFpk2bIISAEAIAYG1tjYcPH8rFZ25uDj8/P+m1oqIiNmzYIO1r7dq1UFBQkNtGQUEBlpaWeP36NZKSkvDo0SOMGDGi5E7aZ0pRRRVqamplHQYREdEXi0k15Wnv3r1o164dhgwZgs6dO0NBQQHOzs5QVv6/LzjU1NQwf/58jB8/Ht26dYO+vj7Wr18vrV+4cCHGjh0LMzMzGBsbQ0tLC8OGDctzn8OHD0dQUBCWLl0KPT09uQT9Y+bNm4eJEyfi559/RteuXVGlShV8//33cnWsrKwwYcIETJ06FS1atICdnR3++usvdOvWLc92VVRUoKmpKbeUNybbXiIxMbGswyAiIvpicfgH5aphw4YYOnQounTpAnd3dwDA2LFjERQUhGHDhuH48eMA3iWcU6dOxevXrwEAW7ZswbJly6R2Zs2ahdWrV+P06dMAgJkzZ2LAgAF57jcmJgaZmZmQyWSIiIgoVMxz5szB6tWrpV7wqVOnol+/ftJ6FRUVLFq0CL1798bt27cBvBu/3bVrV0yZMgXXrl3LtV0rKyvY2NgUKhYiIiL6urCnmnLVrFkzpKen486dO1JZdHQ0Xr58iWbNmklliYmJUkINAGFhYdDV1QUAaGlpQU9PD3fv3pXWZ2VlwcPDo8Tj1dLSQs2aNeXizczMxP3796XXDRs2hLq6Oi5dugSZTCYtEyZMQIMGDfJse/Xq1dDS0pKWWrVqlXj8pe3q9CZQV1cv6zCIiIi+WOyppmJ5f9YOABBCQFGx5P9Wy8rKyjE+ukKFCoVqQ0NDAwAwcOBAhISEyK1LTU3Nc7u0tDSkpaUVal+fm6y0ZCQlJZV1GERERF8s9lRTrp4/f44KFSqgY8eOUlmVKlXQpEkTeHl5FaiN+Ph4hIeHo3379lKZoqIi2rRpk+92aWlpUFJSkiuLjIzMMb7ayMhIbl+hoaFy8SopKaFt27bSay8vL6SkpEBfXx++vr5yS3BwcIGOiYiIiCg37KmmXPn4+OD06dPYtWsXpkyZAplMhjVr1iAkJAT//PNPgdtxcHCAlZUVfHx88OLFC8yaNQs6OjrSrB658ff3R7du3XD48GGkpqbi7du3uHLlCqpVqwYLCwscP34c3333Hfr374/4+HhpO3t7e1haWsLb2xsvXrzAb7/9hsqVK0vrExISsH79etjZ2UFRURE3btyAtrY2jI2NER8fj/379xfpXBERERGxp5ryZGZmBg8PD5w7dw7u7u5QUFDAgAEDkJGRUeA21q5di7///hv79++Hu7s7EhIS4OLigpSUlDy3WbZsGerWrQtfX19ERUUBAF68eIHp06djxowZePz4MTp06CA3ywgAbNiwAQcOHMC+ffvg7u4OmUyW42mKS5cuxYoVK2BlZYXnz5/jwoULGDhwoNzUfERERESFpQAg7y5DohKmoKCA58+f4+jRo3KzhJQnmpqaiI+Px7WZzZGZklDW4RRYT8egsg6BiIiozGT//tbS0oJMJivx9jn8g0qVvr4++vbti6tXr6JixYqYOXMm6tWrh0OHDpV1aEREREQlhsM/qFRlZWVh4sSJuHfvHm7evImWLVuid+/eePHiRVmHRkRERFRi2FNNpSo4OBhdu3Yt6zCIiIiIShWTaqIiGrQ/uFTGZBEREVH5w+EfRERERETFxKSaiIiIiKiYmFQTERERERUTk2oiIiIiomLijYpERWTx236kphb86ZIlaeWaUWWyXyIiIsode6qJiIiIiIqJSTURERERUTExqSYiIiIiKiYm1VRoJiYmEEJAW1u7WHVKgpubG+zs7Ep1H0REREQfwxsVqVTcunULenp6iIuLK5H2TExMcOXKFVSuXFmuzeHDhyM9Pb1E9kFERERUVEyqqVSkp6cjIiKi1PcTExNT6vsgIiIi+hgO/6BcqaiowN7eHhEREUhOTsb169fRrl07uTrGxsZ4/PgxkpOT4e7ujhYtWkjrchv+YWxsjGvXriEpKQmBgYGwt7eHmpqa3D7XrFmDwMBApKSkwNvbGz///DMMDAxw5coVAEBsbCyEEHBycgIgP/xj1apVuH37do5jefToEZYuXSq9/uWXX+Dl5YXk5GQ8f/4c06ZNK/4JIyIioq8ak2rK1bp16zBixAiYmpqiTZs28PHxgYuLC3R0dKQ6tra2mDdvHtq3b4/IyEicPXsWysq5f/lRv359XLhwASdOnECrVq0wevRodO3aFVu2bJHq7N+/Hz/99BNmz56NZs2aYcqUKUhISEBQUBCGDx8OAGjcuDH09PRgbm6eYx8HDx5Ex44dUb9+famsefPmMDQ0xKFDhwAAY8aMwfLly7F48WI0a9YMixYtwooVKzBhwoQSOW+fQoUKSnJ/jBAREVHZUwAgyjoI+ryoqakhJiYGEydOxN9//w0AUFZWhr+/PzZt2oR79+7hypUrGD16NI4ePQoA0NHRQXBwMCZOnIhjx47lGAO9a9cuZGZmYurUqdJ+jI2NcfXqVairq0NfXx+vXr1C7969cfny5Rwx5TWm2s3NDY8ePcLcuXMBAA8fPsSJEyewcuVKAO96r3v27InOnTsDALy9vbF06VIcPnxYamPx4sUYMGAAjI2Ncz0fKioqqFixovRaU1MTISEhWGlzukwe/rJi9UgAgIKCwiffNxERUXmlqamJ+Ph4aGlpQSaTlXj77KmmHBo0aAAVFRXcvHlTKsvIyMDdu3fRrFkzqczd3V36f0xMDF6+fCm3/n2GhoaYOHEiZDKZtLi4uEBJSQn16tWDkZERMjIycPXq1WLFfvDgQYwZM0Z6/dNPP+HgwYMA3v2x0LBhQzg6OsrFsWTJEjRo0CDPNq2srBAfHy8tISEhxYqRiIiIvjy8UZE+CQ0NDezYsQObN2/OsS4wMBANGzYskf38/fffWLt2LVq3bg1VVVXUqVMHR44ckWIAgF9//RV37tyR2y4zMzPPNlevXo2NGzdKr7N7qsvK8mWnsHbDuDLbPxEREeXEpJpy8PX1RWpqKoyNjREYGAjg3fCP9u3bY9OmTVK9Tp06ISgoCABQuXJlNG7cGM+fP8+1zQcPHqB58+bw9fXNdb2npycUFRVhYmKS6/CPtLQ0AICSklK+sYeEhODq1asYO3YsVFVVcenSJURGRgIA3rx5g5CQENSvX18aY10QaWlp0v4/B+npmUhKSirrMIiIiOg9TKoph6SkJPz555+wtbVFdHQ0AgMDYWFhATU1NTg6OsLQ0BAAsGzZMrx9+xYRERFYtWoVoqKicPr06VzbXLt2LW7fvg0HBwfs3r0biYmJaN68Ofr06YNZs2YhICAA+/btw549ezB79mw8fvwYBgYG0NXVxbFjxxAQEICsrCwMGjQIzs7OSE5ORmJiYq77OnjwIH7//XeoqKhIY62zWVtbY/PmzYiLi8OFCxdQsWJFtGvXDjo6OnyIDBERERUZx1RTriwtLXHixAkcOHAADx48QMOGDdGvXz/ExsbK1bG3t4eHhwf09PQwePDgPB/E4unpCRMTEzRu3BjXr1/Hw4cPsXz5coSGhkp1pk2bhuPHj2Pbtm148eIFdu3aBXV1dQBAaGgorK2tsWbNGkRERMjNGvKh48ePo2rVqlBTU8uR5Ds6OmLSpEkwMzODp6cnrl69iokTJ8LPz6/oJ4uIiIi+epz9g0pF3759cf78eVSqVOmLe+Jh9t3DZTX7BwCsXDOqTPZLRERUXnH2Dyp3dHV1MXToUHh7e39xCTURERFRbjimmkqcs7MzNDU1MX369LIOhYiIiOiTYFJNJe7Dx5kTERERfek4/IOIiIiIqJh4oyJRIZX2jQ5ERERU8nijIhERERHRZ45JNRERERFRMTGpJiIiIiIqJibVRERERETFxCn1iIroRrcVyEpKK5N9t3azKJP9EhERUe7YU01EREREVExMqomIiIiIiolJNRERERFRMX0VSbWBgQGEEDA0NCy1fTg5OeHUqVPFasPExARCCGhra5dQVERERET0KXwVSXV5cevWLejp6SEuLq6sQwEAmJqaIiYmpqzDKDXOzs4QQmDo0KFlHQoRERGVc59VUl2hQoWyDqFMpaenIyIioqzD+GwpK5fcZDVz5syBEKLE2iMiIqKvW5km1W5ubnBwcICdnR0iIyPh4uKCbt264c6dO0hJSUFoaChWr14NJSUlaZt+/frh+vXriImJQVRUFM6ePYv69evLtdu+fXs8ePAAycnJuHfvHlq3bl3gmBQVFbF79268fv0aSUlJePHiBWbPnp2jzoYNG6QY1q5dCwUFhRzHtnnzZtjZ2SE6Ohrh4eGYNGkS1NTUsGfPHsTHx8Pb2xvfffedtM2Hwz+ye4r79u0LLy8vyGQynD9/Hnp6egU+HjMzMzx9+lQ6nw4ODtK6uXPn4smTJ0hISEBgYCC2bt0KdXV1KZa9e/eicuXKEEJACAFra2sAgIqKCmxtbREcHIyEhATcvn0bJiYmcvudNGkSAgMDkZiYiJMnT2Lu3Lk5er2nTp0KHx8fpKam4sWLFxg3bpzceiEEpk6din/++QcJCQlYsmQJvL29MW/ePLl6hoaGEEKgQYMGBTonhoaGmDdvHn7++eeCncTPjGKlr/uPTyIios9RmfdUm5qaIi0tDcbGxrCxsYGzszPu3bsHQ0NDTJs2Db/88guWLFki1VdXV8fGjRvRrl079OrVC1lZWTh16pSU1Kqrq+PcuXPw8vJC27ZtYWNjg/Xr1xc4HkVFRQQHB2PUqFFo3rw5li9fjj/++AOjRo2S6sybNw8TJ07Ezz//jK5du6JKlSr4/vvvcz22qKgodOjQAQ4ODvjzzz9x7Ngx3Lp1C23atMHFixdx4MABqKqq5hmPmpoa5s+fj/Hjx6Nbt27Q19cv8PFMnToVW7duxc6dO9GyZUsMGTIEPj4+0vqsrCzMnj0bLVq0gKmpKXr27Il169YBeDcUxdzcHHFxcdDT04Oenp603y1btqBz58748ccf0apVKxw7dgwXLlxAw4YNAQBdunTB9u3bYW9vDyMjI1y6dAmLFy+Wi23YsGGwt7fHhg0b8O2332LHjh1wcnJC9+7d5erZ2Njg1KlTaNmyJRwdHbFnzx6YmZnJ1TEzM8PVq1fh6+v70XOiqqqKQ4cOYcaMGQX+VkBFRQWamppyS1lq5TynTPdPREREOSkAKLPvwN3c3KClpYW2bdsCAFauXIkRI0agWbNmUp1p06Zh7dq10NbWzvXr+qpVqyIqKgrffvstnj17hl9//RV//PEHateujdTUVADAlClTsH37dhgZGeHx48eFjtPBwQF6enpSYh0SEgI7OzspyVRSUoKfnx88PDyk5NrNzQ1KSkro1q0bgHfJelxcHE6ePAlTU1MAQPXq1REeHo5OnTrhzp07MDExwZUrV1C5cmXExcXB1NQUe/fuRYMGDfD69WvpfCxbtgw1atT4aNzBwcFwcnLC0qVLC3ScI0aMwPbt21GtWjUA7/4o2LRpE3R0dKQ6derUwevXr6Gvr4+wsDCp/NKlS7h79y4WL16Mv//+GxoaGhg8eLC0/sCBAxg0aJDU1o0bN/Ds2TNMmTJFqnPkyBGoq6tj0KBBAN71VNvZ2eG3336T6tSoUQOBgYHo0qUL7t27B2VlZYSGhmL+/PnYv3//R49x+/btUFJSwq+//irtY9iwYfjnn3/y3Mba2ho2NjY5yp8Msi+Th78Y/bcgxzcjRERElD9NTU3Ex8dDS0sLMpmsxNsv855qDw8P6f/NmjWDu7u73PqbN29CU1MTtWvXBgA0bNgQhw4dgq+vL+Li4uDv7w8A0NfXl9p48uSJlFADyNHmx0yfPh3379/HmzdvIJPJMHnyZKl9LS0t1KxZE3fu3JHqZ2Zm4v79+znaefLkifT/rKwsvH37Fp6enlJZdk+prq5unrEkJiZKCTUAhIWF5Vs/W7Vq1VCrVi1cvnw5zzq9evX6f+3de1zP9/8//lvJKyvFnApTJinHUKHVCs1plpm9DbNJc1gYLTlkhzczZptDIwmjVDNrbeKb82G9x6jmEEUh6aCDEvF6dVDR4/eHX6+Pl0qHV69epdv1cnlceD6fj+fjeb8/X8W9R4/X84UTJ04gLS0NUqkUQUFBaNeu3Qtnzvv27QstLS3cuHEDMplM3hwcHOTLL8zMzPDvv/8qnPf8ds+ePXHmzBmFfWfOnFH4gQpAufuamZmJgwcPypduODk5QVtbGyEhIZXGXMbJyQnDhw/H559/XmXfZ61Zswb6+vry1rlz5xqdX9di3v5JrdcnIiKi8tT+MeX5+fk16h8WFoaUlBTMmjULGRkZ0NTUxNWrVyGRSOoknkmTJmHdunXw8PBAREQEZDIZFi9ejMGDB9d4rJKSEoVtIUS5fcDTWeyajPGi/mUKCwtfeNzY2BgHDhyAr68vvvzyS9y/fx92dnbw8/ODRCKp9PyWLVvi8ePHsLS0xJMnTxSO5eXlVRlXTVX09bFjxw4EBQXB3d0dLi4uCA4OrjJfABg+fDhMTEzw4MEDhf1//vknTp8+jWHDhlV4XnFxMYqL1fNx5BUpfVT+a4iIiIjUS+0z1c+Kj4+HjY2Nwj5bW1tIpVKkpaWhTZs2MDc3x6pVq/DXX3/h2rVrCksTysbo168ftLW15fuGDBlS7RhsbW1x9uxZ+Pr64tKlS0hMTFR4A5xUKkVGRoZCkd2sWTP5EpaGIi8vD0lJSXB0dKzwuKWlJTQ1NeHh4YGoqCgkJCSgU6dOCn2Ki4sV3iQKANHR0dDS0kKHDh2QmJio0Mpm3q9fvw5ra2uF857fjo+Ph62trcI+W1tbxMXFVZnboUOHkJ+fjzlz5mD06NHw8/Or8hwA+P7779GvXz/0799f3gDIi3MiIiKi2lL7TPWztmzZgs8//xze3t7YvHkzzMzM8M0332DDhg0QQsiftjF79mxkZmbCyMgI33//vcIYv/76K1avXo2ff/4Za9asQdeuXbFo0aJqx5CQkIBp06Zh5MiRSEpKwscffwxra2skJSXJ+2zcuBGenp5ISEjAtWvXsHDhQrRu3bqubkOdWbFiBbZu3Yrs7GwcPnwYenp6sLW1xebNm3Hz5k1IJBLMnz8fYWFhsLW1haurq8L5ycnJ0NPTw/Dhw3H58mUUFBQgISEBv/zyCwIDA+Hh4YHo6Gi0b98ejo6OiImJwaFDh+Dt7Y1Tp07B3d0dYWFhGD58OMaMGaOwJn7t2rX4/fffER0djRMnTsDJyQkTJkzAW2+9VWVepaWl2LVrF9asWYOEhARERkZW635kZWVV+ObE1NRU+TIiIiIiotpoUDPVGRkZePvttzFo0CBcvnwZW7duxc6dO7Fq1SoAT5c+TJ48GZaWlrhy5Qq8vLywePFihTHy8/Ph5OSEvn37Ijo6GqtXr8bSpUurHcO2bduwd+9eBAcHIyoqCm3btsWWLVsU+qxfvx5BQUEICAiQLxFR9tMUVSEwMBCff/455s6di6tXr+LAgQMwNTUF8HS9t7u7O5YuXYorV65g6tSpWLZsmcL5ERER8PX1RXBwMHJycrBkyRIAT5+2ERgYiPXr1+P69evYt28frK2tkZqaCuDpk0NcXV2xcOFCXL58GaNHj4aXlxcePXokH3v//v1wc3PDokWL5G9YLHuKR3Xs3LkT2tra8Pf3r4tbRURERKQUtT79g5qO7du3w9zcXP40FGXZ2dnh5MmT6NKlC7Kzs+tkzOoqe/ewup7+AQADwpeo5bpERESNlaqf/tGgln/Qy8PDwwPHjx9Hfn4+xowZA2dnZ8ydO1fpcSUSCdq3b48VK1YgJCSk3gtqIiIiooo0qOUf9cHX11fhUXDPNl9fX3WHVyOV5SGTyWBnZ6fW2AYNGoTjx48jNjYWrq6uWLBgAXbu3Kn0uFOmTEFKSgpat24tX45S5sMPP6z0fly5ckXpaxMRERFVpskt/2jfvj309fUrPCaVSnH37t16jqj2XvSx3Onp6QprmJuCli1bwsDAoMJjJSUl8jXfyuLyDyIiosZH1cs/mlxRTaQsVX9TEhERUd176T9RkYiIiIiosWNRTURERESkJBbVRERERERKYlFNRERERKQkPqeaqJamr++LRyX59XKtn+ddrpfrEBERUe1wppqIiIiISEksqomIiIiIlMSimoiIiIhISSyqiYiIiIiUxKJaxcLDw+Hl5VXr842NjSGEgIWFBQDAwcEBQgi0atWqrkIkIiIiIiWxqG7gbt++DUNDQ1y5cqXC487OzsjNza3nqBovbW1tbN68GTk5OZDJZPjjjz/QoUMHdYdFREREjRyL6gautLQUWVlZePLkibpDUanmzZvXy3W8vLzg5OSEiRMnwsHBAZ06dcLevXvr5dpERET08mJRXQ+0tLTg7e2NBw8e4O7du1i5cqX8mBAC7777rkL/3NxcODs7Ayi//ONZDg4O2LVrF1q3bg0hBIQQWL58eZXxVPeakyZNwpkzZ1BYWIjY2FjY29tXK19NTU3s2LEDt27dQkFBAa5du4YFCxYo9PH390doaCi++OILpKen4/r16wCA1157DcHBwcjNzcW9e/ewb98+GBsby8+zsrLCsWPHcPfuXTx48AD/+9//MGDAgGrFpa+vjxkzZmDhwoUIDw/HxYsX4eLiAltbWwwePLhaY6iDRKsFdHR0oKOjo+5QiIiIqBIsquuBs7MzHj9+jEGDBsHNzQ0LFy7EzJkzlR737NmzcHNzw8OHD2FoaAhDQ0OsW7euDiJ+au3atVi/fj0GDBiAiIgIhIWFoU2bNlWep6mpibS0NEycOBG9evXCypUr8d1332HixIkK/RwdHWFmZoYRI0bgnXfegZaWFo4ePQqZTIY333wTtra2yMvLw5EjR+Qz2Xp6eggICICdnR2GDBmChIQEHDp0CC1btqwyLktLS0gkEpw4cUK+7/r160hJSYGNjU2l50kkEujp6Sm0+rR5diTy8/ORn18/HzRDRERENcdPVKwHt2/fhru7OwDgxo0b6Nu3L9zd3bFjxw6lxi0pKcHDhw8hhEBWVlZdhKpg8+bN8qURc+bMwejRozFjxgysXbv2hec9fvwYK1askG8nJyfDxsYGH3zwAUJCQuT78/PzMXPmTJSUlAAApk6dCk1NTYUfOFxcXPDgwQMMHToUx48fR3h4uMK1Zs+ejQcPHsDBwQEHDx58YVyGhoYoKirCw4cPFfZnZWXB0NCw0vOWLVumkA8RERHR8zhTXQ8iIyMVtiMiImBqagpNzYZ9+yMiIuR/f/LkCc6fP4+ePXtW69y5c+fi/PnzyM7Ohkwmw+zZs2FkZKTQJzY2Vl5QA4CFhQW6d+8OmUwmb/fv30eLFi1gYmICAOjQoQO2b9+OGzdu4MGDB5BKpWjZsmW5sevSmjVroK+vL2+dO3dW2bUq8tn2IdDV1YWurm69XpeIiIiqjzPValZaWgoNDQ2Ffap+056qrzlp0iSsW7cOHh4eiIiIgEwmw+LFi8utW35+OUPLli1x4cIFTJ06tdyYd+/eBQAEBASgbdu2cHNzQ0pKCoqKihAREQGJRFJlXHfu3IG2tjZatWqlMFttYGCAO3fuVHpecXExiouLqxxfVYofP0JBQYHark9ERERVa9hTpS+J54vJsrXApaWluHv3Ljp27Cg/1r179xrNSBYXF6NZs2Y1iqe61xwyZIj8782aNYOlpSXi4+OrHN/W1hZnz56Fr68vLl26hMTERPlM84tcvHgRpqamyM7ORmJiokKTSqXysTdt2oTDhw8jLi4ORUVFaN++fXXSxoULF1BcXAxHR0f5vh49esDY2FhhVp6IiIioplhU1wMjIyOsX78ePXr0wOTJkzF//nxs3LgRAPDXX3/hs88+Q//+/WFpaYmtW7fWaFY0OTkZenp6GD58ONq2bYtXXnmlynOqe8158+Zh/PjxMDMzg4+PD1599VX4+flVOX5CQgKsrKwwcuRImJqaYuXKlbC2tq7yvN27dyMnJwf79++HnZ0dunbtCgcHB2zcuFG+5CIhIQEff/wxzM3NMWjQIOzevbvas7hSqRQ7d+7Ehg0bMHToUAwcOBD+/v44e/YsoqKiqjUGERERUUVYVNeDwMBAvPLKK/j333/h4+ODjRs3Yvv27QAADw8P3L59G6dPn8avv/6KdevW1ehX/REREfD19UVwcDBycnKwZMmSKs+p7jU9PT3h6emJy5cvw87ODuPGjcO9e/eqHH/btm3Yu3cvgoODERUVhbZt22LLli1VnldYWAh7e3ukpqZi7969iI+Px86dO9GiRQv5TPWMGTPw6quv4uLFiwgKCsKmTZuQnZ1d5dhl3N3dceDAAfz55584deoU7ty5gwkTJlT7fCIiIqKKaAAQ6g6CGhZjY2MkJyejf//+uHz5srrDaXD09PQglUqx4GdbPCqpn8fc/TyPrwMREZEyyv7/1tfXh0wmq/PxOVNNRERERKQkFtUvGTs7O4VH0j3f6oKvr2+l4/v6+tbJNWrjww8/rDSuK1euqC0uIiIievlx+cdLpkWLFi98jnJiYqLS12jfvj309fUrPCaVSuWPv6tvLVu2hIGBQYXHSkpKkJqaWifX4fIPIiKixkfVyz9YVBPVkKq/KYmIiKjucU01EREREVEDx6KaiIiIiEhJLKqJiIiIiJTEopqIiIiISEla6g6AqLEK9+mC0pK8ernWoBl18+QSIiIiUg3OVBMRERERKYlFNRERERGRklhUExEREREpiUU1NXrh4eHw8vJSdxhERETUhLGoJiIiIiJSEotqIiIiIiIlsaimRkVHRwcBAQGQyWTIyMjAwoULFY5/9NFHOHfuHKRSKTIzM7F79260b99efjwhIQEeHh4K51hYWEAIARMTk3rJgYiIiF4+LKqpUVm7di0cHBzw7rvvYuTIkRg6dCgGDhwoP968eXN8/fXXsLCwwPjx49G1a1fs2rVLftzPzw8uLi4KY7q4uODvv/9GYmJifaVRI5par0BHR0fdYRAREdELaAAQ6g6CqDp0dXVx7949fPTRR/jjjz8AAK+++irS0tKwfft2uLu7lzvH0tIS58+fR8uWLZGfn4+OHTsiNTUVb7zxBs6dOwctLS1kZGRg0aJFCAwMrPC6EokE2tra8m09PT2kp6fjQlDvevnwF+tPUgAAGhoaKr8WERHRy0pPTw9SqRT6+vqQyWR1Pj5nqqnRMDExgba2NqKiouT7cnNzcf36dfn2wIED8f/+3/9DSkoKpFIp/v77bwCAkZERACAzMxMHDx7EJ598AgBwcnKCtrY2QkJCKr3usmXLIJVK5S09PV0V6REREVEjxqKaXho6Ojo4evQopFIppk6dCmtra7z33nsAns42l9mxYwcmT56MFi1awMXFBcHBwSgsLKx03DVr1kBfX1/eOnfurPJcnnUh0By6urr1ek0iIiKqGS11B0BUXYmJiSguLsbgwYNx+/ZtAEDr1q3Ro0cP/P333zA3N0e7du3g6emJtLQ0AICVlVW5cQ4dOoT8/HzMmTMHo0ePhr29/QuvW1xcjOLi4rpPqJpKHxeioKBAbdcnIiKiqrGopkYjPz8fO3fuxNq1a3Hv3j1kZ2dj9erVKC0tBQCkpqaiqKgI8+fPx9atW9GnTx98/fXX5cYpLS3Frl27sGbNGiQkJCAyMrK+UyEiIqKXDJd/UKOyePFinD59GmFhYThx4gT++ecfXLhwAQCQk5OD6dOnY+LEiYiLi4OnpycWLVpU4Tg7d+6EtrY2/P396zN8IiIieknx6R/UJNnZ2eHkyZPo0qULsrOza3Ru2buH6+vpHwAwaEZqvVyHiIjoZaXqp39w+Qc1KRKJBO3bt8eKFSsQEhJS44KaiIiIqCJc/kFNypQpU5CSkoLWrVtjyZIl6g6HiIiIXhIsqqlJCQgIgJaWFqysrJCRkaHucIiIiOglwaKaiIiIiEhJXFNNVEvD5t1WyRsdiIiIqPHhTDURERERkZJYVBMRERERKYlFNRERERGRklhUExEREREpiW9UJKql9fP6oKQoX2Xjz/OKUdnYREREVLc4U01EREREpCQW1URERERESmJRTURERESkpCZRVBsbG0MIAQsLC5Vdw9/fH6GhoUqN4eDgACEEWrVqVUdREREREVF9aBJFdWNx9uxZGBoa4uHDh+oOBQDg7OyM3NxcdYdRp7Zu3YqbN2+ioKAA2dnZ2LdvH8zMzNQdFhERETVyDaqobt68ubpDUKuSkhJkZWWpO4wGS0tL+YfVXLhwAS4uLujZsydGjRoFDQ0NHDt2DJqaDepbgYiIiBoZtVYS4eHh8Pb2hpeXF+7evYujR4/C3t4eUVFRePToETIyMrBmzRo0a9ZMfs6oUaNw+vRp5ObmIicnB2FhYejWrZvCuNbW1rh48SIKCwtx7tw5DBgwoNoxaWpqYseOHbh16xYKCgpw7do1LFiwoFyf9evXy2P44YcfoKGhUS63TZs2wcvLC/fv38edO3cwc+ZM6OjowM/PD1KpFAkJCRg9erT8nOeXf5TNFI8cORJxcXGQyWQ4fPgwDA0Nq52Pi4sLrly5Ir+f3t7e8mPu7u6IiYlBXl4eUlNT4ePjA11dXXksu3btQuvWrSGEgBACy5cvBwBIJBKsXbsWaWlpyMvLQ2RkJBwcHBSuO3PmTKSmpiI/Px979+6Fu7t7uVlvV1dX3Lx5E0VFRbh27Ro++ugjheNCCLi6umL//v3Iy8vDV199hYSEBHh4eCj0s7CwgBACJiYmVd6Pn3/+GadPn0ZKSgqio6Px1VdfwcjICF27dq32Pa0PWpJXoKOjo+4wiIiIqJrUPj3n7OyM4uJi2NraYsWKFTh06BDOnTsHCwsLzJkzBzNmzMBXX30l76+rq4sNGzbAysoKjo6OKC0tRWhoqLyo1dXVxYEDBxAXFwdLS0usWLEC69atq3Y8mpqaSEtLw8SJE9GrVy+sXLkS3333HSZOnCjv4+HhgenTp+OTTz6BnZ0d2rRpg/fee6/C3HJycjBo0CB4e3vD19cXISEhOHv2LAYOHIhjx44hKCgIr7zySqXx6OjoYNGiRfj4449hb28PIyOjaufj6uoKHx8fbN++HX379sW4ceNw8+ZN+fHS0lIsWLAAvXv3hrOzM4YPH44ff/wRwNOlKG5ubnj48CEMDQ1haGgov+7mzZthY2ODyZMno1+/fggJCcGRI0fQvXt3AMAbb7yBrVu3YuPGjejfvz+OHz+OL7/8UiG28ePHY+PGjVi/fj369OmDbdu2wd/fH0OHDlXot2LFCoSGhqJv377YuXMn/Pz84OLiotDHxcUFf//9NxITE6t1X569ty4uLrh16xZu375daT+JRAI9PT2Fpmqzv49Efr7qnoFNREREdU+oq4WHh4sLFy7It1etWiXi4+MV+syZM0dIpVKhoaFR4Rht27YVQgjRu3dvAUDMmjVL3L17V2hra8v7fPrpp0IIISwsLGoVp7e3twgJCZFvp6eni0WLFsm3mzVrJlJTU0VoaKhCbqdOnZJva2pqCplMJgICAuT7DAwMhBBCDB48WAAQDg4OQgghWrVqJQAIZ2dnIYQQ3bp1U7gfmZmZ1Yo7LS1NfPvtt9XO8/333xd3796Vbzs7O4vc3FyFPl26dBElJSWiY8eOCvuPHz8uVq9eLQCIPXv2iLCwMIXjQUFBCmP9888/Ytu2bQp9goODxYEDB+TbQgixYcMGhT4dO3YUJSUlwtraWgAQWlpaIjs7W0ybNq3aec6ZM0fIZDIhhBDx8fEK97eitnz5clGR7Z42wse9n0paGXV8X7KxsbGxsb2MTU9PTwghhJ6enkrGV/tM9YULF+R/79mzJyIiIhSOnzlzBnp6enjttdcAAN27d8evv/6KxMREPHz4EMnJyQAAIyMj+RgxMTEoKiqSj/H8mFWZO3cuzp8/j+zsbMhkMsyePVs+vr6+Pjp16oSoqCh5/ydPnuD8+fPlxomJ+b9PxCstLcW9e/cQGxsr31e2frpDhw6VxpKfn49bt27JtzMzM1/Yv0z79u3RuXNnnDx5stI+jo6OOHHiBNLS0iCVShEUFIR27dq9cOa8b9++0NLSwo0bNyCTyeTNwcFBvvzCzMwM//77r8J5z2/37NkTZ86cUdh35swZ9OzZU2Hf8/c1MzMTBw8exCeffAIAcHJygra2NkJCQiqN+Xm7d+/GgAEDYG9vjxs3buD333+HtrZ2pf3XrFkDfX19eevcuXO1r1Vb2z2HyJfiEBERUcOn9o8pr+mvuMPCwpCSkoJZs2YhIyMDmpqauHr1KiQSSZ3EM2nSJKxbtw4eHh6IiIiATCbD4sWLMXjw4BqPVVJSorAthCi3D8AL3yRX0RjVeVNdYWHhC48bGxvjwIED8PX1xZdffon79+/Dzs4Ofn5+kEgklZ7fsmVLPH78GJaWlnjy5InCsby8vCrjqqmKvj527NiBoKAguLu7w8XFBcHBwVXm+yypVAqpVIqbN28iMjISubm5eO+99/Dbb79V2L+4uBjFxcW1zqE2HhcXoqCgoF6vSURERLWn9pnqZ8XHx8PGxkZhn62tLaRSKdLS0tCmTRuYm5tj1apV+Ouvv3Dt2jW8+uqr5cbo16+fwszjkCFDqh2Dra0tzp49C19fX1y6dAmJiYkKb4CTSqXIyMhQKLKbNWsGS0vLmqarUnl5eUhKSoKjo2OFxy0tLaGpqQkPDw9ERUUhISEBnTp1UuhTXFys8CZRAIiOjoaWlhY6dOiAxMREhVY28379+nVYW1srnPf8dnx8PGxtbRX22draIi4ursrcDh06hPz8fMyZMwejR4+Gn59fledURkNDAxoaGi+cqSYiIiKqSoMqqrds2YIuXbrA29sbZmZmGDduHL755hts2LABQgj50zZmz54NExMTDBs2DBs2bFAY49dff4UQAj///DN69uyJMWPGYNGiRdWOISEhAVZWVhg5ciRMTU2xcuXKcgXhxo0b4enpiXfffRdmZmbYsmULWrduXRe3oE6tWLECHh4emD9/Prp3744BAwbgs88+AwDcvHkTEokE8+fPx+uvv46PPvoIrq6uCucnJydDT08Pw4cPR9u2bfHKK68gISEBv/zyCwIDA/Hee++ha9eusLa2hqenJ95++20AgLe3N95++224u7uje/fumD17NsaMGYOnS4SfWrt2LaZPnw5XV1d0794d7u7umDBhQrXehFlaWopdu3ZhzZo1SEhIQGRkZLXux+uvvw5PT08MHDgQXbp0gY2NDUJCQlBYWIhDhw5V97YSERERldOgiuqMjAy8/fbbGDRoEC5fvoytW7di586dWLVqFYCnSx8mT54MS0tLXLlyBV5eXli8eLHCGPn5+XByckLfvn0RHR2N1atXY+nSpdWOYdu2bdi7dy+Cg4MRFRWFtm3bYsuWLQp91q9fj6CgIAQEBMiXiCj7aYqqEBgYiM8//xxz587F1atXceDAAZiamgJ4ut7b3d0dS5cuxZUrVzB16lQsW7ZM4fyIiAj4+voiODgYOTk5WLJkCYCnT9sIDAzE+vXrcf36dezbtw/W1tZITU0F8PTJIa6urli4cCEuX76M0aNHw8vLC48ePZKPvX//fri5uWHRokW4evUqPv30U/lTPKpj586d0NbWhr+/f7Xvx6NHj/Dmm2/i0KFDuHnzJoKDgyGTyfDGG2/g7t271R6HiIiI6HkaePqORSKV2r59O8zNzWFvb18n49nZ2eHkyZPo0qULsrOz62TM6tLT04NUKsXPy95ASZHqHns3zyum6k5ERERULWX/f+vr60Mmk9X5+Gp/oyK9nDw8PHD8+HHk5+djzJgxcHZ2xty5c5UeVyKRoH379lixYgVCQkLqvaAmIiIiqkiDWv5RH3x9fRUeBfds8/X1VXd4NVJZHjKZDHZ2dmqNbdCgQTh+/DhiY2Ph6uqKBQsWYOfOnUqPO2XKFKSkpKB169by5ShlPvzww0rvx5UrV5S+NhEREVFlmtzyj/bt20NfX7/CY1KptFGtrX3Rx3Knp6crrGFuClq2bAkDA4MKj5WUlMjXfCuLyz+IiIgaH1Uv/2hyRTWRslT9TUlERER1T9X/fze55R9ERERERHWNb1QkqiU9PT11h0BERETVpOr/t1lUE9VQmzZtADxdt05ERESNi56eHh+pR9QQ3L9/HwDQuXPnJrWmWk9PD+np6U0q76aYM8C8mXfT0BTzboo5A4p5A08/bFAVWFQT1VLZ4/qamqaYd1PMGWDeTQ3zbjqaYs6A6vPmGxWJiIiIiJTEopqIiIiISEksqolqqKioCCtWrEBRUZG6Q6lXTTHvppgzwLyZd9PQFPNuijkD9Zc3P/yFiIiIiEhJnKkmIiIiIlISi2oiIiIiIiWxqCYiIiIiUhKLamry5s6di6SkJBQWFiIyMhLW1tYv7P+f//wH8fHxKCwsRExMDMaMGVOuzzfffIOMjAwUFBTg+PHj6N69u6rCr7W6zFtLSwvff/89YmJikJeXh/T0dAQEBKBjx46qTqPGVPF6l/H19YUQAm5ubnUdttJUkbe5uTn279+PBw8eIC8vD//++y+6dOmiqhRqrK5z1tXVhbe3N27fvo2CggJcvXoVn376qSpTqJWa5N2rVy/88ccfSEpKeuHXbk3vpTrUdd6enp74999/IZVKkZWVhdDQUPTo0UOVKdSKKl7vMkuXLoUQAl5eXnUdttJUkXenTp0QFBSEnJwcFBQUICYmBpaWljWKS7CxNdX2wQcfiEePHonp06eLnj17im3bton79++L9u3bV9jfxsZGlJSUiEWLFglzc3OxcuVKUVRUJHr37i3vs2TJEpGbmyvGjRsn+vbtK/bt2ycSExOFtra22vNVVd76+vri2LFjYuLEiaJHjx5i8ODBIjIyUpw7d07tuar69S5r48ePF9HR0SItLU24ubmpPVdV592tWzeRk5MjfvjhB9G/f3/RrVs34eTkVOmYL0PO27ZtEwkJCcLBwUEYGxuLWbNmiZKSEuHk5KT2fGubt5WVlfjxxx/FpEmTREZGRoVfuzUd82XJ+/Dhw8LZ2Vn06tVL9OvXTxw4cEAkJycLHR0dteeryryf7Xvr1i1x6dIl4eXlpfZcVZ1369atRVJSkvDz8xPW1taia9euYsSIEaJbt241iU39N4eNTV0tMjJSeHt7y7c1NDREWlqaWLp0aYX9f/vtNxEWFqawLyIiQvj6+sq3MzIyhIeHh3xbX19fFBYWikmTJqk9X1Xm/XyzsrISQgjRpUsXteer6rw7deokbt++LXr16iWSkpIaXFGtirz37NkjAgMD1Z5bfeYcGxsrvvrqK4U+58+fF99++63a861t3s+2yr52lRmzMef9fGvXrp0QQog333xT7fmqOm9dXV1x/fp14ejoKMLDwxtcUa2KvNesWSNOnTqlVFxc/kFNVvPmzWFpaYkTJ07I9wkhcOLECdjY2FR4jo2NjUJ/ADh69Ki8/+uvv46OHTsq9JFKpYiKiqp0zPqmirwr0qpVK5SWluLBgwd1EreyVJW3hoYGgoKCsHbtWsTFxakmeCWoIm8NDQ2MHTsWN27cwJEjR5CVlYXIyEi8++67qkukBlT1Wp89exbjxo1Dp06dAABDhw5Fjx49cOzYMRVkUXO1yVsdY9a1+oqxVatWAID79+/X2ZjKUGXePj4+OHjwIE6ePKlsmHVOVXmPGzcO58+fx++//46srCxcvHgRM2fOrNEYLKqpyWrXrh20tLSQlZWlsD8rKwuGhoYVnmNoaPjC/mV/1mTM+qaKvJ+nra2NH374AXv27IFMJqubwJWkqryXLl2Kx48fY9OmTXUfdB1QRd4dOnSAnp4ePD09ceTIEYwcORKhoaHYu3cv7O3tVZNIDajqtZ4/fz7i4uKQnp6O4uJiHDlyBPPmzcPp06frPolaqE3e6hizrtVHjBoaGvjpp5/wzz//4OrVq3UyprJUlfekSZMwcOBALFu2TNkQVUJVeXfr1g1z5sxBQkICRo0aBV9fX2zatAnTpk2r9hhatb46EVEFtLS08Pvvv0NDQwNz5sxRdzgqNXDgQLi5uWHgwIHqDqVeaWo+nY/Zv38/fvrpJwDA5cuX8cYbb8DV1RWnTp1SY3SqM3/+fAwZMgROTk5ISUmBvb09fHx8kJGR0SBn9Kju+Pj4oE+fPrCzs1N3KCr12muvYePGjRgxYkST+9RFTU1NnD9/Hl9++SUA4NKlS+jTpw9cXV0RGBhYvTFUGSBRQ5aTk4PHjx/DwMBAYb+BgQHu3LlT4Tl37tx5Yf+yP2syZn1TRd5lygpqY2NjjBgxosHMUgOqyfvNN99Ehw4dkJqaipKSEpSUlKBr165Yv349kpKSVJNIDaki75ycHJSUlJRb7hIfHw8jI6M6jL52VJFzixYt8N1332HhwoU4cOAAYmNj4ePjg+DgYCxatEg1idRQbfJWx5h1TdUxent745133sGwYcOQnp6u9Hh1RRV5W1pawsDAABcvXpT/mzZ06FAsWLAAJSUl8h+o1UlVr3dmZqbS/6ap/+4QqUlJSQkuXLgAR0dH+T4NDQ04OjoiIiKiwnMiIiIU+gPAiBEj5P2TkpKQmZmp0EdPTw+DBw+udMz6poq8gf8rqE1NTfHWW281mHWHZVSRd1BQEPr164f+/fvLW3p6OtauXYtRo0apLpkaUEXeJSUlOHfuHMzMzBT69OjRAykpKXWcQc2pIufmzZtDIpGgtLRUoc+TJ08aRKEB1C5vdYxZ11QZo7e3N9577z0MHz4cycnJSkZat1SR98mTJ9GnTx+Ff9POnTuH3bt3o3///uW+/tVBVa/3mTNn6uTfNLW/i5ONTV3tgw8+EIWFhWLatGnC3NxcbN26Vdy/f1906NBBABABAQHiu+++k/e3sbERxcXFYuHChcLMzEwsX768wkfq3b9/Xzg5OYk+ffqI0NDQBvlIvbrMW0tLS+zbt0+kpqaKfv36CQMDA3lr3ry52vNV5ev9fGuIT/9QRd7jx48XRUVFYubMmcLExETMmzdPlJSUCFtbW7Xnq6qcw8PDRWxsrHBwcBBdu3YVzs7OoqCgQLi6uqo939rm3bx5c2FhYSEsLCxEenq6+PHHH4WFhYUwMTGp9pgNoakibx8fH5Gbmyvs7e0V/k1r0aKF2vNVZd7Pt4b49A9V5G1lZSWKi4vFsmXLhImJiZgyZYrIy8sTH374YU1iU//NYWNTZ5s3b55ITk4Wjx49EpGRkWLQoEHyY+Hh4cLf31+h/3/+8x9x7do18ejRIxEbGyvGjBlTbsxvvvlGZGZmisLCQnH8+HFhamqq9jxVmbexsbGojIODg9pzVfXr/WxriEW1qvJ2cXERN27cEAUFBSI6OlqMGzdO7XmqMmcDAwPh5+cn0tLSREFBgYiPjxfu7u5qz1OZvCv73g0PD6/2mA2l1XXelXF2dlZ7rqp+vZ9tDbGoVlXeY8eOFTExMaKwsFDExcWJmTNn1igmjf//L0REREREVEsNYyEYEREREVEjxqKaiIiIiEhJLKqJiIiIiJTEopqIiIiISEksqomIiIiIlMSimoiIiIhISSyqiYiIiIiUxKKaiIiIiEhJLKqJiIiIiJTEopqIqBHx9/eHEAK+vr7ljm3evBlCCPj7+6shMkXOzs4QQpRrM2bMqJPxjY2NIYSAhYVFnYxXG87OzsjNzVXb9asjKSkJbm5u6g6DqEnQUncARERUM6mpqZg8eTLc3d3x6NEjAIC2tjY+/PBDpKSkqDm6//Pw4UOYmZmV29fQNG/eHCUlJeoOo069jDkRNXScqSYiamQuXryI27dvY8KECfJ9EyZMQGpqKqKjoxX6amhowNPTE7du3UJBQQEuXbqE999/X35cU1MTO3bskB+/du0aFixYoDCGv78/QkND4eHhgYyMDOTk5GDz5s3Q0nrxvIwQAllZWQqt7IeA3r1749ChQ5DJZLhz5w4CAwPRtm1b+bmjRo3C6dOnkZubi5ycHISFhaFbt27y48nJyQCAS5cuQQiB8PBwAEB4eDi8vLwU4ggNDVWYvU9KSsJXX32FgIAAPHz4ENu3bwcA2Nra4tSpUygoKEBqaio2btwIHR2dF+b4rOXLlyM6OhouLi5ISUmBTCaDj48PNDU1sXjxYmRmZiIrKwtffPFFufvk6uqKQ4cOoaCgAImJiQqvEQD06dMHJ0+eREFBAXJycrBt2zbo6urKj5e9Rl988QXS09Nx/fp1hIeHo2vXrvjpp5/kvykAgDZt2uDXX39FWloa8vPzERMTg8mTJytcLzw8HBs3bsQPP/yAe/fuITMzE8uXL1fo06pVK2zduhV37txBYWEhYmNjMXbsWPlxZe8nUWPDopqIqBHy8/ODi4uLfPuTTz6pcNnHsmXLMG3aNLi6uqJ3797w8vLCL7/8Ant7ewBPi+q0tDRMnDgRvXr1wsqVK/Hdd99h4sSJCuMMGzYMJiYmGDZsGJydnTF9+nRMnz69VrG3atUKf/31F6Kjo2FlZYXRo0fDwMAAv//+u7yPrq4uNmzYACsrKzg6OqK0tBShoaHQ0NAAAFhbWwMAHB0dYWhoqPADRnUsWrQIly9fxoABA/Dtt9+iW7duOHLkCP7880/069cPkyZNgp2dHTZv3lyjcU1MTDBmzBiMHj0aU6ZMwYwZM3Dw4EG89tprcHBwwNKlS7F69WoMGjRI4bxvv/0Wf/75JywsLLB792789ttvMDc3BwDo6Ojg6NGjyM3NhbW1NSZOnIi33nqrXGyOjo4wMzPDiBEj8M4772DChAm4ffs2vv76axgaGsLQ0BAA0KJFC1y4cAFjx45Fnz59sH37dgQFBcnvaRlnZ2fk5+dj8ODBWLJkCf773//irbfeAvD0h7XDhw/D1tYWH330EXr16gVPT088efIEAOrsfhI1NoKNjY2NrXE0f39/ERoaKtq1aycKCwuFkZGRMDIyEgUFBaJt27YiNDRU+Pv7CwBCIpGIvLw8MWTIEIUxfv75Z7F79+5Kr+Ht7S1CQkIUrpmUlCQ0NTXl+4KDg8WePXsqHcPZ2VkIIYRMJpO3zMxMAUB8+eWX4siRIwr9O3fuLIQQwtTUtMLx2rZtK4QQonfv3gKAMDY2FkIIYWFhodAvPDxceHl5Kex79p4AEElJSWLv3r3l7snWrVsV9tna2orHjx8LbW3tSnPMzc2Vby9fvlzk5eWJli1byvcdPnxY3Lp1S2hoaMj3xcfHi6VLl8q3hRBiy5YtCmNHREQIHx8fAUDMnDlT3Lt3T+jo6MiPjxkzRjx+/Fh06NBB/hplZmaK5s2bK4yTlJQk3Nzcqvy6CgsLE2vXrlW4j6dOnVLoExUVJdasWSMAiBEjRojHjx9X+nrV5n6ysTX2xjXVRESNUE5ODg4ePIjp06dDQ0MDBw8exL179xT6dO/eHbq6ujh+/LjCfolEorBMZO7cufjkk09gZGSEV155BRKJBJcuXVI45+rVqygtLZVvZ2Zmom/fvi+MUSqVYuDAgfLtsvMtLCwwbNgwyGSycueYmJggISEB3bt3x8qVKzF48GC0a9cOmppPf7FqZGSEq1evvvC61XH+/HmFbQsLC/Tr1w9Tp06V79PQ0ECzZs3w+uuv49q1a9UaNzk5GXl5efLtrKwsPHnyRL70omxfhw4dFM6LiIgot92/f38AQM+ePXH58mUUFBTIj585cwbNmjWDmZkZsrOzAQCxsbHVWketqamJL774Ah988AE6d+4MiUQCbW1thfEBICYmRmE7MzNTHnf//v2RlpaGhISECq9RV/eTqDFhUU1E1Ej5+fnJf50+b968csdbtmwJABg7dizS09MVjhUVFQEAJk2ahHXr1sHDwwMRERGQyWRYvHgxBg8erND/+WJNCCEvdCtTWlqKxMTECuMKCwvD0qVLyx3LzMwEAISFhSElJQWzZs1CRkYGNDU1cfXqVUgkkiqvWbZEpEzz5s3L9cvPzy8X07Zt27Bp06ZyfVNTU194zWdVdJ9qc+9q4/mcKrN48WK4ubnh888/R2xsLPLz8/HTTz+Vu7cviruwsPCF16ir+0nUmLCoJiJqpI4cOQKJRAIhBI4ePVrueFxcHB49egQjIyOcOnWqwjFsbW1x9uxZhUf0mZiYqCxm4OkbLd9//30kJyfL1+A+q02bNjA3N8esWbPwzz//yON8VnFxMQCgWbNmCvvv3r2Ljh07yrc1NTXRp08f+RsZXxRTr169KvwhoD4MGTIEQUFBCttlv02Ij4/H9OnToaOjI59NtrW1xZMnT3D9+vUXjltcXFzuHtna2mL//v3YvXs3gKczyD169EBcXFy1442JicFrr70GU1PTCmer1X0/idSBb1QkImqkSktL0bNnT/Tq1UthaUaZvLw8rFu3Dl5eXpg2bRq6deuGAQMG4LPPPsO0adMAAAkJCbCyssLIkSNhamqKlStXlnvDWl3z8fFBmzZtsGfPHlhZWaFbt24YOXIk/Pz8oKmpKX/ix+zZs+VvjtywYYPCGNnZ2SgoKMDo0aPRoUMH6OvrAwD++usvjB07Fm+//TbMzMzg6+uL1q1bVxnTDz/8gDfeeAPe3t6wsLBA9+7dMW7cOHh7e6viFpQzceJEuLi4wNTUFCtWrMCgQYPkv4XYvXs3Hj16hICAAPTu3RtDhw6Ft7c3goKC5Es/KpOcnAx7e3t06tRJ/nSVhIQEjBgxAjY2NjA3N8e2bdtgYGBQo3hPnTqFU6dO4c8//8Rbb72Frl27YvTo0Rg1ahQA9d9PInVgUU1E1IjJZLIK1yaX+frrr/Htt99i2bJliI+Px5EjRzB27FgkJSUBALZt24a9e/ciODgYUVFRaNu2LbZs2aLSmDMzM2Fra4tmzZrh2LFjiI2NxU8//YQHDx6gtLQUQghMnjwZlpaWuHLlCry8vLB48WKFMZ48eYIFCxbg008/RUZGBvbv3w/g6ZKYgIAABAYG4u+//8atW7eqnKUGnq5HdnBwQI8ePXD69GlER0dj5cqVyMjIUMk9eN7y5csxefJkxMTEYNq0aZgyZQri4+MBPF1qMWrUKLRp0wbnzp3DH3/8gZMnT+Kzzz6rctz//ve/6Nq1KxITE5GTkwMAWLVqFS5evIijR4/if//7H+7cuYN9+/bVOOb3338f586dw549exAXF4cff/xRPiuu7vtJpA4aePqORSIiIlIDIQTGjx8v/8GAiBonzlQTERERESmJRTURERERkZK4/IOIiIiISEmcqSYiIiIiUhKLaiIiIiIiJbGoJiIiIiJSEotqIiIiIiIlsagmIiIiIlISi2oiIiIiIiWxqCYiIiIiUhKLaiIiIiIiJbGoJiIiIiJS0v8Hou1pT50uz50AAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "importances_mean_df.sort_values(\"train\", ascending=False, inplace=True)\n", "importances_std_df = importances_std_df.reindex_like(importances_mean_df)\n", "sns.barplot(\n", " data=importances_mean_df.head(N_PLOT),\n", " x=\"train\",\n", " y=importances_mean_df.head(N_PLOT).index.values,\n", " xerr=importances_std_df[\"train\"].head(N_PLOT),\n", " capsize=1.0,\n", " ecolor=\"white\",\n", " palette=\"Dark2\",\n", ")\n", "plt.title(\n", " \"Mean Permutation Feature Importance\\nfor the Random Forest Classifier on the Training Set\"\n", ")\n", "plt.xlabel(\"Mean Feature Importance\")\n", "plt.ylabel(\"Feature\")\n", "\n", "visualization.savefig(\n", " basename=\"Random Forest Permutation Feature Importance\",\n", " filepath=PLOT_DIR,\n", " formats=PLOT_FILE_FORMATS,\n", ")" ] } ], "metadata": { "jupytext": { "cell_metadata_filter": "tags" }, "kernelspec": { "display_name": "roafr_env", "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": "3.10.4" }, "papermill": { "default_parameters": {}, "duration": 1545.2166, "end_time": "2024-06-14T14:36:11.871698", "environment_variables": {}, "exception": null, "input_path": "nb_3.ipynb", "output_path": "VIEW_nb_3.ipynb", "parameters": {}, "start_time": "2024-06-14T14:10:26.655098", "version": "2.4.0" } }, "nbformat": 4, "nbformat_minor": 5 }